S&P 500 Chart Analysen
2'152 Antworten531'220 AufrufeGestartet von cello ·
Guten Morgen
hatte auch eine Auszeit Segelroute: Panama bis hoch nach Mexico. (lydiayachting.com)
Habe wie Du enorm Mühe mich hier wieder einzuleben.
Überlege mir, def. auf meinem Boot zu leben!
Gruss Adolf
hatte auch eine Auszeit Segelroute: Panama bis hoch nach Mexico. (lydiayachting.com)
Habe wie Du enorm Mühe mich hier wieder einzuleben.
Überlege mir, def. auf meinem Boot zu leben!
Gruss Adolf
donblanco
Oh, das klingt ja spannend.
Würde mich über einen Gedankenaustausch freuen.
Ich bin übrigens zu Ostern in La Grande Motte. Dort ist die grösste Katamaranschau der Welt.
Vermutlich wird es eine ältere 470-er Catana oder von Fountaine Pajot die 40-er Lucia.
Trotz der geringeren Länge ist die Lucia genial gut konzipiert.
Segelst Du Ein- oder Zweirumpfboot ?
Gruss vom Kat-Segler
Würde mich über einen Gedankenaustausch freuen.
Ich bin übrigens zu Ostern in La Grande Motte. Dort ist die grösste Katamaranschau der Welt.
Vermutlich wird es eine ältere 470-er Catana oder von Fountaine Pajot die 40-er Lucia.
Trotz der geringeren Länge ist die Lucia genial gut konzipiert.
Segelst Du Ein- oder Zweirumpfboot ?
Gruss vom Kat-Segler
Hoi Don
Schön dich mal wieder zu lesen :-)
Jede Art der technischen Analyse beruht auf den Daten aus der Vergangenheit. Auch AuctionTheory und MarketProfile. Es stehen schlicht und einfach keine anderen Daten zur Verfügung bei der technischen Analyse. Der aktuellste gehandelte Tick ist in dem Moment, wo du ihn verarbeiten kannst, schon Vergangenheit.
Will man sehen, was hier und jetzt abgeht, dann kann man ins Orderbook schauen. Dort sehen wir die aktuell angebotenen und nachgefragten Preise.
Will man sehen, was in der Zukunft abgeht, dann kann man Mike Shiva schauen.
So zumindest meine Meinung dazu.
Schön dich mal wieder zu lesen :-)
Charts bringen nicht viel. Sie sind ein Abbild der Vergangenheit.
Jede Art der technischen Analyse beruht auf den Daten aus der Vergangenheit. Auch AuctionTheory und MarketProfile. Es stehen schlicht und einfach keine anderen Daten zur Verfügung bei der technischen Analyse. Der aktuellste gehandelte Tick ist in dem Moment, wo du ihn verarbeiten kannst, schon Vergangenheit.
Will man sehen, was hier und jetzt abgeht, dann kann man ins Orderbook schauen. Dort sehen wir die aktuell angebotenen und nachgefragten Preise.
Will man sehen, was in der Zukunft abgeht, dann kann man Mike Shiva schauen.
So zumindest meine Meinung dazu.
1× hilfreich
Charts bringen nicht viel. Sie sind ein Abbild der Vergangenheit
Ich meine Deine Profil-Charts, obschon auch diese ein Abbild der Vergangenheit sind. Man macht sich einfach mehr Gedanken über die Tradingaktivitäten bei verschiedenen Preis-Levles.
Ex post Betrachtungen mit abgeschlossenen Entwicklungen des jeweiligen Tradingtages mögen nett aussehen - Um finanziell gewinnbringend zu handeln, muss man die Entwicklung live erkennen und ein tiefes Marktverständnis erarbeiten
Diskutieren und lernen kann man halt nur mit den vergangenen Betrachtungen. Ich habe schon mehrmals betont, dass das zeitnahe Erkennen der Situation eine viel anspruchsvollere Aufgabe darstellt, da gebe ich Dir recht.
Ich versuche, verschiedene Szenarien darzustellen.
Sollten wir uns über 2382 festsetzen können, würde es wieder freundlicher aussehen für die Long-Seite.
Wenn es dann gleich nach der Eröffnung nach unten dreht, ist dieses Szenario bereits gestorben und man schaut sich vielleicht nach einem Short um. Oder man schaut, wie es sich weiter unten entwickelt um ev. dort nach einem Long Ausschau zu halten. Ein nächster markanter Punkt wäre z.B. der naked VPOC vom letzten Do bei 2362.75, einen Tick darunter der VPOP aus dem grösseren Profil, welches die ganze Konsolidierung ab 20.2. beinhaltet.
Aber wer weiss - vielleicht starte ich noch einen Versuch.
Why not?
Hallo Don
segle einen grossen Einrüpfer. , mit Crew.
Bin bereits auf der Pazifikseite oben in
La Paz, Baja California Mexiko.
Bin aber eigentlich auch Fan von Kat's, die
haben viele Vorteile.
Habe eine page, schau mal nach unter lydiayachting.com
Gruess Adolf
segle einen grossen Einrüpfer. , mit Crew.
Bin bereits auf der Pazifikseite oben in
La Paz, Baja California Mexiko.
Bin aber eigentlich auch Fan von Kat's, die
haben viele Vorteile.
Habe eine page, schau mal nach unter lydiayachting.com
Gruess Adolf
@donblanco
Wie soll den der Ist-Zustand bewertet werden, wenn nicht auf Grund vergangener Muster welche sich wiederholen?
Alles andere ist Scharlatanerie!
Das aktuelle Volumen hat ohne Referenzwerte keine Aussagekraft.
Apropos, wie geht es deinen SVXY-Shorts, sitzt du diese so wie geschrieben aus, da ja so sicher wie das Amen in der Kirche diese sich noch lohnen werden?
Oder, hast du das sichere Traden der Vola aufgegeben?
Wer Wellen zählen kann, hat eine Welle 3 als wahrscheinlich gesehen, wie ich bereits Ende Oktober/ anfangs November darauf hinwies und mich dafür beschimpfen lassen musste.
Ich pflege erst etwas kennen zu lernen bevor ich urteile und von EW hast du nicht genug Kenntnis um diese zu beurteilen, also bitte lass es.
Wie soll den der Ist-Zustand bewertet werden, wenn nicht auf Grund vergangener Muster welche sich wiederholen?
Alles andere ist Scharlatanerie!
Das aktuelle Volumen hat ohne Referenzwerte keine Aussagekraft.
Apropos, wie geht es deinen SVXY-Shorts, sitzt du diese so wie geschrieben aus, da ja so sicher wie das Amen in der Kirche diese sich noch lohnen werden?
Oder, hast du das sichere Traden der Vola aufgegeben?
Wer Wellen zählen kann, hat eine Welle 3 als wahrscheinlich gesehen, wie ich bereits Ende Oktober/ anfangs November darauf hinwies und mich dafür beschimpfen lassen musste.
Ich pflege erst etwas kennen zu lernen bevor ich urteile und von EW hast du nicht genug Kenntnis um diese zu beurteilen, also bitte lass es.
@habi
Die 2370 per Tagesschluss habe ich auch:-)
Das würde dan endlich einen Abverkauf auslösen, darauf warte ich schon seit einer Ewigkeit.
Ab dem 15.3. setzt wieder die Schuldenobergrenze in der USA ein, d.h. Trump hätte eigentlich überhaupt keine liquiden Mittel für seine Pläne. Obwohl er diese vermutlich gutgeheissen bekommt, mit Unsicherheit ist doch zu rechnen.
Wenn nicht befürchte ich, dass die 5 noch bis ca. 2408 läuft.
Im Dax, entweder die 11600 oder 122xx.
Ich tendiere nach unten.
Die 2370 per Tagesschluss habe ich auch:-)
Das würde dan endlich einen Abverkauf auslösen, darauf warte ich schon seit einer Ewigkeit.
Ab dem 15.3. setzt wieder die Schuldenobergrenze in der USA ein, d.h. Trump hätte eigentlich überhaupt keine liquiden Mittel für seine Pläne. Obwohl er diese vermutlich gutgeheissen bekommt, mit Unsicherheit ist doch zu rechnen.
Wenn nicht befürchte ich, dass die 5 noch bis ca. 2408 läuft.
Im Dax, entweder die 11600 oder 122xx.
Ich tendiere nach unten.
@plenaspei sagte: "Spätestens hier sollte eine Korrektur einsetzen."
Ganz nach oben zu dieser Marke ging es nicht, gedreht hat er aber im Bereich zwischen den beiden 5?
Dazu noch das weekly Profil. Wir sind immer noch höher als am Schluss der Vorwoche. Der Anstieg am Mittwoch verleitete dann doch zu Gewinnmitnahmen, so dass ein schöner Teil dieses Anstiegs wieder abgegeben wurde. Zurück bleibt ein LVN, auf welchem der ES am Freitag aufgesetzt hat. VPOC ist etwa in der Mitte des Profils. Darüber ist eine recht ausgeglichene Volumenverteilung, ohne nennenswerte Ausschläge. Unter 2370 wieder ein etwas grösserer Bereich. Spätestens hier sollte es wieder nach oben drehen, wenn der Anstieg weiter geführt werden sollte.
Anhang anzeigen 13168
Action - Reaction grün blau. Da es sich um Volumenkerzen handelt ist klar, dass mit wesentlich mehr Volumen kein komplettes Retracement stattgefunden hat. Heisst nicht, dass es nicht doch kommen kann.
Overnight stark nach unten, dann Stabilisierung und recht starke Bewegung nach oben, wo ganz am Schluss eine kleine Konsolidierung stattfand, wo auch der VPOC zu liegen kam.
Es ist einiges offen. Bei 2381 zwei eng beieinander liegende VPOC's. Value nach unten verschoben, wie auch der ganze Tagesbereich. Geht es unter das heutige Tief, dann werden die beiden VPOC's bei 2362 wichtige Marken. Für morgen warte ich mal ab, was die overnight Session für Erkenntisse bringt.
Overnight stark nach unten, dann Stabilisierung und recht starke Bewegung nach oben, wo ganz am Schluss eine kleine Konsolidierung stattfand, wo auch der VPOC zu liegen kam.
Es ist einiges offen. Bei 2381 zwei eng beieinander liegende VPOC's. Value nach unten verschoben, wie auch der ganze Tagesbereich. Geht es unter das heutige Tief, dann werden die beiden VPOC's bei 2362 wichtige Marken. Für morgen warte ich mal ab, was die overnight Session für Erkenntisse bringt.
Anhänge
bearbeitet #1790
Hallo plena
Die Korrektur ab Mittwoch sieht für mich korrektiv aus, obschon sie mittlerweile fast die ganze Bewegung retraced hat. Somit ist nach EW mit einer Gegenbewegung von mindestens 61.8% zu rechnen, das würde uns ab dem heutigen Tief in den orangen Bereich zurück bringen. Weiter oben wäre dann der gelbe Bereich das nächste Ziel. Ob das Tief bereits drin ist ist fraglich, denn wir haben unten keinen klaren Reject.
Unten ist für mich der blaue Bereich von Bedeutung mit den beiden bereits angesprochenen VPOC's. 2346 würde das Bild aus meiner Sicht schon ziemlich stark eintrüben. Auf der Rückkehr nach oben ist der Bereich 2381 zu beachten mit zwei nebeneinander liegenden VPOC's.
Die Korrektur ab Mittwoch sieht für mich korrektiv aus, obschon sie mittlerweile fast die ganze Bewegung retraced hat. Somit ist nach EW mit einer Gegenbewegung von mindestens 61.8% zu rechnen, das würde uns ab dem heutigen Tief in den orangen Bereich zurück bringen. Weiter oben wäre dann der gelbe Bereich das nächste Ziel. Ob das Tief bereits drin ist ist fraglich, denn wir haben unten keinen klaren Reject.
Unten ist für mich der blaue Bereich von Bedeutung mit den beiden bereits angesprochenen VPOC's. 2346 würde das Bild aus meiner Sicht schon ziemlich stark eintrüben. Auf der Rückkehr nach oben ist der Bereich 2381 zu beachten mit zwei nebeneinander liegenden VPOC's.
Anhänge
Hallo plena
Die Korrektur ab Mittwoch sieht für mich korrektiv aus, obschon sie mittlerweile fast die ganze Bewegung retraced hat. Somit ist nach EW mit einer Gegenbewegung von mindestens 61.8% zu rechnen, das würde uns ab dem heutigen Tief in den orangen Bereich zurück bringen. Weiter oben wäre dann der gelbe Bereich das nächste Ziel.
Hallo habi
Nochmals hoch bis in den orangen Bereich würde mir nicht gefallen.
Ja sieht korrektiv aus, ist aber auch oft so bei einer Topbildung.
Da in 10 Tagen Hexensabbat ist, rechne ich schon mit unter 2300 im S&P, würde zu den 11600 im DAX passen.
Heute hat der Tag bei meinen Indis im roten Bereich geschlossen.
Ich sehe noch keine C, somit müsste ich eine X oder in der A 2x1-2 zählen, wäre beides gut für einen schnellen heftigen Abverkauf.
Kann auch Wunschdenken sein, weil ich so positioniert bin und einfach nicht glauben möchte, dass die Finanzmärkte nicht ihre Schäfchen ins trockene bringen bis Herr Trump nicht mehr singt.
Gute Nacht
[COLOR= rgb(51, 51, 51)]Die[/COLOR][COLOR= rgb(51, 51, 51)] USA[/COLOR][COLOR= rgb(51, 51, 51)] und China mit einen Handelsbilanzdefizit, laut IWF haben die beiden zusammen ca. 1/3 des weltweiten BIP.[/COLOR]
Ja sieht korrektiv aus, ist aber auch oft so bei einer Topbildung.
Sieht nach wie vor korrektiv aus. Der blaue Bereich ist heute nach unten durchgebrochen, allerdings gab es dann ein starkes Reversal.
Ich konzentriere mich nun auf das Profile Top to Bottom. Unten haben wir in grün den Low Volume Bereich. Wenn der nun nicht mehr allzu stark angetastet wird, sehe ich gute Chancen für ein paar up Tage. Dazu sollten wir auch wieder einmal einen höheren Value Bereich produzieren. Bereits gestern sah es nach einem Reversal-Versuch aus, wir sind dann doch nach unten gekippt. Heute fand das Reversal in der Haupt-Session stand, auch das verleiht ihm mehr Gewicht.
Da in 10 Tagen Hexensabbat ist, rechne ich schon mit unter 2300 im S&P
Warum sollte es wegen dem Hexensabbat noch so tief nach unten gehen? Könnte doch auch sein, dass die lieber höher abrechnen? Vielleicht bin ich da zu optimistisch, aber ich sehe einige Hinweise, dass es doch bald etwas nach oben gehen sollte.
Anhänge
1× hilfreich
nixx
:-o Komische Linien auf dem Chart...muss vom Forumhintergrund stammen.
Mal etwas ungewohntes von mir, Profile.
Ich sehe den unteren Range (cyan Linien) als rejected sofern er heute Value darüber bilden kann. Der Anfang ist gemacht. Es sind einige naked POCs und ein weak High zu holen.
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
Mal etwas ungewohntes von mir, Profile.
Ich sehe den unteren Range (cyan Linien) als rejected sofern er heute Value darüber bilden kann. Der Anfang ist gemacht. Es sind einige naked POCs und ein weak High zu holen.
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GkE/yRZ7h9cFYdjnxDx8LRZMj1yXH2TIO4lDp3kqeN3jYvq2+LgPo2AAAAxHB9cgAAEMThlyj3Md8WcqoMDet791Ce4fbBWXU48g0dCwdDXRo4e6VBXEqdO8nTxqU2cV5NfRsAAAD0EVez7wYs5AYAAIlQ384RcqoMDet791Ce4fbBWXU48g0dC0eR4d3j8/M/Pv8wsLOQW35H4eyeBnEpde4kTxuX2lDfBgAAAK3ESTULuQEAQCCs3y4g5FQZGtb37qE8w+2Ds+pw5Bs6Fo4iw/r55OeaRi6/o3B2T4O4lDp3kqeNM22yZJv6NgAAAOijbj75+e4HBgAA0ELL7bh9zLeFnCpDw/rePZRnuH1wVh2OfEPHwlFkWDef/HzTyOV3FM7uaRCXUudO8rRxpg31bQAAAFCM3fnkAAAAJQ65+fbQz3xbyKkyNKzv3UN5htsHZ9XhyDd0LBxFhnbnk8vvKJzd0yAupc6d5Gmjuk1tjk19GwAAAPRhdz45AABAib2V7azZ0Ld8W8ipMjSs791DeYbbB2fV4cg3dCwcDHVp4OyVBnEpde4kTxsH2pTyberbAAAAoI+m9dvBuhfOp5PF5W5xY10SAAB8g/p2DUJOlaFhfe8eyjPcPjirDke+oWPhKDJsWr8dLPrhYrRcX4avmW/L7yic3dMgLqXOneRp40Ab6tsAAACgnqb12/+xGAWLy3AxetV8GwAAoJa9Vyn3Md8WcqoMDet791Ce4fbBWXU48g0dC0eRod37gcnvKJzd0yAupc6d5GnjWJvb21vq2wAAAKAPu/cDAwAA2EuX+vZsuY3iRzifDgfT4XwTRcUtg4cw2fC0HDdtqb7hJmjcUoD6thcaQjrBH3mG2wdn1eHIN3QsHEWGdu8HJr+jcHZPg7iUOneSp41jbTrUt+erJGGeb+J8eDKepU8lW4J1tFvMhoPpZPEUbVcTY8twvom3ZG84WTxF64f2H0pQ3wYAAAAAAAAFHLt++yEsFzd61xAAACAASURBVKsfwmgTJP+abWbLbdpyvNoV8u3ZcptWxcerXbQJaraUd0192wsNIZ3gjzzD7YOz6nDkGzoWjiLDfP32T1+fn5839x/jieWs38bZVQ3iUurcSZ42LrWJ8+rO67fLmXNWjjbz7TR5TkrfD2E+5zzGTNrjn6tbyrumvg0AAAAJ6frtj58eP9/d//L8+HOSb7N+GwAABNB0I+4s344fxWeNKnS23DqZ+z1bbo3Z40mC3bQku1oMr24pi1Hf9kJDSCf4I89w++CsOhz5ho6Fo8gwXb8dF7qfnx//M17Ifcf6bZwd1SAupc6d5GmjvU31ZmCd6tvBOqpZWZ2u3x6OV7s4uV6vltt4Prl5cTUz5aa+DQAAAC8gn08+70dRb7e4uXv8ejf4+Onx8w+Dj5/+8cun99NzzjAHAABoqmlX21Tz7abLmNWkx8kC7NIMc7NNcWl3sn67tKW8I+rbXmgI6QR/5BluH5xVhyPf0LFwFBmm88lvlutRsLiM1tdJofsfn3/Iqt+vNsNcfkfh7J4GcSl17iRPG+1tqvn2wdcnL19gvPmpbGK5sWw7T6GT5JzrkwMAAMDxZPPJg3UvinrR+tqob8fP/nzOGeYAAADH1rfzm2+nN9w2t2SJdPJIVnEPjBnmhXt0x3Xs9B3yXL26pQD1bS80hHSCP/IMtw/OqsORb+hYOIoMq9cnP+d8cvkdhbN7GsSl1LmTPG0kt7k97HHI+wzb7gdmDerbAAAAkFC9Pvk555MDAIBvHFK7Pvx9/Mq3hZwqQ8P63j2UZ7h9cFYdjnxDx8JRZFi5PvnP55xPLr+jcHZPg7iUOneSp43kNofUrg9/H7/ybQAAAAAAAICYQ+aKH/3OQ9/ybSGnytCwvncP5RluH5xVhyPf0LFwFBketH57PAoXN6zfxtkNDeJS6txJnjZy2hySXVPfBgAAADc5aP12nG+zfhsAADpyqmp20zv7lW8LOVWGhvW9eyjPcPvgrDoc+YaOhaPI8ID129dh1AvnrN/G2REN4lLq3EmeNtbbdJo9Tn0bAAAA3MTu/cAAAMBJXq+sXdqFX/m2kFNlaFjfu4fyDLcPzqrDkW/oWDiKDO3eD0x+R+HsngZxKXXuJE8b622yfPu1r3PuV74NAAAAurB7PzAAAHCSE16HvGUXQ9/ybSGnytCwvncP5RluH5xVhyPf0LFwFBm2zie/WW4vl+NXnE8uv6Nwdk+DuJQ6d5KnjYQ25NsAAADgO+3zyYN1Pxi84nxyAABwFfLt0yPkVBka1vfuoTzD7YOz6nDkGzoWjiLD9vnkwbofvOZ8cvkdhbN7GsSl1LmTPG0ktCHfBgAAAAAAADgJN8s3vcKdwN72o14vJnwbt7kOky2Xy3fpC7Nmb0aTyhsWXv5utEvf8Pb2duJbvi3kVBka1vfuoTzD7YOz6nDkGzoWjiJDu/cDk99ROLunQVxKnTvJ08ZOm7ej5btpmmb3g8F08u4mfSrZElz0dlc3w8F0cnWZZNfvRjsz9668ofny4bvRLv6B+jYAAADIx+79wAAAwDFuD3sMB9dh73L5Ls/AW0ka+55vCzlVhob1vXsoz3D74Kw6HPmGjoWjyNDu/cDkdxTO7mkQl1LnTvK0sdzm3WhXnBk+ubqMLq6Hg+uw1w+SVPlm+aYXvr0Oe5fLq35xznnzG+bzyS99zLcBAABAF8FFL5mk97Yf9Xq7q5tg3Q8GN8v1aDK4Wb5J6gnh1U1w0QvfTidXlwcUIgAAwFviRDr/Oer1oovr7L+7q5tsaXecb++urocDY9J42xsmTK4ub29vg5p8e7bcRvEjnE+Hg+lwvomi4pbBQ5hseFqO0xdmzbarSf0bboLGLQWob3uhIaQT/JFnuH1wVh2OfEPHwlFkGFzE16e5WV6MgqvL6OI6WPeiqBdtR5PBNLhI1suFVzfBVT+8Gi0vLsOrm+Fgml0CBwDgtLz8A5Y2FtsEF1l2bVBYgN27vb2NLkbLN5fLd+lE8cG0Nq9ufMPB9e3t7fJdJd+er5IUer6J8+HJeJY+lWwJ1tFuMRsOppPFU5Jdj1c7M/c2mCyeovVD+w8lqG8DAABAQpJRJ4XuXnRxbdS342evw14vfDsNrkbB1WV4NQqpbwMAQB3pvPHqU2Zeffga77Y3rM+3cx7Ccgr9EEabIPm30CbLwCvMltu0Kj5e7aJNULOl/Crq215oCOkEf+QZbh+cVYcj39CxcBQZ7r0++Zf/cfrLkivqKJzd0yAupc6d5Gljp83bfuWGXk1PJRPLh2b5Op9Pfh3Gy7Ob3zC42Hc/sPFqV5wZnpajzXw7Tp4fwuhpudgU55zHmEl7/HN1S3nX1LcBAAAgYe/1yf/OZckBAGA/+b2yY8K35pYskU62GJcCyZplBfAk3257wzej7Hpp8aMoY1Shs+XWydzv2XKbVrPnmyhK8u3d4iHdYpasq8XwmvJ4qSuob3uhIaQT/JFnuH1wVh2OfEPHwlFkuPf65H9/hcuSK+oonN3TIC6lzp3kaSOnzdGUJpbXNhg21LeDdVSzsjrLpcerXZyjr1fLbalkbSbqU+rbAAAAAAAA4Cxd8+2my5jVpMfJAuxSvm22Mf6br98ubSnviPq2FxpCOsEfeYbbB2fV4cg3dCwcRYas38bZNw3iUurcSZ42ctq8nG759nxTuaFX01P5xPK8Hp7PJ0+ScK5PDgAAAMfTvn476vVYvw0AABbpkm/nN99OL35mbskS6eRhXJM8a1adK54+lefq1S0FqG97oSGkE/yRZ7h9cFYdjnxDx8JRZNiyfju+Jg3rt3F2TIO4lDp3kqeNS22aVnG3rN+2C/VtAAAASIjnk//9sTxpPLserHVDAAAA8u3pUMypMjSs791DeYbbB2fV4cg3dCwcRYbxfPJ/L04aN++/4nlH4eyeBnEpde4kTxv32pBvAwAAgD7i+eR3lUnj1LcBAEAO1VnlPubbQk6VoWF97x7KM9w+OKsOR76hY+G4YUh9G2cnNYhLqXMnedq42sb3fBsAAAB00bR+O4b6NgAAyMH3fFvIqTI0rO/dQ3mG2wdn1eHIN3QsHEWGteu36SicHdYgLqXOneRp42obc1a5j/k2AAAA6KJp/TYAAIBM/M23hZwqQ8P63j2UZ7h9cFYdjnxDx8JRZNg+n5yOwtk9DeJS6txJnjZut/E33wYAAABd2J1PDgAA0BV/820hp8rQsL53D+UZbh+cVYcj39CxcBQZ2p1PLr+jcHZPg7iUOneSp43bbfzNtwEAAEAX8XzyO+MH60oAAAAt+JtvCzlVhob1vXsoz3D74Kw6HPmGjoWjyDCeT/6D8QMdhbPbGsSl1LmTPG3cbuNvvg0AAAC6MOrbFLcBAEAB/ubbQk6VoWF97x7KM9w+OKsOR76hY+FgqEsDZ680iEupcyd52rjdxt98GwAAAHTB+m0AANCFv/m2kFNlaFjfu4fyDLcPzqrDkW/oWDiKDFm/jbNvGsSl1LmTPG3cbuNvvg0AAAC6YP02AAAo4vb21t98W8ipMjSs791DeYbbB2fV4cg3dCwcRYZ255PL7yic3dMgLqXOneRp43CbOM0eNubbs+U2ih/hfDocTIfzTRQVtwwewmTD03JsvHa+KW8pvOEmaNxSgPo2AAAAJNidTw4AANCJPfn2fJUkzPNNnA9PxrP0qWRLsI52i9lwMJ0snqLtapK8drZcP+0q+fZk8RStH9p/KEF92wsNIZ3gjzzD7YOz6nDkGzoWjiJDu/PJ5XcUzu5pEJdS507ytHG4zb76dsZDWE6eH8JoEyT/VtrMN7vFqvKS2XKbVsXHq120CWq2lHdNfRsAAAASsnw7WPeiqF87NQ4AAMA6t+kj+++wJd8er3Z57Xo6zMvRZr6dJc+z5TZOxasperYl/rm6pbxr6tteaAjpBH/kGW4fnFWHI9/QsXAUGWbTyIN1L9qOJq+8X3UdhbN7GsSl1LmTPG2cbJNl2jFZvh0/iu2NKnS23DqZ+z1bbpP55PHS7nA+Hc43aSpeWxLPfo7z7bryuAH1bQAAAEgw6tsUtwEAQC5N+Xa1ZbCOalZWp+u3h+PVLs7R16vl9mk5ni23cdpMfRsNJXv3UJ7h9sFZdTjyDR0LB0NdGjh7pUFcSp07ydPGsTalmeTZxmFdvt10GbOa9DhZgJ1drrx60fIsFTfXb5e2lHdEfRsAAAAS7N4PDAAAYC+lTNvcWLk++SYqLttufsqYWJ5QU7vm+uRoSNy7h/IMtw/OqsORb+hYOIoM7d4PTH5H4eyeBnEpde4kTxvH2twWH9nGYTnfzm++nd5w29wS16LzanYx2Z7W5tv5e5p3DitvKUB9GwAAABLs3g8MAACgEwffD8wa1Le90BDSCf7IM9w+OKsOR76hY+EoMrQ7jVx+R+HsngZxKXXuJE8bh9t4nW8DAACALqxMIwcAADgOr/NtIafK0LC+dw/lGW4fnFWHI9/QsXAUGVLfxtk3DeJS6txJnjYOt/E63wYAAABdcFlyAADQwr7rpYmA+rYXGkI6wR95htsHZ9XhyDd0LBxFhnbnk8vvKJzd0yAupc6d5GnjahvzxmA+5tsAAACgC+rbAACgBd/zbSGnytCwvncP5RluH5xVhyPf0LFwMDxc45/3v7KuobHrNDoL0SAupc6d5GnjXpvSzbeHfubbAAAAoIu7x+fn5+cvP1krdKf59vU329FvbPcGAADIxMy0zS1+5dtCTpWhYX3vHsoz3D44qw5HvqFj4SgyvHv8ejf4+Onx87/bWMid1bd/s+h/uxh9O7bfM4d3nSKEOAvRIC6lzp3kaeNeG/JtAAAA0Edc397cf7Ra3775dt3/ZtH/Zn1tvUMAAEAU1Znk2fahb/m2kFNlaFjfu4fyDLcPzqrDkW/oWDiKDO3OJzfWb/9h+sc//dZ2t3TqOkUIcRaiQVxKnTvJ08alNnFeXW3jY74NAAAAurA7n3yYrt/+7fc/vv/+T+//xX6HAACAKKqVbXO7X/m2kFNlaFjfu4fyDLcPzqrDkW/oWDiKDO3OJ0/r279/P/lx+v2P08kfrPfM4V2nCCHOQjSIS6lzJ3nauNSG+jYAAADAkai7HxgAAJyN2pXb2VND3/JtIafK0LC+dw/lGW4fnFWHI9/QsXAUGWbrt4N1L4r6wdk1WL/tj7MQDeJS6txJnjbOtMmSberbAAAAoI9s/fZ/X/ei7WhydgHWbwMAQBNNxe2hn/m2kFNlaFjfu4fyDLcPzqrDkW/oWDiKDLP121br26zf9sJZiAZxKXXuJE8b1W1ui4+m9/Ex3wYAAABd2L0f2DBfv61mPjkAALwqLTXtarNKvj1bbqP4Ec6nw8F0ON9EUXHL4CFMNjwtxw2vqnnDTdC4pQD1bS80hHSCP/IMtw/OqsORb+hYOIoM7d4PLFu/rWg+ufzBFessRIO4lDp3kqeN6ja1+fah9e35Kkmh55s4H56MZ+lTyZZgHe0Ws+FgOlk8RdvVpO5V2RtOFk/R+qH9hxLUtwEAACDB7v3Ahkl9W9N8cgAAeFVKM8lbmg3b5pM/hHn5OtuyCZJ/W9qYW2bLbVrxHq920Sao2VLeNfVtLzSEdII/8gy3D86qw5Fv6Fg4igztzifn+uReOQvRIC6lzp3kaeNAm1K+3Xn99ni1i2vXKWk52sy3jeS5/lVm+h3/XN1S3jX1bQAAAEiwO598yPXJAQCgjsPr2/Gj+KyZSKfLrZO537PlNplPHi/tNvLtSvpdUwxvL49Ph9S3PdEQ0gn+yDPcPjirDke+oWPhKDK0O5+c65N75SxEg7iUOneSp40DbV5S3w7WUc3K6mxt9ni1i3P09Wq5zRPmuldR3wYAAADNpPPJAQDAR26bH3tfOKzLt5suY1aTHhsLsBteNcsT8nz9dmlLeUfUt73QENIJ/sgz3D44qw5HvqFj4SgyDC6iqBeFb61psH7bH2chGsSl1LmTPG0Utbm9vT3ufRquT76Jisu2m58qTiwvvypJzrk+OQAAABxPcLEJBrPlRcO3k9eH9dsAAD5z4N22m15YzLfz22inN9M2t8S16Ozm22myXfOqqVEMT5/NE/LqlgLUt73QENIJ/sgz3D44qw5HvqFj4SgyjOvbu6vZ6+2rXYP12/44C9EgLqXOneRpI7BNy7zxU9a3BUB9GwAAABKy+4HZElA3nxwAAI7g6Dp2+xv6lW8LOVWGhvW9eyjPcPvgrDoc+YaOhaPIMLsf2PnvBDY01m8rmk8uf3DFOgvRIC6lzp3kaSOwTUu+TX0bAAAA3CS7H5gtAXXzyQEA4Aiob58AIafK0LC+dw/lGW4fnFWHI9/QsXAUGdqdT169Pvl3kw8fPvxFcqFb/uCKdRaiQVxKnTvJ00ZgG+rbAAAA4B1255MPK9cn/27y4QMLuQEAnIP69gkQcqoMDet791Ce4fbBWXU48g0dC0eRod355NXrk383+fDhw4fp7+x30d6uU4QQZyEaxKXUuZM8bQS2iS9FfsJ9+ZhvAwAAAHQinU8OAACOc9oSt4/5tpBTZWhY37uH8gy3D86qw5Fv6Fg4igylrd8O1r0oulyO7XfR3q5ThBBnIRrEpdS5kzxtZLahvg0AAAB+IW39drDuRdvRxHa3AADAyaG+/VKEnCpDw/rePZRnuH1wVh2OfEPHwlFkKG39drDuRVEvnNvvor1dpwghzkI0iEupcyd52shsQ30bAAAA/MLufPJhvn5bzf3AAADgOKhvvxQhp8rQsL53D+UZbh+cVYcj39CxcBQZmvPJIxsPdfcDkz+4Yp2FaBCXUudO8rSR2Yb6NgAAAPiF3fnkw6S+rel+YAAAcBy3rY8j3m3oW74t5FQZGtb37qE8w+2Ds+pw5Bs6Fo4iQ7v5bfX65PLnk8sfXLHOQjSIS6lzJ3naqGuzN9+mvg0AAAD6+G7y43eD37+fWJvCrW4+OQAAnBzq2wch5FQZGtb37qE8w+2Ds+pw5Bs6Fo4iw7i+/cfvf29LQ918cvmDK9ZZiAZxKXXuJE8bdW3ap5rf3t5S3wYAAADoTDqfHAAAoJ7a6reP+baQU2VoWN+7h/IMtw/OqsORb+hYOIoMWb99dNcpQoizEA3iUurcSZ42jrXpUt+eLbfJ/S/C+XQ4mA7nm+yOGMmWwUOYbHhajkuv2gTlvVefamk8HVLfBgAAgAzWbwMAgHBqr2Fen2/PV0kKPd/E+fBkPEufSrYE62i3mA0H08niKdquJvEP64eh8UNG9amWxjHUt73QENIJ/sgz3D44qw5HvqFj4agwjBNd1m8f4WzdQamzEA3iUurcSZ42TrY5KN/OeQjz8nW2ZRMk/5ptZsttWvoer3aFqnX1qZbGCdS3AQAAYGrk239JCss2Et3G+eS/+1F44g0AAOekW749Xu22q4mxJS1Hm/l2nDybmXkpS68+1dI4gfq2FxpCOsEfeYbbB2fV4cg3dCwcFYZ5vp0kuhYmlmcalfnkNqe473W27qDUWYgGcSl17iRPGyfbNOXb8aPY3qhCZ8utk7nfs+U2mU8eL+0O59WKd/Y+1adaGidQ3wYAAACzvv1h+jtrE8ub5pPLn1gOAADn5PD6drCOalZWp+u3h+PVLs7R16vltr1kTX0bDZF791Ce4fbBWXU48g0dC0eFoYQbcQnR6Ops3UGpsxAN4lLq3EmeNu61OfR6ac2XMatJj/Ml2en2mvXbpadaGidQ3wYAAADx67fn/SjqpbMBAQDAa6q34G64PvkmKi7bbn4qn1hed8nxJDnn+uRoSNy7h/IMtw/OqsORb+hYOCoMZa/fvlmuR/VfmGwjf3DFOgvRIC6lzp3kaeNem8Py7fzm2+kNt80tcS06u/l2uorbfGGekGfF8OpT1S0FqG8DAACA9PXbwbpHfRsAwBNuD3hUXzJsux+YNahve6EhpBP8kWe4fXBWHY58Q8fCUWEoYT65sX5bzf3A5A+uWGchGsSl1LmTPG3Utamm03vfx8d8GwAAALQgYT55pqHofmAAAHBy9ubbTS/xK98WcqoMDet791Ce4fbBWXU48g0dC0eFoYT55KmGpvuByR9csc5CNIhLqXMnedqoa0N9GwAAAJyiNJ88m7995kRX3XxyAAA4jk7Lsw95t6Fv+baQU2VoWN+7h/IMtw/OqsORb+hYOCoMi/PJ8/nb55xY3nx9crnzyeUPrlhnIRrEpdS5kzxtZLZpSqqP25eP+TYAAABooXY++fknlqubTw4AAMdxXB275d2GvuXbQk6VoWF97x7KM9w+OKsOR76hY+GoMEwncqPR2dm6g1JnIRrEpdS5kzxtxLapzbepbwMAAIBrlNdvz/vx/a7PfONr1m8DAPgD9e0XIeRUGRrW9+6hPMPtg7PqcOQbOhaOCsPi+u2b5Xo0GUyHg2mw7gfGf8+jwfptH5yFaBCXUudO8rQR26b2SmnUtwEAAMA1Suu3s7J2/MNucXNGDdZvAwB4ytEVbx/zbSGnytCwvncP5RluH5xVhyPf0LFwVBhKuB+YsX775y//+PzDYHr3+Pz8/Mun99PhT1+fn5+//GS/r6rO1h2UOgvRIC6lzp3kaaOoDfVtAAAAcBAJ9wPLNH64//rp/vOn99O7x+fnf3z+YfDx0+PnH9I2kbyH9eEDAHAD6tsdEHKqDA3re/dQnuH2wVl1OPINHQtHhaGE+4GlGh8/PX79cv/1y+PPd4/PcVk7+8F6X1WdrTsodRaiQVxKnTvJ00ZRG+rbAAAA4CAS5pMP8+uTN84nv3v8evfTV4GJNwAAdKL2YmnUtzsg5FQZGtb37qE8w+2Ds+pw5Bs6Fo4KQwnzyTONlvnkd4/Pz48/W+8x09m6g1JnIRrEpdS5kzxtZLZpSq2pbwMAAIBrSJhPnmq0zSe/e/z66f6Xzf1H6z0GAAAv4YQ33x76mW8LOVWGhvW9eyjPcPvgrDoc+YaOhaPCMJ3IjUZnZ+sOSp2FaBCXUudO8rSR0ObwqePUtwEAAMA1mtZvW9Fg/TYAgGOctprd9P6VfHu23CY3kgjn0+FgOpxvsltLJFsGD2Gy4Wk5btpSfcNN0LilAPVtLzSEdII/8gy3D86qw5Fv6Fg4Kgyb1m9b0WD9tg/OQjSIS6lzJ3naSGhz+OXQTlnfnq+ShHm+ifPhyXiWPpVsCdbRbjFLtmxXk7ot2RtOFk/R+qH9hxLUtwEAAKBx/bYNDdZvAwC4yetVuffNJ38Iy8XqhzDaBIPZcptuH69229WkZkv2ktlym1bFx6td8vLSlvKuqW97oSGkE/yRZ7h9cFYdjnxDx8JRYShhPnmmUZ1GHqx7UdQL5+Lmk8sfXLHOQjSIS6lzJ3nayGlz7vp2RjlzNsrRSaH7ISzMOS9uSTCT9vjn6pbyrqlvAwAAwFTCfPJMozqNPFj3g8HNcj36b8LmkwMAwOGcob4dP4rPGlXobLl1Pvf78CXZcUk8+znOt0tbymLUt73QENIJ/sgz3D44qw5HvqFj4agwlDCfvFjfLkwjj+vbu8WNtPnk8gdXrLMQDeJS6txJnjZy2lipbwfrqGZldVLENlLxxi3Zq6hvAwAAwFFImE8+NOvb5cuSP3N9cgAA1Rx4vbSj33xYl283XcasrkAdr9yubsleUlzaXV3+zfptbzWEdII/8gy3D86qw5Fv6Fg4KgwlzCcv1LfLlyX/ejf4+Onx878Lm08uf3DFOgvRIC6lzp3kaSOkze3t7evtq+H65OULjFeeMhZpJwlzdcs0q11zfXIAAAA4BgnzyYeF+naprP38/Py8uf8obT45AAAcyG3D41RvPizn2/nNt9Mbbptb0lr0eLUr3ZG7uiWfK56+Q57GV7cUoL7thYaQTvBHnuH2wVl1OPINHQtHhWGc6KJxhLN1B6XOQjSIS6lzJ3naSG5Tzbdf5frk9qC+DQAAAELXb7NsGwDAbV6zvi0C6tteaAjpBH/kGW4fnFWHI9/QsXBUGIpcvy132bbpbN1BqbMQDeJS6txJnjaS21SnlFPfBgAAANcQsn47hmXbAAD+cJISt4/5tpBTZWhY37uH8gy3D86qw5Fv6Fg4KgwlzCfPOqqYb3+9G5g/yJpYLn9wxToL0SAupc6d5GkjvA31bQAAAHAcCfPJMwrTyJOJ5cYPIieWAwDAcVDfPhIhp8rQsL53D+UZbh+cVYcj39CxcFQYSphPXqpvb+4/FsrayVOyJpbLH1yxzkI0iEupcyd52ghvQ30bAAAAHEfCfPKM6nzyYN2Lon4wmA7ff/5y/3FoTCwP1v3Adu8BAMARnPAW3D7m20JOlaFhfe8eyjPcPjirDke+oWPhqDCUMJ/cqG+X55MH6160HU0GZr6dTCy3m2/LH1yxzkI0iEupcyd52shpU+JUNwMb+plvAwAAgBYkzCfPqM4nT5Pqn788P8cXS8smluelbwAAUAX59osQcqoMDet791Ce4fbBWXU48g0dC0eFYZxvW9ew7oCzbxrEpdS5kzxtLLW5Wb7pRb1e1OuFb6fDwXT4th//N94SzyQPky2Xy3fpC7Nmb0YT8w3fjXbpy9Onsl30fcy3AQAAQAvC128XL5z28dPj5x8GHz/945dP7/MZ5sG6H8z74Ty/uBoAAFjj7ShJod/2o14/GEwn727Sp/pxhhxc9HZXN8mWOIV+N9qZubfJu9GuV5jNNLm6jC6u4x98zLeFnCpDw/rePZRnuH1wVh2OfEPHwlFhKHz9duF+YM/Zz1/vBma+3YvW18PBWfNt+YMr1lmIBnEpde4kTxvbba7Dcgp9Hfb6t7e3yzfp9nej3ZvRZDDNM/Aq5Xz7ZvkmrZy/G93e3ga+5dsAAACgBeHrt837gaX17fjnfEV3sO4vF5e7xU32Kuu9CgAAWS6dbYnr0rfGI0zmnF+HvcvlVb8wC918n8LkczONv769vV2+8yzfFnKqDA3re/dQnuH2wVl1OPINHQtHhWG6fvsP0z/+6beWJpZnp+2djgAAIABJREFUHRVcJN+0gotePAsx+yFe17e7ugku+sHgZnkxmgxultvL5Xg6fDcKr26Gg2lw0Q/e9sO30+Di1a+jJn9wxToL0SAupc6d5GljtY1Rhc6WW19cm8/e3t4mn/CD67B3ubu6Hg7yWejV95xcXUa9fjC4DvMGXubbAAAAoIU43/7t9z++//5P7//F8sTyLJf+Xy+Si+IEyQ83y4tRcHUZXVzHOXnybHz18jzfTr7Mmfl2dpEeANCF9Y9HeAnZB3KBJJdOUvHb29t0i1myNhP1EnEz6tsyTpWhYX3vHsoz3D44qw5HvqFj4agw/Of9r4aD37+f/Dj9/sfp5A9WJpaX6tu7qxujvp1kzkmafXFt1LfjfPs6TCcfBhf95dWl+XKfB1essxAN4lLq3EmeNrbaZNczq5AlzP0guZXXzfJNKYW+yVd317/8xlz+zfptAAAAkIuE+4EBAIA7ZJccH0xv9z2ya6Hl9fB8Pnn5cmvpjCeuTy7jVBka1vfuoTzD7YOz6nDkGzoWjgrD0vrtYN2Losvl2E5HBRdR1IvCtzX3Axv+9DW+lFqw7geDm+V6NKncGIzrk6twFqJBXEqdO8nTxkab/ObbUa93e3sbvjW3pDOPjFtql9d4G3PF02p2+vL86mvpxjejhnx7ttxG8SOcT4eD6XC+iaLilsFDmGx4yv/qZc22q0n9G26Cxi0FqG8DAABAef12sO5F29Hk9fdbS3CxCQaz5cXqv5XvB/bx0+Pnu/tfnh9/Dta9KEokSzcG4/7bAACiiJPhM+yinG/PV0kKPd/E+fBkPEufSrYE62i3mCVb4ux6vNqZubfBZPEUrR/afyhBfdsLDSGd4I88w+2Ds+pw5Bs6Fo4Kw9L67TibTc/9n7uj4vr27mpWdz+w5+fn5+fHn436dvnGYOe8H5j8wRXrLESDuJQ6d5Knzeu12TtRPJ8xforhbmHffPKHsJxCP4TRJhjMltt0+3i1264mZgZeZrbcplXx8WqXvLy0pfwq6tsAAAAwbbwfmA2ZOKn+8lM8rb0f1M0nN27Enc4nH4/Cxc2Q+jYAwLk4QyLdyaQx305z6WxLXo5OCt0PYTLD/CGMnpaLTXHOeYyZtMc/V7eUd0192wsNIZ3gjzzD7YOz6nDkGzoWjgrDhvuB2emoLJf+7+tsxnh5PnlS6E5mm3+9G9jJt+UPrlhnIRrEpdS5kzxtXq+NmW/b9cny7fhRfNaoQmfLrfO536UF2A9h9LRbmKl49j5xSTz7Oc63S1vKqtS3AQAAYNp0PzArMnEuvbn/aNS3y/PJjfp2/Ox1mE6AP+d8cgAAn1FR3w7WUc3K6iSXNlLxvNCdpc1moj6lvo2G0L17KM9w++CsOhz5ho6Fo8JQwnxyo76dzCdvuT55zXxyrk+uylmIBnEpde4kT5uXtzlkYbaQ+nZpe9NlzOoK1PFa7lK+babQxcXe1eXfrN8GAACAWiTMJ8/Icul/b74+ec18cq5PDgDwOsipY7cbVq5Pvqnc0Kv0VLZsO0+Y83p4Pp88ScK5PjkaEvfuoTzD7YOz6nDkGzoWjgpDCfPJS/Xtzf3HluuTV+aTc31yZc5CNIhLqXMnedq8vM3h1yFvvzL5eevb+c2304ufmVvSWvR4tSvfkTtrVp0rnj6Vp/HVLQWobwMAAEB2fXIAAICTcbbC+L77gVmD+rYXGkI6wR95htsHZ9XhyDd0LBwVhqX123Y7ivXbPjgL0SAupc6d5GljsY3V+rYIqG8DAABAef22XRnWbwMAuMFLJp933dHQt3xbyKkyNKzv3UN5htsHZ9XhyDd0LBwVhqX123Y7ivXbPjgL0SAupc6d5GmjpU2cM1PfBgAAANeQMJ88Q9F8cgAAOBXUt7sh5FQZGtb37qE8w+2Ds+pw5Bs6Fo4KQwnzyY36tpr55PIHV6yzEA3iUurcSZ42WtpQ3wYAAAA3kTCfPEPRfHIAADgV1Le7IeRUGRrW9+6hPMPtg7PqcOQbOhaOCkMJ88m5PrlXzkI0iEupcyd52ghvU7peGvVtAAAAcA0J88kzFM0nBwCAF3KSe3T7mG8LOVWGhvW9eyjPcPvgrDoc+YaOhaPCUMJ8cq5PfuZ+RoO49Dp3kqeN8DalO4FR3wYAAADXSOeTAwAAnJuXl7h9zLeFnCpDw/rePZRnuH1wVh2OfEPHwlFhyPrtFzorQoizEA3iUurcSZ428ttQ3wYAAACXYf02AADY4rb4OO4dhr7l20JOlaFhfe8eyjPcPjirDke+oWPhqDBk/fYLnRUhxFmIBnEpde4kTxtdbQ7Jt6lvAwAAgCYkzCfPqJlGPu9HUW+3uBEyjRwAAF4J6tuHIuRUGRrW9+6hPMPtg7PqcOQbOhaOCkMJ88kL9e3CNPKb5XoULC6j9bW0aeTyB1essxAN4lLq3EmeNrraUN8GAAAA15AwnzyjOo08WPeiqBetr4VMIwcAgFeC+vahCDlVhob1vXsoz3D74Kw6HPmGjoWjwlDCfPLi+u36y5KXqtl3j89ffpr+cP/L5v6jXWdFCHEWokFcSp07ydNGUZsDr5dGfRsAAAA0IWE+eUZlPnl+WfJyvn3/9cv950+Pv3yxlG8DAMAJOfpG3A359my5jeJHOJ8OB9PhfBNFxS2DhzDZ8LQcG6+db8pbCm+4CRq3FKC+7YWGkE7wR57h9sFZdTjyDR0LR4WhhPnkdfXt0mXJ/7M0e/zv95/v7n/5cv/ZVr4tf3DFOgvRIC6lzp3kaaOoze3t7XHvU59vz1dJwjzfxPnwZDxLn0q2BOtot5glW7arSfLa2XL9tKvk25PFU7R+aP+hBPVtAAAAyK5PDgAA8FJuX/A4eo/DtvnkD2E5eX4Io00wmC236fbxapfl2/PNbrGqvGS23KZV8fFql7y8tKW8a+rbXmgI6QR/5BluH5xVhyPf0LFwVBhKX78tbNl2yfm7yYfp76a//f4vf/z+93Z9OvUzGsSl17mTPG3O36YpbX49nz35tplLD6ZDsxydFLofwnyG+Wy5jbdUU/RsS/xzdUt519S3AQAAQPj67Uq+LWzZ9nff/zj9/k/vJ3+Zasi3AQBem6PL1C/cY7Y2u/isUYXOllvnc78rC7Dnm2j90FwSz36O8+3SlrIY9W0vNIR0gj/yDLcPzqrDkW/oWDgqDGWv3y7f9Mv6su2S83ff/+m77/8y/f5PKvJtIQekEA3iUurcSZ42528jqr4drKOaldVJWdtIxfMtcdpMfRsAAABOhIT55BnV+eRx4h2se+F8Ollc7hY31nvMRNd8cgCArpxtGfZLDId1+XbTZczqCtRxpp1drrx60fLiYu/q8m/Wb3urIaQT/JFnuH1wVh2OfEPHwlFhKGE+eaG+XZxPnuTbi364GC3Xl6GYfDutb2uaTy7kgBSiQVxKnTvJ0+blbY67J/Y52zRcn9y85Pi07ilj2XY5Ya6pXXN9cgAAADgGCfPJMxruB/b1PxajYHEZLkZy8u0YXfPJAQC6IqGCvddwWM6385tvpzfcNrekqfV4tSvfkTumdq54+g7mncPKWwpQ3/ZCQ0gn+CPPcPvgrDoc+YaOhaPCUML9wOR3FM7uaRCXUudO8rR5jTbVfFuCT/P9wKxBfRsAAADErt+WdfevJli/DQC+oaG+LQLq215oCOkEf+QZbh+cVYcj39CxcFQYSl2/LfHuX1Vn1m/r1SAupc6d5GnzGm2qc8ut+wx9y7cBAABAC1LXb8u6+1cTrN8GAJ+RUOv2Md8WcqoMDet791Ce4fbBWXU48g0dC0eFoYT55IX6tpL55El9W9V8ciEHpBAN4lLq3EmeNq/dhvp2C9S3AQAAYCphPnlG+3zySN5D13xyAIDTQn27BerbXmgI6QR/5BluH5xVhyPf0LFwVBhKmE9eV9+WPp88Xb+taT65kANSiAZxKXXuJE+b125Te7ewpscr+fiYbwMAAIAWJMwnz/hu8uHDhx+/G0y/m8T/Sp+tLd8QAEACr1cJ9zHfFnKqDA3re/dQnuH2wVl1OPINHQtHhaGE+eRZR303+fDhj3/6bZZvC56tzfXJtWsQl1LnTvK0kdOG+jYAAAD4iIT55BlGffvDhw8//iB+trau+eQAALagvn1KhJwqQ8P63j2UZ7h9cFYdjnxDx8JRYZjOJ6ejVHadxn4WokFcSp07ydNGQhvWbwMAAIC/CFu/rWPZdm3X6ZIHADgPr30Ncx/zbSGnytCwvncP5RluH5xVhyPf0LFwVBgKW78tfdl2S9fJlxdyQArRIC6lzp3kaSOhzWvfo9vHfBsAAAC0IHD9tvxl27Vd1y4f9fjqBQC+0PVOYC/c19C3fFvIqTI0rO/dQ3mG2wdn1eHIN3QsHBWG6aTo62+2o9/Y7ihFU7KNrivMJw/WvXA+nSwud4ubrHHU60nIt4UckEI0iEupcyd52thqU82xqW8DAACAj8RJ428W/W8Xo2/HlmXkT8mudl1pPnmw6IeL0XJ9Gab5dpxsS8i3AQDOw2vXtKv78ivfFnKqDA3re/dQnuH2wVl1OPINHQtHheE/7381HNx8u+5/s+h/s76221GK5pOnXVeeT/6/LEbB4jJcjOJ8O0u2JeTbQg5IIRrEpdS5kzxtbLW5rXu83r6GvuXbAAAAoAWuT36yrvuX5ARBKQo5+TYAgC24//YpEXKqDA3re/dQnuH2wVl1OPINHQtHhSHXJz9Z15XybSMKIfm2kANSiAZxKXXuJE8bOW3OXt+eLbdR/Ajn0+FgOpxvoqi4ZfAQJhueluOGV9W84SZo3FLA/oc+AAAAWIfrk5+o6/40/fBh+rvGKCTk2wAAtjh3fXu+SlLo+SbOhyfjWfpUsiVYR7vFLNmyXU3qXpW94WTxFK0f2n8oQX3bCw0hneCPPMPtg7PqcOQbOhaOCsN0UjQdpbLrNPazEA3iUurcSZ42Z25Tu2zb9vrthzAvX2dbNsFgttym28erXZxvN75qttymFe/xape8vLSlvGtOsgIAAADrt0/XdeZ88t/9OP2dsnAAAF7IOS9LXtppY75dyaXzcnRSxH4Iq7PHy68y0+/45+qW8q6pb3uhIaQT/JFnuH1wVh2OfEPHwlFhyPrtk3Vdnm9/+DD5g8BwhByQQjSIS6lzJ3nanLlNS0H7Va+FPhxMs7XZxWeNKnS23Dqf+920ANt8VUxcEs9+jvPt0payKvVtAAAAYP32qbrOXL/94/vv//LH73+vKxwAgBNytlp3S307WEc1K6uTsraRVBdXa9e9ivo2GiL37qE8w+2Ds+pw5Bs6Fo4KQwnzycv1bQ0TsI2u+/nLPz7/MJjePX69G3z89Pj5h/efv9x/HMZbfvr65af4qend4/OXn6Y/3P+yuf9ot5+td511B+LS69xJnjYW25y/vl3a3nQZs7oCdb6Wu+FVxcXe1eXfrN8GAACAWiTMJ8+QNgH7kK774f7rp/vPn95P7x6fn5+fn/9h5tvPz48/Dwdpvn3/9cv950+Pv8TPRpYe1vsNAHzAcn07u+R4leQpY9l2ljDXvCqpXXN9cjQk7t1DeYbbB2fV4cg3dCwcFYYS5pMb9W01E7DTrvv46fHrl/uvXx5/TuvbX/+P5+cvP02Hg+nd49dP979s7j/ePT4/P3/9+/3nu/tfvtwn2bjFfrbeddYdiEuvcyd52lhsc8RVyk9X385vox0/wrm5Ja1Fj1e7vEHtq6bGXPH02Twhr24pQH0bAAAAZKFoPvkwvz65mvnkAAB2eY2i9777gVmD+rYXGkI6wR95htsHZ9XhyDd0LBwMu2oomk+erd8+ej65xX623nXWHYhLr3MnedpIa3Ou+rYIqG8DAACALBTNJx8m9W1N88kBAOxCffs0CDlVhob1vXsoz3D74Kw6HPmGjoWDoS6Nrs7pfHI1COlnIRrEpdS5kzxtTtimaT1218fJnX3MtwEAAAC6omXZdkbj+u3Bx0//+OXT++mwspA7WPcDFnIDgELOdr3x48T8yreFnCpDw/rePZRnuH1wVh2OfEPHwsGwk4aKZdumc+P67XTB9rCykDvJty0t5BY13O6hMS6Nzp3kaXPCNi35tt0Dycd8GwAAAKAr3ylZtp3RsH47y7d//lJZyB2se1HU/99ZyA0AUjluKrhd4aFv+baQU2VoWN+7h/IMtw/OqsORb+hYOBh20tA1n9xYv91hPrndG4OJGm730BiXRudO8rQ5ok0prz7qfW6Wb3pRrxf1euHb6XAwHb7tx//Ntwyuw2TL5fJd6VX9oPBuWUuj/bvRLt1ye3s78S3fBgAAAOhK03zyqCf0S8sR88mF3BgMAKCJE9Sx346SFPptP06eJ+9u0qeSLcFFb3d1k2x5M5oMppOry+jiemj8UPfOSePhu9EuTcupb1sDDet791Ce4fbBWXU48g0dCwfDThq188nj8oV1w1rnI+aT270xmKjhdg+NcWl07iRPmyPaHHF18eZ9XYd5+Trb0g8GN8s36fZ3o92b0WRws3yTlr6NXLpEnqV7nm8DAAAAvJxsAqF1k1rU3Q8MAOAldC59J7l0viWvXSeF7uswmWFuZubVLL2yPZ9Pfuljvi3kVBka1vfuoTzD7YOz6nDkGzoWDoadNErrt43VehLzbWP99nX4ZjQZTIOLdGHh237U6+2uboKLfjC4WV7EpZvL5bvpcDwKFzfDwTS46Adv++HbaXCRTK0M304nV5dJ6caD4XYPjXFpdO4kT5vTtulY3zZK1tna7HyieGm1dlz3jp9qyLezyeQGk6vL29vbwLd8GwAAAKAr1fXbkvPtYVrfnlz1l1ej5btpcNGL4lmRF6Pg6jK6uA4uelEv3pjk1Ua+nXzvTPLtq354NVpeXIZXN8PiuQYAb7H+Ow4lOk0yzz7lCiRlbSMVzwvde+rb+WTyAte3t7fLd57l20JOlaFhfe8eyjPcPjirDke+oWPhYNhJQ+f67ZvlRT+86odpdh2+nSZp9sW1Ud+O8+rrMOqF8+lwMA0u+sury93VTXDRi3r9/7waBVeX4dUopL6tFo1xaXTuJE+bM7S5vb2ttmm+5lmcS5vV7Hj6T3FFd8367cZJ5j7m2wAAAABdabofmMx8e5iv387uB/b8/PzLp/fT4U9fn5+fN/cfD79DmPVYAACOo6a+XTfxu/hUtmw7z67rrk+e59iTq8va9wwuvLwfmJBTZWhY37uH8gy3D86qw5Fv6Fg4GHbSaLofmEyy9duF+4H94/MPg4+fHj/f3f/y/Pjz4XcIO2c/W0eIBnEpde4kT5sztKnUt/Obb8eEb80taeHauIF2eY13nldn+fbN8o05mdx4wzcjH6+XBgAAANCV2vnkkqncD+z5+fn5y0/pjbi73CGMEjcAKOXwFd2vJzD0Ld8WcqoMDet791Ce4fbBWXU48g0dCwfDThpN88llYlyfXM18clHD7R4a49Lo3EmeNlbakG/HUN8GAAAAQeiaTz5M128rmk8OAHAGZOTbs+U2ih/xVSqH800UFbcMHsJkw9NyXHrVpnLBtupTLY2nQ+rbnmgI6QR/5BluH5xVhyPf0LFwMOykoWs+eVrf1jSfXNRwu4fGuDQ6d5KnjZU2tTPMX8+nPt+er5IUer6J8+HJeJY+lWwJ1tFuMUu2bFeTwXSyeIrWD0Pjh4zqUy2NY6hvAwAAABxPOp8cAADaeNWK97755A9hXr7OtmyCwWy5TbePV7vtajKYLbdp6Xu82hWq1tWnWhonUN/2QkNIJ/gjz3D74Kw6HPmGjoWDYScNP9dvn7+frSNEg7iUOneSp42QNhbq2xlJLp1vycvRSaH7IUxmmJuZeSlLrz7V0jiB+jYAAAAIws/12wAAzvOq1zDP8u34UXzWqEJny63zud+lBdhx3Tt+qppvl55qaZxAfdsLDSGd4I88w+2Ds+pw5Bs6Fg6GnTT8XL99/n62jhAN4lLq3EmeNmLb1ObbJ69vB+uoZmV1UtY2UvG80E19GwAAABxF13zyYb5++/qb7eg3dfPJg3U/GNws16OJjPnkAABCeI36dml702XM6grU8Vru4oru8vrt0lMtjROob3uhIaQT/JFnuH1wVh2OfEPHwsGwk4au+eTZ+u3fLPrfLkbfjmvmkwfrXhT1ou1oImM+uajhdg+NcWl07iRPG7FtXr2+nV5yvOZNkqeyZdt5wlx3yfGkds31yQEAAEA3uuaTD5P69s236/43i/436+vqfHKjvi1iPjkAgBBOuKK7Lt/Ob76d3nDb3JLWoserXfmO3GmzPFfP5opXn6puKUB92wsNIZ3gjzzD7YOz6nDkGzoWDoadNHTNJ9d7fXLr/SzkqCMupc6d5GmjqM3R1zDfdz8wa1DfBgAAAEHomk8+VHt9cnX9DAA+cNL6tgiob3uhIaQT/JFnuH1wVh2OfEPHwsGwk4au+eR6r09uvZ+FHHXEpdS5kzxtFLWhvg0AAAAAOel8cgAAOJLXWb8tAurbXmgI6QR/5BluH5xVhyPf0LFwMNSl0dW5cf32vB9Fvd3ipmX9drDuB/N+eoWes/Yz67eJS7VzJ3nayG9jptnUtwEAAAAgoWH99s1yPQoWl1F6xfLa9dvBuhetr61os34bAOTwwuL20M98W8ipMjSs791DeYbbB2fV4cg3dCwcDHVpdHVuWr+d3HZ7fd2yfjtY95eLy93i5vz9zPpt4lLt3EmeNlraxDkz9W0AAAAASGiaT373+Pz8/PVuUHtjsJvl9nI5tql99/j85afpD9z9GwDEQH27G0JOlaFhfe8eyjPcPjirDke+oWPhYKhLo6tzw3zyPTcGC9b9wGo/391//XL/+dPjL/HM9sjSw/oIvlL36kKjcyd52mhpQ30bAAAAAAo03w/s691gOhzU3xjMYr4dc3f/+e7+ly/3yUpyAADrUN/uhpBTZWhY37uH8gy3D86qw5Fv6Fg4GOrS6OrceH3yn74aN+L+ejcwf6hcsfzs/Wx9PrnG4XY1Lo3OneRpI7xN6WZg1LcBAAAAIKFhPnlSxx4OqjPMpzVXLD87pfnkAAC2eElZu/QmfuXbQk6VoWF97x7KM9w+OKsOR76hY+FgqEujq3PzfPLnSn07m2FeumK5hX62Pp9c43C7GpdG507ytBHeppRvU98GAAAAgIR0PjkAADRy2/o4yfsPfcu3hZwqQ8P63j2UZ7h9cFYdjnxDx8LBUJdGV+fD1m8LWsid9XNcWre1kFvjcLsal0bnTvK0kdDmJWuzD2njY74NAAAA4DwHrN9Okup/F7aQO8m3WcgNAK/PSYrYe9/fr3xbyKkyNKzv3UN5htsHZ9XhyDd0LBwMdWl0dT5s/fbz5v6jkIXcRn37+fn5698tLeTWONyuxqXRuZM8bc7Zpn3S+Ov5hGE49C3fBgAAAHCe0nzyYN2LosvluG0+ebDuRVE/sH1jMLvzyQHASeK819Z+/cq3hZwqQ8P63j2UZ7h9cFYdjnxDx8LBUJdGV+fSfPJg3Yu2o0nrfPK0jZ355OX125bmk2scblfj0ujcSZ4252zTnm+fvb49W26j+BHOp8PBdDjfRJG55SGMzMfTcmxujP9b+4aboHFLAerbAAAAAMdTmk8erHtR1AvnbfPJg3U//lpm98ZgdueTA4CThA2PM+x3WM2356skYZ5v4nx4Mp6lT23KGfJ8E21Xk8E0WEe7xczckrWZLJ6i9UP7DyWob3uhIaQT/JFnuH1wVh2OfEPHwsFQl0ZXZ3X3AxPSz0I0iEupcyd52lhvk+Xb9tZvP4TlYvVDWMy30zR7ttymLcerXSHfni23aZ18vNpFm6BmS3nX1LcBAAAAjifOt+XfBqwK67cB4DxYq29nlDPnajnaSMiT0vdDmM1Cr7ZJfq5uKe+a+rYXGkI6wR95htsHZ9XhyDd0LBwMdWl0dc7zbSW3AWP9NnE54NxJnjbW2zRNMq/Nw19Y344fxWeNKnS23Lo097swdbxpSbZZEs/y7dKWsir1bQAAAIDjMerbom8DVoX12wBglxPWvVvq28G6kl0Pyuu38zXbZnJeXuNNfRsNkXv3UJ7h9sFZdTjyDR0LB0NdGl2dXzaf3GY/V6e1n3OGucbhdjUujc6d5Gkjts1r1LdL25suY1aXPGc/m9ceN1Po4tLuZP12aUt5R9S3AQAAAI7nhfPJLZpXp7XbnWEOAL7x6vXtygXGa5+aLJ6MZsay7TyFThJyrk+OhsS9eyjPcPvgrDoc+YaOhYOhLo2uzi+cT26xn6vT2s85w1zjcLsal0bnTvK0Edvmlevb+c230xtum1sKN9BOJ5NPh4M4zS7etTsvgKfvUF3s3ZDYU98GAAAAOB5188kz7M4nBwB/6HS9tKN3MWy7H5g1qG97oSGkE/yRZ7h9cFYdjnxDx8LBUJdGV+cXziePLD2GtueTaxxuV+PS6NxJnjbW2wi4/7Y1qG8DAAAAHI+6+eQZdueTA4A/nLaU3bSLoW/5tpBTZWhY37uH8gy3D86qw5Fv6Fg4GOrS6Ooc59uKENLPQjSIS6lzJ3naSGgT58PUtwEAAACgA3G+/d3kw4cPf3n/L9Ph73788OHD9HfxluyHH78bTL+b/Pjd4PfvJ3/6rW3nGNZvA8DZoL59eoScKkPD+t49lGe4fXBWHY58Q8fCwVCXRlfnPN/+459+a6TTWXZ9kzyVZODxzxL6mfXbxKXXuZM8bSS0OfwyadS3AQAAACDBqG9Xy9of/vj97zXUt1m/DQDn4zVq3T7m20JOlaFhfe8eyjPcPjirDke+oWPhYKhLo6vz3vnkwboXRf1ATL5t1LdtzifXONyuxqXRuZM8baS1ob4NAAAAAAexdz75v6170XY0ETOfPMPufHIA8Bbq26dByKkyNKzv3UN5htsHZ9XhyDd0LBwMdWl0dd47n1xDfdvCfHKNw+1qXBqdO8nTRlob6tsAAAAAcBDl+eTzfhT1wnnN9cmtq5Yw8u2b5fZyOZ4WrFwNAAAgAElEQVTePX69++nrl5+S9DtY98L5dLK43C1urNsCgAMccr20o9956Fu+LeRUGRrW9+6hPMPtg7PqcOQbOhYOhro0ujoX55PfLNejyWA6rLs+uXXbUj+b88mDdT+Itzz+PEzL3cGiHy5Gy/Vl+Ar5tsbhdjUujc6d5Gkjp83r3RXMx3wbAAAAwHlK88mDdc+sb5vXJ7euWsKcT57m218/3f+yuf8YTyz/j8UoWFyGi9Fr5NsA4CHk26dEyKkyNKzv3UN5htsHZ9XhyDd0LBwMdWl0dY7zbUUI6WchGsSl1LmTPG3O1iY84BH1elGvF76dDgfXYa8X5Vwu302Hg+nwbT/Z8iaZLpRys3zTM14+Hb4b7dKXh2E48S3fBgAAAHCepvuBFQvdwuvbyf3Ahu+Ta6SVFnKf5w5hAKCdQvn67cjIn/vBYDp5l86USbcYjftJdv1utMsS7xKVNxy+G+3S96G+bQ00rO/dQ3mG2wdn1eHIN3QsHAx1aXR1brofWLDuB4Ob5Xr0Bw3rt+O82si3Cwu5X+MOYRqH29W4NDp3kqfN2do0TBe/Dssp9HVYzLeDi97u6sb8oZX0DT3PtwEAAACcp+l+YHF9e7e40VDfjn/++cvz85efkqfMhdznuUMYAGinPt9+N9oVZ4ZPri6ji2ujTZaQX4e9y+VVvzBpvOUN8/nklz7m20JOlaFhfe8eyjPcPjirDke+oWPhYKhLo6tz03xysfcDy/o5uOgHg5vlxWgyuFm+SYpFYVJi6gdv++Hb5DpqwUUvfDudXF0eUHdyebhdjUujcyd52pytTV2+fbN8k2XO6QLsQrJtTCYfXIe9y93VdbKxNOe85g0TJleXYRgGNfn2bLmN4kc4nw4H0+F8E0XmlocwMh9Py3Gx2XY1qX/DTdC4pQD1bQAAAIDjaZpPLvZ+YBnBRX5FouAiWQyZ5tvJF+Ik377qh1ej5cVl/GxUuMQRwOti/TcFDqeab2cfJgWKubQxh9yceV6TVze+4eA6DMPlu0q+PV8Z+fMmGEwn41n61KacIc83SXY9Xu2yxLvIZPEUrR/afyhBfdsLDSGd4I88w+2Ds+pw5Bs6Fg6GujS6OjfNJxd7P7C6+nb883WYTuAMLvrLq8vd1U2w7kVR/z+vRsHVZXiVZOOn1XAMjXFpdO4kT5uztSldirwybzzDzKubfk7n3RgvbHvD2nw75yEsp9APYTHfDtbRbjEzf6gwW27TOvl4tYs2Qc2W8qs4YwQAAABwPHvnk1s3bGLv9cn/5//FZckB4EjCMKzc0Csln0A+nVxdms3y8nVeA0+TcONVJYKLffcDG692xZnhlXJ0lpA/hNHTcrEpzEIvt8l+rm4p75r6thcaQjrBH3mG2wdn1eHIN3QsHAx1aXR13jufXNpM8sOvT950WfKTTPHVONyuxqXRuZM8bWy0uclutR0Tvs3vnm1MJr9ZvildkDxrVip6my+vvOGbUXa9tPhRdDOq0Nly69Lc72wy+eAhjJ52i4dkY6FkbZbEs3y7tKXcLdS3AQAAAI5n73xy64ZN7L0++f/7f36pXpacJbUAcAjhvsfJdzdsqG8H60p2PSjn0sYccjNtNhP1KfVtNITu3UN5htsHZ9XhyDd0LBwMdWng3MIJL2GlsetcjUujcyd52shpk3G2fLvpMmZ1yXP159lya6bQxn/z9dulLeUdcXoSAAAA4MXoWbadUbN+ezwKFzfDhvXbXDIaAE7FmfLtfJZ4BeOpyeLJbJbXw/MaeJKEc31yNCTu3UN5htsHZ9XhyDd0LBwMdWkc5axg2Xa1n2vWb+f5dv36berbTsal0bmTPG0Ettk727x9Inp1X3X5dn7z7fTiZ+aWwg20ixckz5pVi97pU3l+Xt1SgNOTAAAAAC9F0bLtjMr67esw6sUrFVm/DQAyaSqMt6zftgv1bS80hHSCP/IMtw/OqsORb+hYOBjq0jjSOZ1Pbl3pcOeW+4EF634w7/8//3f9/cCobzsWl0bnTvK0calNl/q2CDg9CQAAAPBCRE8gb6LlfmDBuhetr5vuBwYAYAvq2zlCTpWhYX3vHsoz3D44qw5HvqFj4WCoS+M4Z0WXSaurb5fvBxas+8vF5f/3PxfV+eQn13AMjXFpdO4kTxuX2jTdV8zHfBsAAADAF/TMJ8+omU9O1wGAKrzOt4WcKkPD+t49lGe4fXBWHY58Q8fCwVCXxlHOmuaTt12fnK47XfcqQqNzJ3naONzG63wbAAAAwBMUzSfPqMwnp+sAQBle59tCTpWhYX3vHsoz3D44qw5HvqFj4WCoSwNnrzSIS6lzJ3nauNeG9dsAAAAAIBqzvm3ThPXbANCR6lXKfcy3hZwqQ8P63j2UZ7h9cFYdjnxDx8LBUJeGP87m+m17Gqzfto9G507ytHGvDfk2AAAAAIhGSH2b9dsA0BXy7elQzKkyNKzv3UN5htsHZ9XhyDd0LBwMdWn442w33867zq355KoPCY1Iq7vS5rXblJZtm9uHvuXbAAAAACAWu/PJU1ybTw4Ar0o10za3+5VvCzlVhob1vXsoz3D74Kw6HPmGjoWDoS4Nf5yF1Lcdm0+u+pDQiJy6K23OVt+ubeNjvg0AAAAAAvnn/a+sOwAA7CWsezS1HPqWbws5VYaG9b17KM9w++CsOhz5ho6Fg6EuDR+c43z77vH5+fmXT+/tFLpZvy0Hjc6d5Gmjt01Tdk19GwAAAACEkufb//j8g+WF3KzfBoBGmvLtppZ+5dtCTpWhYX3vHsoz3D44qw5HvqFj4WCoS8MHZ6O+/fzlJ8v1bdZvW0ejcyd52mhpc/jscerbAAAAACCUdP32z1/y+ra1ieWOzScHgKM5vJrd9NpKvj1bbqP4Ec6nw8F0ON9EkbnlIYzMx9NynL52vin8t/yGm6BxSwHq215oCOkEf+QZbh+cVYcj39CxcDDUpeGDc5xv/3D/9dP950/v7UwsT7vOtfnkSg8J6w6vKk8bLW2arj1+yPvU59vzVZIwzzdxPjwZz9KnNuUMeb6JtqtJ8t/Zcv20q+Tbk8VTtH5o/6EE9W0AAAAAv/jn/a+Gg4+fHr9+uf/65fFnuxPLHZtPDgBH8wr17YyHsJw8P4TFfDtYR7tFno3vFqvKS2bLbVonH6920Sao2VLeNfVtLzSEdII/8gy3D86qw5Fv6Fg4GOrS8ME5nU/+EL5ZTQbTYN2Losvl+Kz5dqbx3eTDhw9/ef8vjkwsV3pIWHd4VXnaaGlz+vp2xni1y2vX02FNOdpMyGfL7SaoT9GzLfHP1S3lXVPfBgAAAPCLONGdXG2WV6vlu2mw7kXb0eTsFyrP8+0//um3zk0sB4CunKS+HT+KzxpV6Gy5dWnutzmZfL6J1g/7SuJZvl3aUhajvu2FhpBO8Eee4fbBWXU48g0dCwdDXRo+OP/z/lfDwWx5sQmvNuHFQ7DuRVEvnFusb3+Y/s6RieVKDwnrDq8qTxstbV6pvh2sK9n1oLx+25hMPltu47SZ+jYAAAAAdCedT44GAPz/7L1PiCPbtuYXg0MPyhhUIEgKalIaHIGJiXwmNcka5ExJDgrhCKh+RVf5JV2Qk0MlTYIgJhfMfdya5K2b0NC+jnjc4o2uyUSzdzv7QcR7pgd9hKHAvgZ7JNmQOfD4gIfhQfzb8VchpRR7rVif+HHQCW1lfGuHUpUr1rf21kDlvl8Nu3+1/JlmVb5dt4xZVfKcPq9ZsTxLxdX+7cKR4olQ3xYhg8gkyBGPyy1BM+tw6CvsWThQyEuGBM11+4GZP98/Pj4urz87/sgZTz1/Yh1eRta/PR9FZXbtU/TEuLRrkKB5K/EYQ21Mc1691/XJ1SXH7bqXLPehalhFQo71yQEAAAAAwAZq9gP7/PX22+X198fbL5HDPGrqPrSMpH/7sOk9AIAOT6ljN//MfL6dbb6dbLitHsltoJ2tTJ5RWQBPfoK6c1jxSA7Ut0XIIDIJcsTjckvQzDoc+gp7Fg4U8pIhQXP9fmCPj4+Pj7dfOq9vX9hv7LSNXPsU7SUuRnD8GG8lHmNIjdnoGz/I+uT6QH0bAAAAAEAWG/3k3Syc1sv9wJTpfW9/wIrrABQ5RHHblJlvE7lVBhnazy5QPC63BM2sw6GvsGfhQCEvGRI0b/STd7AxWK6+3aP9wNK4Xp+en51+PPtJv6Q2mrVrOKh4jCE1ZmO+jfo2AAAAAABgzEY/eef17f7sB5bE9e7MOrdPz23rvXY9AJDi6UuR1/1YM59vh/oeqjDUt0XIIDIJcsTjckvQzDoc+gp7Fg4U8pIhQTMFP3nF+uSJn5x14q1MLxs/OceP8VbiMYbgmIZ8e1/17f7n2wAAAAAAgCAU/ORmcX3yzE9+Yp2fcLaXs/OTA9A9qG/vASK3yiBD+9kFisfllqCZdTj0FfYsHCjkJUOCZgp+8vL65IUnH07faZ+rJ8TFyU/O8WO8lXiMITgmUB57OVdNvp1u6GU7fhiGobpFtuOHyq5gEdHmXqV3ZY/cLmJVP7DDfBsAAAAAABCEyIZVRGQgLgA0sq9Cd3W+7S+UrPgmCMP16iHOiZMj2cO/MWeLddW70kcwty33IQzDtXsVDa78gaow1LdFyCAyCXLE43JL0Mw6HPoKexYOFPKSIUHzxv7tLmWgf1s7HD/GW4nHGMpjDlzfVuvSSUU6O1KdS9e/S31L0w9UhaG+DQAAAAAgi439213KQP82AJLZ13LlG/Lt1cKKatfJY+1emfNlY0Jefpeabz94s5zbXP2BqjDUt0XIIDIJcsTjckvQzDoc+gp7Fg4U8pIhQfPG/u0OZaB/Wz8cP8ZbiccY+mPUfPsA9W01N056s3PJtmImr35XdiSugfs3ZtywXfEDVWGobwMAAAAAyCIxPB8/X01+1OQnN3P7b/fHT65Mb+wn5x4OAB1w0Pp2MC9l12GxN7tsJq9+12phRT9/vvBm+Xo4+rclyyAyCXLE43JL0Mw6HPoKexYOFPKSIUFzlBD+6I5euJMXMz1+8lx9u0d+8jSu1E9OPxyOH+OtxGMM/TGHq2+XfOPpQzWQF83k9e9SE+/8cmvKD1GFob4NAAAAACCLX69/MMfTF/7ouTt67h9r8ZObufp2f/zkSVyZn5x7OAB0wKHq2xUucaUcnbyULjZefqkqOQ9zxvKqd6nCUN8WIYPIJMgRj8stQTPrcOgr7Fk4UMhLhgTNdeuTX94+Pj7eX467MJY3rE/u+EYYGsGcQWW4cXqT9cnJ++Q5foy3Eo8xXY4Jdn08UU9Vvp1tox3h+OqR3MpnSvJcfleab2ebdSfjK38g6tsAAAAAAIKpWZ+8a2N5nZ/c8UfOeOr5k/fWxcVF9Kr+Sds2rsRP3hOfPAAt2dd+2rudt1jf1vRQhaG+LUIGkUmQIx6XW4Jm1uHQV9izcKCQlwwJmuvXJ7+/HNvmuAtjecP65FF9e+1OOSao5fXJ6fvkOX6MtxKPMV2OaS5fH06PxHwbAAAAAAAQJDE8QwbiAqALOih6S8y3idwqgwztZxcoHpdbgmbW4dBX2LNwoJCXDAmaSfVvF3YjS5dtS+rtn7/efvvt7f3lz/dqBZ4sDdPbEOBb3Zq1z9tBxWOM9jFa6tvm2DaVRc6CuW2Oc1t8BXPbLK4xHvVjl95V8QPTXu7ykRyobwMAAAAAyIJU/7Z60ijtVNLsx8fHx8dfvv32Nja3q/n2oSpTT37UTG9TgG8JhKP9Ywl6jJb6tjmOdsmOniyjfNiaXSUvLYsZ8nwZb69delc6xnIfQv+m+UkB1LdFyCAyCXLE43JL0Mw6HPoKexYOFPKSIUEzqf7twm5k6ZPl9We1vv31+vvy+nNWgadK4/TWBoj69kHFY4z2Mfrq2yk3QXHh8Zsgn0s7frh2rxrfdeWtkor3bLFONgnLHymeGvVtAAAAAABZbPaTz0fRimVaZHA3ltfGNR9F+5xV+ck/f/3l+9cz/eIB2I32230dToDZkG/PFuuodp1QKkeXE/Lyu9Qx0fPykeKpUd8WIYPIJMgRj8stQTPrcOgr7Fk4UMhLhgTNm/zkU8+fOO4w9I91yNjaWE6K+rimnj+xauJ6qzUijh/jrcRjTAdjgiDQqyfNt6v6I5QqdNpuXfB+p2by6ndFqCXxNN8uHClKRX0bAAAAAEAWG/3k0Y5cB823G2XwNpbXxRXNalrfLvjJyd5BAKANurbdLgiorG87fim7Hhd7s8tm8qp3ob4NGSTPLlA8LrcEzazDoa+wZ+FAIS8ZEjRT2LCKiAzEZfL8GG8lHmO2HbPRHF750K7ZrMq365Yxq0qeN77rylslw7L+7cKR4olQ3wYAANAHTqwL+439+vTTh9N32sUAQBwK+4FtklFob556q6E3sy9Z928nfelKoRv924Ai2ovVO2surU9edolXvGS5D7lhFe+KE3KsTw4ZFM8uUDwutwTNrMOhr3CHcE5Oz+3Tj2fWJ5tevk1/wokoJCJDgmYK+4E1yqhob3b8kRMp5Nq/nfWlO/7IGU89f/I79G93Ih5jth1Tzre5aM7n29k22tEjmKtHchtoK2by8rtspQCevJol5OUjOVDfBgAA0AdOTj+enH6yTz8SzLcBoAaF/cAaZVS0Nyf5NuP+7UIj99qdon8b0KQ/9W0CoL4tQgaRSZAjHpdbgmbW4dBXuFs4J9b5CUljOf0JJ6KQiAwJmlsYuQ+ezSoyjp+vJj9u8JPHduvUTx6l39ons830Or4RhkNv1rTPmV4/OceP8VbiMWbbMX2pb5MA9W0AAAA9Ic63CRvLASBCKyP3L7H5+dAyfnRHL9zJi9kGP3lU/k395GTz7fL0Or4RriZW4z5nqG8DUqC+vUdQ3xYhg8gkyBGPyy1BM+tw6CvcLZwT6+Li4vwtPWM5/QknopCIDAma2xm5u5ExfeGPnruj5/5xs588ybdjP7njG2FIMeUuT29hG7DmAHVp1j5vBxWPMduOQX17j6C+DQAAoCdE9W3HN4K5bbnDtTvVLgkAmmxcQLsbY/lGW3u6rphV8pNTrgZvM73FBdi1iwfSqNvcS7uwHQIxpeXbRG6VQYb2swsUj8stQTPrcOgr3C2cON92R4E78fxhQCbfpj/hRBQSkSFB88YFtDswlrdZn/z3vhGGkRm76Ccnm29vPb35Bdh1adY+bwcVjzENaN83e19jJObbAAAAQJdEfvK/cyeOOwzcCZ18GwBqbFxAuxtj+UZbu1LfLvrJWa9P3rAAu3bxQBocS9kNgcjKt4ncKoMM7WcXKB6XW4Jm1uHQV9izcKCQlwwJmhPDM2Qgrlizdg0HFY8xdUTWcTp6njJGYr4NAAAAdAnZ/cAAoEZtg/F8VFjZK12W7BD15I3921HDc74OnOybdfbt7vqzOabY0b1DezyRjcGANHpT3DZl5ttEbpVBhvazCxSPyy1BM+tw6CvcLRyy+4HRn3AiConIkKC5psE4dm6bhQ7quH06a+QO9/TY1L999/e33y6vvz8mluzcvllZvk2ro3u39viKALvVrH3eDioeY+qIclQ6ep4yRmK+DQAAAHQJ2f3AAKBGXYNxYecqddutQySBLbYle3x8fHy8/VLaN+vLXVQAJ9nRvU3/drm+TeXGAegZvVmHvCFAU1q+TeRWGWRoP7tA8bjcEjSzDoe+wt3CIesnpz/hRBQSkSFBc2J4fm9/+Pg6vlf16ewn23xzfnFxYb+JjqRP4t+s6MkBZPTKT67Edfx8Nfmx0U+ev51RHWA3mrXP20HFY4zZaB0nq3mrMRLzbQAAAKBLyPrJAaBGlBC+Pj0/O/149pN9Yl1cfPj4evzuzPr4emyb8W/TuzPr4zR+KR2zfxk985Oncf3ojl64kxezJj95zq5fEyAAe6FPpeyGAGXl20RulUGG9rMLFI/LLUEz63DoK9wtHLJ+cvoTTkQhERkSNP96/YM5fndmndun57b1Pl/Nzp58OH2n1Lf3WdxWZPTNT57ENX3hj567o+f+cYOfvKq+XQywG816J+3Q4jHGRH1bH6hvAwAA6Akn1vnJm3P7DV1jOQBEKPjJu7SRV8nolZ+8Ia7t1idHfRtsoq4lu/et2nWzYUrLt4ncKoMM7WcXKB6XW4Jm1uHQV7hbOCfWxYX13qRnLKc/4UQUEpEhQXPeT961jbwgo2d+8r2tT47+7f2J7+uYNik0Nc2HQ2K+DQAAAHTJiXV+dvopdcASNJYDQIRmP/lBbeQlGX3zk2+Mq9365J36yQFTel+y3mE2ZOXbRG6VQYb2swsUj8stQTPrcOgr7Fk4UMhLhgTNieEZMhBXrFm7hoOK7+sY8vXtqffMCA0jNIzgpW2ObfPlKPrf5MhxkPxvaBihMfReqe8aOcVTlF/KjkjMtwEAAIAuQf82AC0h1r99EzxbWGPbGcR/cDuD+M9xZxD/YZ0+if5eXx9NncHIGU+9wcQaT71nQ++Vbb6aBEdTc2w7/siZj4K57Qzi9wYvbetouD6adju9T+vfnk0CtyPBgCnU69svJ96r6Mko+v21XiUf6eSIMngUPptYY9s6GoaDY1N5klJ+SX1Sk29feaswegRz2xzb5nwZhuqRmyBUHw/eTH3XspTzl19qGGybqG8LkUFkEuSIx+WWoJl1OPQV7hYO+re5KyQiQ4JmUv3b1tHSO1rEafaziTW201z6D9mR6MnUG0yco2E4OI5ycmW8mm8boX9sJsedo1FwNPEGw+jVMFdPOwj76d/uMN/m+DHeSnxfx5Cvb6ccB3HtWj2Sy7edgbE+mkb16rgY/mqyzo0pv5Q7EgSBU8635wtvFj1ZRvmwNbtKXloWM+T5MlwtrLFtuQ+hf2MqT1LKLzUMjkB9GwAAQE9A/zYALaHUv33lDZbB0TIY3OTL2lERO61vx392x2n24Fipb0evHgeJZ9XxR547XLvx2/98NHGOhsFRnI13Nb1P7N8+DkIjLseB/rLtAuNclxx/NVk/m1jKkVLtOk3I1cy8kKWXX8ofCQLvVYOf/CaIa9fqkVy+7fjh2r2K6tXxb99ssc6NKb/UMDgG9W0RMohMghzxuNwSNLMOh77CHcP5KU6tqRnL6U84EYVEZEjQTMFPrsio3Q8sTUfTfarTHcLMTRuDOb4RzG3LHa67dWUrcR0HaXE+ygpejtQbCqphvo1P/qCau5yi7sWTHdP7PbHNsZ2rS6ft1nmjeGomz9e9y/l24aX8keZ8e7ZYrxa5nL9Yjk4TcjUzL2Tp5ZcaBsegvg0AAKAvZPk2UWM5AESg4CdPZdTvB5bZrR3fCFcTa/z5a7JDmLlpYzDHHQXuxPOH3XdBJz75kXc0UXzycTXerDDMt/LJm52Y4Qmi/fflcLApUD8BZ1DKrsfF/u3ETG7vpb4dPfJnVKrQabt1wfudmMnzde9yvl14qWFwDOrbImQQmQQ54nG5JWhmHQ59hTuF896+uLDf2CY9Yzn9CSeikIgMCZop+MkTGRv3A4uK1fGf5ukOYeamjcH+wZ047jBwu151LIlr6g1GwdEoSFLoUlm7YJjf7JM/qOYup6h78WTHNHjCyWreakx5zbOEurw6sXWMK/u3Cy/ljlT3b49tc2w7fim7Hhf7txMzuY36NgAAAFBDyVYa/Y1+eft497P99vr78vqzOr7fZRMAGmjvJ8+M3AeUsdlPnu2t3dpPXveL3+H0brE+eRpX1sidxAX6TZ9L3JlLvOkl62ioDqtanzxOyHdan7x2GbP6vPrKWyXPK/q3Cy81DI5BfVuEDCKTIEc8LrcEzazDoa9wx3BKttI4376+v7v+9vX2e/RqbDWLnIodPrRPFP2PBBEZEjS395MnRu4DymjjJ1eX+G7pJy/84nc/vdusT57FlS1U3mG+zfFjvJV4ymP6W9/ONt+OCF6qR3IbaOf36kuGZUl4WgAvv5Qdqc63M5d4CeUly31Qh1UtOR4n5FifHAAAgFgqbKVRae5P198ur7/fXWd/vEpoCwSggfZ+8tTIfTAZrfzkcWq9jZ/8j6Vf/G6nd9v1yeO4klT8/i9JXKDfPH2J8p6sYb6PmTSL+Xa2+Xb0CObqkdwG2omZPP/GLAlPC+Dll8pHcqC+LUIGkUmQIx6XW4Jm1uHQV3jQcLpfhof+hBNRSEQGNHcmI/Fd9wqOcXHUrIrHmAba5Ntd6jkcdX5y7eDWPgAAgL6Q9EZubOxM8+3uGzsBIISObcBUdunfno/C0Fi7U4792+VubccfOeOp508s3d3akeYT6+Li4tPZT9pkgL0ju75NAtS3RcggMglyxONyS9DMOhz6CncKJ+uNNFs0dkb5djd/4NKfcCIKicgQo1nbNmCpjO37t6eeP3HcYegfm/z6tyu60B3fCEMjXGnOt1PNHVz3Q4jHmAao1bcPN0Zivg0AAAB0SVoTM9s1dnaWbwNAEy3bgKns0L8dJ6hZvs2ufzvXrZ3Ut//dve5ubaW+HW+sCKiB/u2N82NKy7eJ3PGFDO1nFygel1uCZtbh0Fe4Yzib/OT/8s96/KX0J5yIQiIyBGnW6idXeoafth/YLN5hm4iffFNc1fZ4vduA5erb3Pzk9Ouu+xpTzpzpa+5+fmTl2wAAAECHbPaT6/KXAkASzX5yM6mpPnU/sCzfJuEnb4yr1h6vZRuwsmaOfnI5yKlUP2V+ZOXbRO74Qob2swsUj8stQTPrcOgr3C2cjX7yv/7TnRZ/Kf0JJ6KQiAw5mvX6yZOa6hP3AzsOQiOYRy+R8JNviqvaHq93G7B8fZuZn5x+3XVfY3bzitOPa4/zY0rLtwEAAAAAAKiD7x5U/YuLo2aAind5NmTl20Tu+EKG9rMLFI/LLUEz63DoK9wxnKR/Wyl0Fxu5HX/kzEf/6//SaWMn/QknopCIDEGak/7tqMoaVYm7lFHoc3Z8IwyH3qxV/7beRRm2iqupf1sNB/3bu4oXOwb17fJsyMq3AQAAgA7J+rezv1xLjdyOb4T+MRq5AVD7t7NdoK/TZGsAACAASURBVLvVUOhzdnwjXE2sdv3blBdlaN2/nQ8H/dtgS1DfLs+GrHybyB1fyNB+doHicbklaGYdDn2Fu4VTbv40S43cjj/y3OH//S9ul42d9CeciEIiMuRoTpt1o/r22p12LKPQ55yW2dv0b+tdlGGruBr6t9Vw0L+9s/i+jtnLXl8E4zrQGIn5NgAAANApDX7yZAVjAEBGaT+wjgXsvB/YX38hZyNvHVfN9mbq5oX6NHP0k/cYlK93mC5Z+TaRO76Qof3sAsXjckvQzDoc+gp3CqfRT64136Y/4UQUEpEhRnPFfmBdGonTmuou+4H98l9UG3lI7LGDn1xvvp2rb3Pzk9Ovu+48ZmO+TVCzxjES820AAACgS+r95MdB52tBAUCf8n5gHQvYfT+wX+6p2chbx1XpJ/+zsnlhUvrWoJmln7zHtPGTtzeW9x6J+TaRO76Qof3sAsXjckvQ3BxOYiY8fr6a/Khbj5wJT02bZWO5UvEurliOCaejkIgMQZq1+smVr8r39oePr4v95CMnPnL+1rqw39ivTz91f0fgaXHt6if/+T751upaM0c/Of26awdjGvJtspr3PkZivg0AAGKJ/nD50R29cCcvZvr19J4s304smgVj+W/TtX9LK5YDIBXNfnIz+c19fXp+dvrx7KdMxm+Shcoje/P09Nw+/XhmfbI55NvmTuuTK/n24+PtF7NzYzlfPzkw0emtTIKsfJvIHV/I0H52geJxuSVobg7n1+sfzPH0hT967o6e+8faJcmY8KKfPO9KLXR0ZyuWY8LpKCQiQ45mvX7y5Df33Zl1bp+e29b7VIZS3z4/Gdsnpx9PTj/Zpx9Z5Ns7rU+u+snvv15/V730HWpm6SenX3ftYEyDsZys5r2PkZhvAwCAWBIzIcCEAwBq6etvLse4OGoGZSQXuiXm20Tu+EKG9rMLFI/LLUFzcziFpkTtkoRMeNa/PR+pu/jm+7en3mrozdC/TVEhERlyNOstZtb0b5+f8GzbLsfV1LattVu7QTP6t7mPQX27lG9feat444B42dT5Mt1KIFtINT24Wlhj2xzfBPH/P3jFrsD0By6d2iM5UN8GAID9U2hK1K6n9+T7t6eeP7HGtlnTv+34I2eM/m0AtLVtp5T6t+Pm4ea27dCg/udr/hup4on2bu06zejf5o7kRcur8+35Ik6Y58soH7ZmV8lL8RFztljn82rHD9fuVTwmzsBjLPch9G+anxRAfVuEDCKTIEc8LrcEzc3hFJoStUuSMeFZNdvxDbW+XejfdvyRg/5tkgqJyJCjWdc2YKmMqv7tqL5d27YdGgbxfLtmRQm1bfuL3m7tBs3o3+7TmCj/pKPn0GM2+clvgmKx+iYIl46aXcdceatk5GyxzuXbV94qqYrPFutw6VQcKZ6a9BcWAAAwhbifvH8Q3w8shePfsgAcjm395FGyTTzfNkvfSG385LHvRrfm1E+eXgvtkwl2BvXtHMXMOS1H3wThg+cuS57zpTO+CVTP+djOJ+3R8/KR4qlR3xYhg8gkyBGPyy1Bc3M4xP3kfZ1wsvuBKeVEzfbdjQohA5q7lLGVnzxNtonn26VvpFZ+cr35dq6+rVwCat9UdeIxphKx9e3okX9VqUKn7dax9/smCB/W7o05VhzmtS3ZcUk8faM3Kx8pSiX9hQUAAEwh7ifvH8T3A0vRa98FgBrb+slZ5Ntm9TfSBj95ugWaXs35LeJQ3+ZN0O6hXece4zVr6tuOH1Z0VmdF7DRJjtJyJTnPMvAI1Lchg+TZBYrH5ZaguTkc4n7yvk54g588OpJLvLutbxe8mmmHufbZSxVq10BHBjR3JqPST968LDn9fDudXvrLkpevBUc/Of26K+UxfaqB1+XbdcuYVSXMUee2WrJWerkL/5v1bxeOFE9E+gsLAACYQtxP3j82+cnv/v722+X198fbL5epsbzb/u2CV9PxR46yjjoAMqn0k9ctS55CPN9OYbEseeFacPSTg6fQ//p2aYHx8ktZ9bvctp2l0HFajvXJIYPi2QWKx+WWoLk5HOJ+8p5OeLOf/PHx8fHx9kuSgd//pdv1yQtezai+vXan2mcvVahdAx0Z0NyZjEo/+duqZckZUVXfJroseelasPST06+7Uh4TWcrp6HnKmKp8O9t8O1kOTT1S3kBbrVQX9uhOy+DJ4CyNLx/JweMGIQAA8CIxSQJMOBuFAHQPfi/ogGshlt6UuDftB6YN1LdFyCAyCXLE43JL0NwcDvq3tUx4Q/92uhZRVk2aj6IKs7qU2qEVpr2R5ptzpYiUVry1rZZE5CNBRAY0dyZD/aqcNrZtMyKdXmcQhka0u2/y202+f9scf7lLPfC12yuSqMmXJxxjdhvT6/o2CVDfBgCA/YP+bS0T3rAf2O99I1xNrGzM1PMnjjsM/eOso/vwCpOWyGxLsHSHsN8kCrVPJgCdoX5V2m83tG2zwxmE4bOoOzT57Sbfv/32+v7r9bd4z/CG7RWTL8ywk4f2yek3qG8fGtS3RcggMglyxONyS9DcHA76t3VMeFP/tlLfjv+6jTqoQ/+48/p2rqyd7hCG+jYdGdDcmQz1q/L9h3PWbdvl6VXq29GvNv3+7c9fb+/vru/vkqUl65fD0K+5POECx7Tc8Wvjg1pcqG8DAADYAHE/ef+o85On225VbMxT3iHs8Aob/OSMVicCYF/00k+ewmg/MOVabOEnp5Z4C6Q3pek9zoasfJvO3VPtGrTLIDIJcsTjckvQ3BwOcT95Xye8bIBMt936XXFjns9fyzuEHV5hg598qnX3HSIfCSIyoLkzGb30k+fWJ2eyH1h6Lbbyk1/eHrwTZ6sJFzimTb5NTTPq2wAAAPYAcT95/6jzk6fbbpU25rFLO4R1Vt+u9pOjvg0E0ks/eQqj/cCSa7Gdn5zIzQLJoL5dng1Z+Tadu6faNWiXQWQS5IjH5ZaguTkc4n7yaMJP+uLeVCb8JkhXJwqH3sw2X45Cwwhe2s7AUJ6MnHH2JBqzPpo6g5EznnqD/S9a1mZ9cr35NpHfQSIyoLkzGb30k+fq20z85LutT07kZgH9uut+xxRar7XroTNGYr4NAABiIe4njzg57Yl7M51w62jpHS28V+lqwFnynObSfxgY4bOJFeXbz+IxztEwHBxHOXn0amgY+4W4nxwALfTST56yrZ+8m7W+6x58/eTSQE27eWZk5dt07p5q16BdBpFJkCMel1uC5uZwiPvJ4/r26cd+uDeTCb/yBsvgaBkMbtJl0vJl7aiInda348XA4zR7cNxVfZuin5zI7yARGdDcmYxe+smr6tvU/eS7rU9Opzgvaoyab1PQQ2eMxHwbAADEkhjzACacjUIAgGTwHaWXrbbv0q6WJhLzbTp3T7Vr0C6DyCTIEY/LLUFzcziF/u0Ti9Y6WP3t396p8/DwG4NVfSRoNXIT+R0kIgOau5TRmy+i8vRmv8s/xUX7E+v85M25/YbiPwq136LzkbKrYvW3aPTlefe/P/7lZ/vt9ffl9WctE856TDmLpq+Z2hiJ+TYAAIil0L9N7U+riLr+7dDg90/DEzoPO9oYrPSRQCM3ALbZr4UkiqGlv8tZvn1xYb036d2ENWu/RaeeH7fYNPRvx1+e/+f3v1x/+3r7/a7bfLsfoGq9rzmUlW+TunuqHRQ8RYnH5ZaguTmcQv82ta2eGvq3o8W9tCvcacJ37DzsYGOwmo8EoUZuIr+DRGRAc5cyerOQRHl6k9/l9/bFhf0mOnJ+dvpJ+3oNlZrrvkXT5TAav0XvL8ef7375z7+9/n53/a3jfJtF3XUHlzj9uKiNkZhvAwA00j+HHi/qzMOkahrlD0m6mLZ2bbtOeNEJqddGXqVwCz85tb/IATgEPf7XipGf3Kz/Fi135Ti+EYYjh4yfnD6oXXc5z7LybVJ3T7WDgqco8RQud+TQM8IQAAAAAACA3mNKy7cBABrpn0OPF43mYSpljfKHhHl9u9ZPrstGXlK4nZ+cYAUMgL3T43+tGPnJzU3fourXqVLfJuEnpw/q213Os6x8m0hZEjK0n12geFxuCZqbwyG+sUrDhHPMt1lMOH2F2jXQkQHNomQgLpPDd9QTJ7ybMejNRv92Jcz+qAIAbMGb84uLi/d/09vWOMoUGuEc3wjDoTezL2/vL3++v/s5KwtopK5tkl2+XZ7wrfq3HX/kKGvwdqww3xt5fznOeiO1zyoAHYD+bSLU/bOVfkflF04jtB8YHVDHpjD/pXz7yluF0SOY2+bYNufLMMwfUQ+uFlbdkeIPXDq1R3Kgvi1CBpFJkCOexuWO9xlisdUKx6vcHE5hYxXHN8LVxIr+Orn9Yo5z+Xao6cHis7HbhCu71GzeBiz6IzK6QJ0rVHcsixWmn5buPxsULqV2DdDcsYzefBGVp5fRfmD1/2xl31HprcnfEdsPjE7dtf0i5HQ092lMdb49X3iz6Mkyyoet2VXyUnzEnC3W4UM8LKJ8JMFyH0L/pvlJAX5FDABAS6J20PdWb1vjKFNohFPKAvdfr7+r7cQaRfapbfIp/dsd1rc39kZG9W0Ut4Eg+vRFVAyNc/92YRuwtL69dqfU9gNjBArgHUxv/b3jm6CYQt8E4dIZ244frt0rdXD5SMKVt0qq4rPFOlw6FUeK70J9W4QMIpMgRzyVy83HT87xKjeHU29vJuEnj8tKfbFxNk645m3ANio056M6i2bHc6j9OtKRAc1dyujNF1F5euv85Df/2QjmtuUO1+5Uu9pUc+E7qrwNWLnnJbpZ+Y//1+O9Vhs5/bprCurbBx2zId+eLdZ5Z3hSjr4JwgfPjd3jwdyuOpKiJu3R8/KR4qlR3wagr3Dyk/ePentzhZ9cF336bDRNeI2NPK5v/9JFvl2vMKurlzVrn1UAOqBPX0TF0Gr85I47CtyJ5w8DMvm2WfyOUltdil05ac9LVPH+//6fxb0OGzlHUN/uYHprOqSUKnTabh17v2+C8GHt3pjj1GFePpL+nLgknr7Rm5WPFIWhvi1CBpFJkCOeyOVm5CfneJWbw6k3D5Pwkydtkww+G0+ecM3bgG1UWLUEkYYPBpHfQSIyoLlLGb35IipPb52f/D/8z/+t4w4Dd0In3970LZrrykl7XuL69v/2h99ptZHTr7umNKxYTlYzozEN9W3HDys6q5XsOkmSo7S8fCR9F+rbAAAVPn7y/rHRT06hR7dPNs72fvIu0+w2Csvrk2ufTAC6pE9fREXyNnLi/xy395PXtedgffL2oNB9uFkt59t1y5hVJcxX3qrySPoW5X+z/u3CkeKJUN8WIYPIJMgRT+Nyc/KTc7zKzeFs9JPrzbd7tizwhgmvXEe3W8P2VuuT65pD7deRjgxo7lJGb76IKqY3byOnHGnpO6rJT17bniN+ffL2YyTXtw9Hzfrky9KGXsWXsup34h4vH0lr11ifHACQwchP3j82+skp7LHcJxvnNn5yjfXt5vXJUdwGEunTF1Geoo38b//1f0850qfs8oD1ybelzc5hLW3nQJ1Vs5hvZ5tvJ4ufqUfKG2jnbOT5I2nRO3kpS+PLR3Kgvi1CBpFJkCMel1uC5uZwEmMeUTDhUFhWqF0DHRnQLEoG4jI5fEc9ccKZjtmYbxPUnD8y9Z4ZoWGEhhG8tM2xbb4cRf+bHVEPPptYY9t8NVknY+IjDT9QGRwEgdW0H5g2UN8GoL+8Ob+4uLDf2CfW+Um/e+To0dysG3e76d4YrE8fiS32AyOmsNC//cfbxzs0QAJJ9OmLqEjiJ3f8kTMf/cPPpCNF/zZB2Ne3X068V9GTUWiMnLFtvUrWCEyOmK8ma2MYD4t4NVkbNQbA0g9UB2/af1sbqG+LkEFkEuSIp3G54/5tc5zk27Q7x7Rr2G84Dc26Wbebvo3BetY2uVX/tqlsFtLlo2X/9m+v7++oNkDKkQHNXcrozRdRxfRm+bYR+seUI0X/Ns0xG33mBDXXvHQcFJLq8XFgjJyx7QyM9VF+of6GfLv8A4Xn2wAAvUT92/abeEuSt73tkaNIcyNc1O2mfWOwPrVNtu/fJqkw69++vP52iQZIIIk+fRHlyfq3HX/kucP/9D/8a8qRHq5/OzSQbuwZfnXvV5N13hluHQ3DwXGcNh+NaizihRS96gcqgyXm26TunmqHRsGTJRzFU7nceT+54xvB3Lbc4ZrMhp9EZuwQ4RD3k8dlpb7YOJUJf29/+Pg6vtn06ewnm8K6dGbVR8LxjTAcejMqNnIiv4NEZEBzlzJ680VUMb189gNTvqOOgyiNeTmK8h9nYChP4oJkbOV9OQoNY300dQYjZzwN/pWxfGlbR0O1XBnlUR1NuJgx3OrbU+9Z2q2dNGAPjs2xHeXb66Njc6xYxBOso2FYXehWf2A2OAgCR1q+DQDQStFP7rijwJ14/jCgl2/3D+J+8gjK5sbdJvz16fnZ6cezn+wT6+Liw8fXUVq7mlRvBKJDYfqRSIXptZEDoJ0+fREV4bMfmJl8R1lHI+9o4r2aeoP4mzPKpb3B5A+DePEqJ34y9QYT52gYDo6jnDz8V8Pl0cQbDIOjqZlk2ntB++RQg1d92xmk2bVCnF2rPvNyFl12odf/wPFxEATeK2H5Nqm7p9qhUvBkCEfxRC53wU/+d+7EcYeBOyGYb3O8ys3hEPeTJ22TPbFxJhP+7sw6t0/Pbet9+uHXu895SWH2kXB8IwyNYE7FRk7kd5CIDGjuUkZvvohK08tpP7DkO2rqDUbB0ShIUui0vr0+mir17fh7NU6zB8dxffvZyz8cDYOjSTnf7mTCBY3ZatswvZoT33h5cJRLF/Ltco93Md9u+oEC820AgC6iu9SppZbTQuWJVP1K9nEJyPrJI0h/Enac8OPnq8mPyoc/utl0olteWWF2n+Xs293150vdfnIAwP7h4yc3t1mfvP2y5ChQdwPdcvfLUWlDr+JLWbG65CdPnBR2lnjX/0BnIHI/MFJ3T7VDpODJEY7itV/uLN/+8PE1h4XKy2uqswbrk+ua8B/d0Qt38mKW+cnTJ9QUZuulR/m2bj85kW9aIjKgWZSMA8bFx0++zfrk2y1Ljvp2B2Oo1rezvbKT5dDUI2lqnR6MStnKmCy1jvLtxh/4bCJxvTQAgC6U+nbqJ+exUHkqVbuSfVwCun7yeLYJfxJ2mvDpC3/03B0994+VzzyJ4nZZYXKf5ctd9MHQ7ScHAOwbTn5ys9X65NstS56C+vahadg2rGEvsf4hMd8mctsSMrSfXaB47Zc7cYWxgeNVZn0JMOFQWFaoXQMdGdAsSgbiMjl8Rz1xwjEmpTLf7lLP4ZCYbwMAdIH+be1s7N+OXMRmZNXT1MhN+pOw44QX9wPTLqykUP1IRFf889dfvn89swsfiX/5Z3R0A8CcvvZvz0dhaKzd6cb+bUAQ1Le7B/VtETKITIIc8dovN/q3tYezsX9bSa40NHL3tX+7vB+Ydm0FhaWPhG2mlz7/kei4o5vINy0RGdAsSsYB4+pn//bU8yeOOwz94zb9251OOMa0GKO9vn24MRLzbQCALtC/rZ1N/dt/jrp2zbGtsZG7d/3bFfuBaReWR/1IZNf68vb+MmnkNpOPxF//6Q4d3QBwprf929F2hmG8DsXm/m1AAfRvawT1bREyiEyCHPHaL3eUbxc8zKljmeDOQ9mMZX7yd2cfPp39lNUHGFF3CVQbueOPnPko236524sS17f74idXOg+J+snTT3h6VyUtGb1N/eSzSeBOzVKLQTefDSLftERkQLMoGQeMi4+fXPkWjfcs3Mt+YF1POMbUj6G6hvk+x0jMtwEAusiSvcTDrNpWCz7VkMyj4CePV5ZmmG9XXoKCjdzxjdA/rrsoZQ6xvitlc+NuE07WT56S2shjp0P8/P5yrObbuRYD7VuFAQB2hI+f3Ey+RZM9C/e2HxggQo/L2oUYQ1H5NpHblpCh/ewCxWu/3EpxteLm9B/p7TyUzphqAz6xzk8UPx4j6i6BaiN3/JHnDtfutM1F2fv+pUn/dk/85MmE0/WTK/XtdEOdtL4dPT8OQiOYxy+pLQbd/MIS+aYlIgOaRck4WFyc/OTJt6i6Z+He9gPrasIxpmkM6tsaQX0bgB7S5Cfv3Ke6Hb3wk5cvQdmGV7c+ueMbwdy23OHanUY/Kkq2D1Lf7ouf3OSwPnlEk5+85iNB8fcUANAC+jZylbr1yQvucfVbq+6fLbAV2+6evfNDe6QdzKQpLd8mctsSMrSfXaB47Ze73k9O1KdauT45Xz956RJssT65444Cd+L5w8hanCbbh6lvkzY37jDhZP3kuf7tOj95zUeim99TIt+0RGRAsygZh4uLhY081VyzPnnJPa58a1X+s6VxwpmOqcuEKWumOaYm377yVnHfYmQiM+fLtJMxPqIeXC2ssXrwwZvZNT9w6dQeyYH6NgA9pN5PrsGnuhX98JNXXYKCDa92ffJ/cCeOOwzcSdBBfbsvfnKTzfrkDX7y4vrklH9PAQBtoG8jV9m0rcaX0reWXffPFtgKCZXnLmeymG/PF3HCPF9G+bA1u0peio+Ys8W6Mq/2H8rHLfch9G+anxRAfVuEDCKTIEe89suduMLYwPEqd3kJDlTf7g30P/P0J5yIQiIyoFmUDMRlcvgWfeKEH3TMgZze2uNiN2aTn/wmKCbPN0G4dMa244dr96o4fr5cu4vSW668VVIVny3W4dKpOFI8NerbAPSQ+v5tpdzaokH0EDXVDST92yfW+UlsL596q6E3y1ZvZsHm/u0td4FC/3abCUf/NgCACOy+YGv7t5N/hVN7DiiAAjURNuTbs8Va9Ypn5eibIHzw3GXeYX7lrZZOdYqeHomel48UT436tggZRCZBjnjtl7txP7BkV49NDaIH8jA3zljWvx35gaMWXMcfOWNO+Xar/m2tu0Chf7t7hdET9G+zkAHNomQcKC5eX7D1/du2mfwrTDbf1l53LeTb2vWIHZPm28kus+qrShU6bbeOvd83Qfiwdm/MseIwny+zVLyqJJ6+0ZuVjxSlor4NQA9p3A8sXmW0uUH0cD3DzaRtt0p9O/qXPtstiQWb+rfTbErnLlDo3+4e9G8DIAR2X7B1/dtmlm8nRi0wts28jVy7GGA21rcdP6zorI6zazVJjtLyK28VHUF9GzKYnF2geO2Xu+gnn4/C0Ajmbf3kB1oTu9WMVfjJcxuDsXDopZfAGRihMfReRU9Gztg2X45Cw1gfTZ3ByBlPvcHEGk+9Z0PvlW2+mgRHU3NsO4OR83L0f/xXRvDSto6G66P9V/Xj8guHydxqwsn6yXP17T35yXvZ0k9EBjSLknGguHh9wSrfoomfPL/pl3aFGye8+zHou6Y2pi7frlvGrCphjjLtmyBUH2oKnabiav924UjxRKhvA9BD8mbmqedPon6V9n5yTfXtaj+5ujEYF4delm8/m1jZk6k3mDhHw3Bw7AyM0EhfHTljNd82wsGxczQKjibeYBgdVG+C7Asuk9l+wsn6yVP25SfXYj8BALSH3Rds3k9um/lNv7TLIwjK2tSoWZ98GebbtssvZdXv1E8eU1G7xvrkkEHx7ALFa7/cBTOz4xtqfbuNn9zU079d7SdXNwZj4dDL17eN4GWSUSdHwsGxUt+OXj0ODCN4GY0ZeUfD//e//m+co2FwFCfhh5hwFpO5zYTT9ZMr9e09+MkPtyW7dojIgGZRMg4UV90XLM07Zcm3aOYnN/ObflFOuVHfxhj1iuTz7Wzz7WQ5NPVIeQPtje5xZXCWxpeP5KD4Ow8AeCJ165MriXdsWI2XIqtBw58F2VLqjW7bse34RjC3LXe4JrmIWu365PNRGBprd1oXYJeLUfOyO7aZcLJ+8hRnEIbG0mnnJ097JvW2ewAAdqDyC5byby5fP3kHbLWPF9DFpv3AtIH6tggZRCZBjnjtl7tufXLHHznjqedPfpcYVpvz7c5nTF1KvcFte385th13FLgTzx9Gi3uHxB4165NPPX/iuMPQP64LsMvFqNnZHRvCIe4nT78TnEEYPltY7fzkcb7dSbsHkW9aIjKgWZSMA8VV/oKlfKestD65bfLxk3dQU01Ta/o1XsljJObbAABd1K1PHtW3o+JqZFh1fCMMSaTcEfkFvevcto+Pj/f/4E4cdxi4RDcJq1ufPLoEoX9cF+Blh4tR98ZPbvJZn9wZxO61Nn7y6NfzT7rbPQAAO1D4gqXvTOHrJ+8AlLVZIDHfJnLbEjK0n12geO2XO3GFsYHjVWZ9CTDhPZhw1LeJAM3cZXQWF+V8m/636A4TfqAxG/Nt+nXgvo6RmG8DAHRR179dtx+YdsEZidToyfL6c+qBt3bdNonCJcjqA0lc6N8+xITT79/e435gAADKoH+7r6C+TRaJ+TaR25aQof3sAsVrv9x1/dt1+4GRmbFU6uevt98ur78/3n6JDdiribXTtkk0LkHuWkRxoX/7EBNOv397X/uBHU4hkYliBDRzl3GguOq+YGnm2+jfbj8G9W2yYyTm2wAAXdT1b9ftB0bnn9KC1MfbL0p9e+ttkyhdgnQXqDgu9G8fYMIZ9G/vZT8wAAB92H3Bon+7Jahvk0Vivk3ktiVkaD+7QPHaL/dGP3mdc1X/jJX85Flakmh2/JEzH8W7mpF025YvATU/eVx+6YufXOk8jP3k2iVVTrhZ7SefequhN9PsJyfyTUtEBjSLknGguHh9wSrfovz85Puql9Zt+rXtNmD068B9HSMx3wYA6GKjn/xtjXNVt/IKP3lmu83ybSP0j81u3bZPuwTk/OQRvfGTpxOe+sm166mj0k8eb8tHvlECANAedl+wfP3k+wKFa+5IzLeJ3LaEDO1nFyhe++Xe5Cf/H+ucq7r+Tc1X/3J+8uQewf1fEs2OP/Lc4dqdknXbVl0CWn7ypL2Qmd1x04RnfnLtkion3Kzxkzv+yNHtJyfyTUtEBjSLknGguHh9wSbfoiz95HuvoXgBxwAAIABJREFUb3dwLow5xBiJ+TYAQBccd/XgqFlOOPTBhAMAwFPAt2gEqtx8kZhvE7ltCRnazy5QvPbL3b5/O+2F1j5jdZobGrnJbpvU0L9d2N7s7h/1aObYXthmwun3bzsDIzRGztg2X45Cw1gfTZ3ByBlPvcHEGk+9Z0PvlW2+mgRHU1P59XQGI2dsO74RzG3LHa7d6eEUEpkoRkAzdxkHiovXFyz6t9MxqG/zHSMx3wYA6KJ9/3baC62dGs1NjdyU21xr+rftwvZmf9SqmV174cYJp9+/7QyM8NnEGk+9wcQ5GoaDY2dghEZ0MM6rlXw7/vWM8213FLgTzx8G7tRMNvIFANCE3Rcs+rcjnr5eGtCFxHybyG1LyNB+doHitV/u9v3baS+09hlr1lzZyP30NtfwMPugNvRvF7Y309V8zrG9sMWEM+jfjjPquNBthINjpb4dvXocGEbw0jaVX8+oKv5nd+K4w8CdBKhvUwKaucs4UFy8vmDRv91+DNYnJztGYr4NANBFlZk5zV2zpbBNxZJNRLMzMEJj6L2yzfkoDI1gHqclwcvMiNvkyE0Lg4OR83IUvEwKgwMjeGlbR8P1UZaoRCWIDi9BYRconX7yCF52xzYTTtZPntK0Mxz5RgkAQHvYfcHy9ZN3DOrbZJGYbxO5bQkZ2s8uULz2y10yM8d/0P82OVLeeUj7jGX5duS29SfW2Dbjit/UG0z+MEg9t/WO3CzfNsKBYsQ9GgVHE28wjF7twElY5ycvbAOmy0+elF+Y2R03fn7I+slzK/DX7QyntVGCyDctERnQLErGgeLi9QWbfoty9JOjvo0xERLzbQCALiq92UklzTardh4iojmrZvuGWt9eH02V+nadI3e0TI24g5F3NEzf9eejiXM0DI4m5Xy7q0tQsQuURj95BC+7Y4sJp+snT6nfGW6fjRIAAO2w+4Ll6yfvmDYN3uj31nVpTGn5NpHblpCh/ewCxWu/3Jv95ImXlYixvGF98jTxVizZSRTzURgaa3dajmKjEfeg+famJeL1G8s5Lp/bZsLJ+slz9e3872DW0p//GP/LP2v4SGiHiAxoFiXjQHHx+oJtWJ889y+sbp0NE052TGW+TVwz0zES820AgC42+ckzLysdY3ndmuppNvK7ojd76vkTxx2G/nE5ijZG3I7q28Ul4gkZy3nZHdtMOFk/eUrZT54tWZ//GJNabx8AsC3svmDr/OT0823ioL7d8VSX8u0rbxVGj3j72/kyDPNH1IOrhVX5roofuHRqj+RAfVuEDCKTIEe89su9yU+eeln/TMRY3rA+eZSNrN1pvjJsm+neWr5TjqKlEbfD9clpGcs5Lp/bYsLp+smV+nbRT57cUfp39/mP8V//6a77j4R2iMiAZlEyDhQXry/Y+vXJ1QY0osZy4nXXnf3nxOMiOKY6354vvFn0ZBnlw9bsKnkpPmLOFuvwIR5W8670Jct9CP2b5icFUN8GoIckrjBOcNQsJxwAAAD9Bv9sEQH18CdOXb2f/CYoJNXjmyBcOmPb8cO1e9XuXVfeKql4zxbrcOlUHCn+ENS3RcggMglyxGu/3Jv7t5PO54a9iPRqzjc8p4XukVPVAbtD/7bWcAr921NvNfzH/4j+7aeGQ5mG/u3C76DGD632WaIjA5pFyThQXLy+YJX+7ZvgWeSnTfq3Z5PAnZqE/eT0665bjUF9e+cxG/Lt2WIde8VjknL0TRA+eO6y2j1efJeafkfPy0eKp0Z9G4Aesql/O+t8btiLSKtmteE5Fv973whXE6uqA3a3/m1N4VT0bzv+6E/o35bBxv3A0LYNQD9g9wUb/bNlHS29o4X3yjbTBJt8vt0zdvCftzSo9540344e+VeVKnTabh17v2+C8GHt3pjjsntcfZedDE4HpPl24UhRGOrbImQQmQQ54rVf7o3920nn83HDXkQUNKvilfr25i50vRspbdu/7fijP6F/+8nhUKahf7vwO3ip70OrfZboyIBmUTIOFBevL9jkWlx5g2VwtAwGN2b8fXUchEaUb6B/m+mYNvk2Nc17r287fljRWR1n12qSnEuwq96F+jYAYGybuc2fN+wHVvaTk9VM30ZeDscZhKHx4L3avB9YtBhsx/CyO/aDuo8xhQ8tAGCPsP2CZbMNGGiJwPp24XjdMmZVCfOVt4qf17wrG6D0bxeOFE+E+rYIGUQmQY547Ze7/X5gZT85Vc08bOSFcJxBGD5bWC32A+v4r5mk/MLM7tgcDmVy/dtVH2MKH1rts0RHBjSLknGguHh9warXgt02YPTrrnrHSK9vz5dhvm27/FJWx0795BXvitNyrE8OALDNXK24eT+wopeVpObiNmBkbeTlcJxBGBph8HLzfmBa/prhZXfsB3UfY102cgDAgeD7BctlGzDQEjkt3FX5draNdrIcmnqkvIF2VKkuv8tWvOLJq1lCXj6SA/VtETKITIIc8dov9y5+8vHUWw29WXZLW4vm1IDd5CcnbCOvuwRVfnKdxvL0I3piXVxcXNhv7BPr/GRsO74RzG3LHa7dqd453C0csjSsT07ET05kDonIgGZRMg4UFy8/uXIt+PnJ6dddtY/ZmG8T1LzDmE37gWkD9W0AesgufvKx7fgjZ6wn3zbVgvCzhdXkJ7fJ2sjrL0GNn5yAsfzEOj8ZvzuzPk6jfNsdBe7E84cBq3ybEWT95ACA/cLLT67Czk8ONiK4vk0C1LdFyCAyCXLEa7/c2/vJ03w7s5Bp0VwwYFf5yb9QtpE3X4LSemlxFN0bywv17Q+n706si4uL879zJ447DNwJr3yb/rdE/frkVPzkROaQiAxoFiXjQHHx8pOX+rc5+cnp1121j0F9Wy+obwPQQ6JkjxccNcsJBwAAAAB6wRbcG+fHlJZvE7ltCRnazy5QvPbLnSR7X+4yx3L7Ru5i71aXmlvtB1bq346c8No7YBvCaejf1qUwepLOc/6TQGgytwqHLOjf5iUDmkXJOFBc6N/WIb7nY8ppM33N3c+PrHwbAKCLKNl7e33/9fpbnLtu08hd6N3qUnOL/cAq+rfjfJtSB2z7/m29OpN5vvv77JNQ0Qwfcnhov+jtJrxV/zbmEADu9LJ/G19NehFSpn7i/BD8wKC+LUIGkUmQI1775f71+gdz/Pnr7f3d9f1dkku3b+Qu9G51qLnNfmAV/duOb4Th6E+6O2A3hlPZv01BYTLPj8mdF0LN8C3D0a6hpUL0b7OQAc2iZBwoLvRvaxFPYcxTXN/b2sKpxY76diWobwPQQ9r7yekYy3fRTHhjsKKffD4KQyOYU/GTlxXWGct1yesr0bp0J2PbfHMerVRn/vTRPn3Hy3oKAOgtP8U3CKJNIvXrYQiq0HpnXla+TeS2JWRoP7tA8dovd2s/eYW7VYuxfCfNdDcGy1WPf/n2djz1/Ik1tpUjmv3kJYW1xnIt8nYIR7uGlgpPrIuLDx9fj9+dWR9PTj9dWO/jfFu39ZTIHBKRAc2iZCCunGaG+Ta1umubfJua5n6MkZhvAwB00cJPXt6VSrOxfHvNpDcGK/jJHd8o1bc1Z7ONBv7MWM4l5eZC+idstBPbhfXRvriw3zCzngIAesr76BvJVM04YEv2aBcH2868KS3fJnJ7DzK0n12geO2Xu+DNdnwjDIferMKbHXU+O2PNfvKt1lTf6Cen8AGgvz75xgXhIw/82p0SmdXmcLRraKmQrJ+cyBwSkQHNomQgrpxm1Lf1jSnk29r1sBsjMd8GAOii4M12fCNcTawqb3bykv6FyvfoJ9c+/yaH9ck3LQg/9fyJ4w5D/5jOrPYAsn5yAAAwxyzz7d6A+vZeJlBWvk3k9h5kaD+7QPHaL3fBm503M+e82dFOWqZuP3m7NdXb+sm1J4fs1ievXLs++tiE/jGRWW0OR7uGlgrJ+smJzCERGdAsSgbiUjSz9JPTr7u2HLODyVy7ZlJjJObbAABdJN5sTnDUzDoc+goBAAAA4aDove1cycq3idzegwztZxcoXvvlTlKpm+DZwhrbzsAIjaH3KnpiBC+jJyNnnD0xX45Cw1gfTR1/5MTraU+9Z0PvlW2+mgRH0640P6l/W/ulL4TDu3+71NL/W6rGcvrfEnX923/7gco2YETmkIgMaBYlA3HlNDP0k9Ovuz5lDOrb7cdIzLcBALqIUinraOkdLeI0+9nEGtvOYOSMp95g8ofsSPRk6g0mztEwHBzHLuJVOj6Xb4eGcSD20r9NB/792xUt/WTzbUYU+7c//Fu0bQMACMEw3+43WLp8q7kypeXbRG7vQYb2swsUr/1y/3r9gzm+8gbL4GgZDG7yZW1jfTRV6ttx/3b0Ujg4Vurb0avHgWEEL7vR/NT+be2XPh8O7/7tckv/b6k2ctP/lqjt3/5wTmQbMCJzSEQGNIuSgbgUzejfJjqmLt+mrLn7MRLzbQCALnbxZjfsBzabBO5h/eRbac72MOtk4fSnhEPWT15W2OAnT2/B/I7Yvmscyf6EnY/C0PhPDhU/OQAAmON8ffvNuf0GhW4SoL7dfpZk5dtEbu9BhvazCxSv/XJv781u3A/s8Pn2VprT7c3UfDsk9iDuJ8/Vtzf5ydMWg9/R23ctDUe7hpYKEz95vN3a93//N0T85ETmkIgMaBYlA3HlNGf59sWF9d7kYCynX3d9+hjUt9uMqcm3r7xV/LdZMLfNsW3Ol+lfa/ER9eBqYeXetXSKpy6/1DDYNlHfBqCXbO/NbtgP7DgIjez7iIDmZA+zLjYqe1o4dP3kdQor/eRqfZvUvmscSf9yje5ifP/3/x0RPzkAAOT95Odnp58+nL5jZCzvMXVbhW27f1i/qc635wtvFj1ZRvmwNbtKXoqPmLPFOnyIh41tc2xb7kPo36hPGl5qGByB+rYIGUQmQY547Zeb3VZPHDWzDoe+wm3D0a4BCvskA5pFyUBcTDVvJV7OmHK+TV/zfmMv1bdTboJ8Um2Ob4Jw6Yxtxw/X7pVy/MpbJaXv2WKdq1qXX2oYHIP6NgA9pKoXulxczTdp6+6FTjS/tz98fB23uX46+yleVsp+k5ncWMClf9sZhKHx4L3KPiRpe3xTb39pJzbt5XouRJWitxbatgEAJCn1byeeMsAD1Ldr8+3ZYh17xWOScvRNED547lJxmKuZeSFLL7/UMDgG9W0RMohMghzx2i93qRe6qm270KStNd9ONb8+PT87/Rin2XHifX4yfndmfXzNJ98udUdv6N8+VBN54yPLt58tLOUWzO+T9vim3v7STmzal1vXftFbKow+2NPTcyJt29TmkIgMaBYlA3HlNJf6t+nn2/Trrl2OQX07/Tsn/6pShU7brWPv900QPqzdG3OcOszjunf6aj7fLrzUMDgG9W0AekhlL3SpbVtt0tbfC/3r9Q/m+N2ZdW6fntvW+7SsHT35cPpv0qYyRtDv33YGYWiEwcusf1upb9f19t//pbQTm/ZyPRei/u2T049o2wYA0KOifzvbEwSQB/3bZk192/HDis7qLLtOk+QoLUd9GzK4nV2geO2Xm52fXNFc9JPzspGn4cTP35yrdw2SJ+cnurc2zVXgn7JXHA1jOf1viVx9m+TKQ0TmkIgMaBYlA3HlNJf85Nq17WXChYypTLaJa97jmLp8u24Zs6qE+cpbPXiz6L+2Oa7s3y681DA4BvVtAHoIOz95qrnsJ+eYbye8O7M+vh7bpuKKn2Y++SRArRP+1L3iiBnL6aP9ugMAQBMlPzlghOTitlm7PvkyzLdtl1/Kqt/pGuYVS47HaTnWJ4cMimcXKF775WbnJ080l/3k7znayPPFTNUV/06pb+sscubr2zvvFZd9bPQay+l/SygfCYrFbTpzSEQGNIuSgbgUzRV+cu3a9jLhQsZUbg9GXPMex1Tl29nm29EjmKtHyhto54zlYRgquXpaBi+/VD6SA/VtAHrIRj+5mfqBdUstaT5+vpr8GO9OPPRmrOvbTX5y7R1xcf92Ms87+slnk8CdmtGCOvNRMEd9ewNk/eQAAGCOWfrJQQOiKt6b9gPTBurbImQQmQQ54rVf7o1+clOpXu510evdH5HmH93RC3fyYmY7ySrZHPPt5APQ5CfPAtT6IXGy1ch38pNn+bYR+semJj85/W+JwvrkBP3kROaQiAxoFiUDceU0M/ST06+7ahwjvr5NAtS3AeghG/3kJr0+21+vfzDH0xf+6Lk7eu4fO74RhkYwZ+knT2nwk2vfYUWpbxvBfDc/+XEQGtHuGo4/8tzh2p1iofJmyPrJAQCAqZ8cNFDpMO9r0Vtivk3k9h5kaD+7QPHaL3fizWYDR83N4WjXgAknBRTykgHNomQgLqaatxKPMSp93aNbYr4NANBF1d5aF/YbtWf43dmHT2c/6ZfaqJnrfmAZVPcDM9X1yR+/fz2Lm7RrtgrfvI2c3v3AGKH9ugMAQBPo3xYA6tsdg/q2CBlEJkGOeO2Xu7S3Vtw8/BulZ5iUr7VKM+P9wNr0b+vt482tT540aSuN/ZWN3E3byOndD4z+twT6t3nJgGZRMhBXTjP6twWMQX27Y1DfBqCHVO6t9eH0nbomNql8u04z0/3AUsjuB2bm6tvlsnZdIzfR/cAYof26AwBAPejf7ifo39YL6tsiZBCZBDnitV/uKm826b/yy5o5lrXVcOLn9X5y7QrTDdiCZxNrbDsDIzSG3ivbfDkKDSN4GR1Jn4ycsfpk5Iyn3mBijafes6H3yjZfTYKjqRm99HIUvOx0QTj63xK5+jaBDwDZOSQiA5pFyUBcOc0M/eT0667ax2xMsAlq3mGMxHwbAKCLWm82YQqaWefbCU1+ct3a4gm3jkbe0cR7ZTsDI3w2seIs2jaVpPoP8UvpmDgVT56PnLGabxvh4NjML8AeGgYIDcMk7CcHAABzzNJPDjbS14J2ZZiy8m0it/cgQ/vZBYrXfrmrvNkUS2r1mj+ytpHni5nVfnLtCqMN2LzBKDgaBYPjfDU7e7I+mubL2raZq29Hz48Dwwhexi95R8P10VRtXuhswsmifCT0X33Kc0hEBjSLkoG4FM0s/eT0667ax6C+rRfUtwHoIez85GXN2vXsh8RPnm5zTedaJBP+5S5bCy23UHl+a24sVL4f6HwAAACgAoZ+cpBSt9s26tt6QX1bhAwikyBHvPbLzc5PXtasXdITwzHHtuond/yRM556/uQ9jWuRTvjb6/uv19++nlUsVJ5q/h35hcrpf0tgfXJeMqBZlAzEldPM0E9Ov+7a2ZjKvJq45j2OkZhvAwB0wc5PXtasXc9eyO98bqzdKZ1r8ev1D+b489fb+7vr+7vbL+WFylPNWKh8j5D1kwMAAFM/OUgRUsduDl9Wvk3k9h5kaD+7QPHaL3diFWYDR83N4WjXgAknBRTykgHNomQgLqaatxIvYUydb5yy5v2OkZhvAwB0gf5tKlDdD8xs0b+dr3ijfxsAAASA/m22CC9umzLzbSK3yiBD+9kFiv/Nb35jhCEAAAAAAACgG0xp+TYAQBfo3yYC2f3AzBb929ETtRMb/dsAANBr0L/dHwSWu1Hf1gZkaD+7QPHaLzc7P3lZs3ZJTwwnfk7VT65MeLOffIONnIhpnP63BBTykgHNomQgrpxmhn5y+n3FWsak+TYRPR2Mqcm3r7xVGD2CuW2ObXO+DMP8kdlinR5aLayxbY5vgvj/H7yZXfMDl07tkRyobwPQQ9jtB1bWrF3PPsj2Azuxzk/G786sj1My12LjfmCXLbYBI5JvAwAA2A8M9wMDlaC+HTNfxAnzfBnlw9bsKnkpPmLOFut8quz44dq9isfEGXiM5T6E/k3zkwKob4uQQWQS5IjXfrnZ+cnLmrVLemI40ROyfvJkwjf6yZtt5DYR0zj9bwko5CUDmkXJQFyKZpZ+cvp1Vy1jgqoHcc1PHLPJT34TFIvVN0F1vn3lrZKRs8U6l29feSu1Kr50Ko4UT436NgA9hJ2fvKxZu579QNVPbrZdn7zOTz71VkNvhvo2AAD0i6S+7fgjZz6KswjQC3pf8d6QbxczZ6UcnfnJH/LF8Jsg9ZzHqEl79Lx8pHhq1LdFyCAyCXLEa7/c7PzkZc3aJT0xHHNsU/aTpxO+s5/c8UcOGT85/W8JKOQlA5pFyUBcOc1Zvm2E/rF2YfuacIwxG/Ntspq3GpPm29Ej/6pShU7brUveb8t9SHqw61qyk5J4/DzKtwtHilJR3wagh7Dzk5c1a9ezF8j6yc2265PX+smTfJuEnxwAAMA+yPzkjj/y3OHaneqWBPZGpcO8peGcBQ31bcevyK6z/u2MKGFWkvPiGNS3IYPk2QWK1365E6swGzhqbg5HuwZMOCmgkJcMaBYlA3Ex1byVeIxpM6Y536apWaUu365bxqymo7tQslZ6uQv/m/VvF44UT4T6NgA9BP3bVOht/3a8H5j2KAAAAOwThvuBgX3Rz/p2aYHxhpccP9oPTGnbzlLoODnH+uSQQfHsAsVrv9zo39Yejjm2+92/TaRzOz/hdIFCXjKgWZQMxJXTzHA/MPp1Vy5j2hjOm83n9Orb2ebbyYbb6pFCq3aYpd/KjtxJ13daDE/GZ7l6+UgO1LcB6CEc+7fNsY3+7S7Zy35g2qMAAACwP1juBwa0QLAYvmk/MG2gvi1CBpFJkCNe++Vm5yfneJVbhUPVT658SDb7yR3fCMN0NXKKfnL6nx8o5CUDmkXJQFw5zQz95DRrxb0fw6S+TQLUtwHoIez85D2Frp/cTD4kbfzkjm+Eq4lF2E8OAABgPzD0kwMtoL7dHtS3RcggMglyxGu/3Oz85ByvcptwyPrJkw9JKz95tPWXSdhPTv/zA4W8ZECzKBmIS9HM0k9OvA7c1zE77yiG+jYAoA/0aasncCDwIQEAAADAHtFb9JaYbxO5vQcZ2s8uULz2y81uby2OV7lVOL3o3zaJdWs3TThVoJCXDGgWJQNx5TSjfxtjnjAG9e1KUN8GoIf0aW8tzvSkf9sk5h4HAABwKNC/DZ7AVsbyQ5zdlJZvE7m9Bxnazy5QvPbLXejf1j4hxGfscOH0o3/bJJ9v0//8QCEvGdAsSgbiUjSjfxtj9jOmId9GfRsA0AfY+cl7S8lPnu6tpV3bNn5yAAAAMmDoJwcEQX1bBfVtETKITIIc8dovNzs/Ocer3CKcCj/5b5K9tbQr3MpPHnJ4aL/uLT4SdCGikIgMaBYlA3HlNDP0k5Ot8Uoeg/q2CurbAPQQdn7yvlL2kxOrb7f1kwMAABAASz85IIiWRm6J+TaR23uQof3sAsVrv9zs/OQcr3KbcNJ8W7ukssLCh+TEuri4+HT2U+aB1y5yhwknCxTykgHNomQgrpxmhn5ysjVejDGrCt2obwMA+gA7P3lfSW3kBO96FD4kJ/HC6UTVAgAA6AKGfnJAGdS3TdS3hcggMglyxGu/3Oz85ByvcptwUhu5dkllhYUPScH6zqKmUZ5wskAhLxnQLEoG4lI0s/ST06/xSh5TNpajvg0A6AOJVRiAWvAhAQAAAEA3dFDolphvE7m9Bxnazy5QvPbLjf5tIuGQrRWjfxsKaSokIgOaRclAXDnN6N/GmMOMQX0bALBnjDAEAAAAAAAAdIMpLd8mcnsPMrSfXaB47Zcb/dtEwkH/dscTThYo5CUDmkXJQFyKZvRvY8yTxgSNj0PrQX0bANAd7PzkfYVy7tonPzkAAID9wNBPDujQ5WrkdWcv5dtX3iqMHsHcNse2OV+GYf7IbLFOD60W1jg/LD1S/IFLp/ZIDtS3RcggMglyxGu/3Oz2A+N4lduEQ3Y/sPKHhPV+YPQ/P1DISwY0i5KBuHKaGe4HRq3GK3lMm3y76/r2fOHNoifLKB+2ZlfJS/ERc7ZYF1Ll2WIdPsRvzGO5D6F/0/ykAOrbAPQQdn7yvkLWT26WPiSs/eQAAAD2AUs/OaBDs5O8g7ObTX7ym6CYQt8ENfm244dr96rqh1x5K7UqvnQqjhTfhfq2CBlEJkGO+Hz77vlJ52dn5yfneJXbhEM2d21an3w+CkMj/peDCfQ/P1DISwY0i5KBuHKak/o2I6jVeDGmQCHf1ta/PVus887wrByd+cmjhPwmCB88d5nznMeoSXv0vHykeGrUtwE4IIlHt+vzsvOT9xWyfnKz9CFJPqtTz59Yhz87AAAAijDMtwFxuq9vR4/8q0oVOm23Lnm/LfchDJfO+CYIH9bujTlWPOcxSUk8fh7l24UjRWGob4uQQWQS5IjPt+9qODs7PznHq9wmHLJ+8ob1yR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H46O0ONTXnhaA9+ru6p3xo8tsaZKhfD+yM/u3CHqMauenflnV0ezSLNsd8hSMzB4WyZKDZKhnYJVRzJ/GMUTDGnPx2tBUfzWWh03brtPZ7cwj9rVOMt0+7bfxQIWWdS4ln8XZpT1kq+W0NqF8PzDmrf/vz+1ieoY3c9G8DAAAAABiF0f3bs5UzW7l+WNNZHcfSa++YS2sX/lgVA/UV+W0pMjTUk+f6txvryV1/EoZTdxbvOTz8HEXg7z9qLizP5bfjenLXn9bO/mcO5Ldt0CzaHPMVjswcFMqSgWarZGCXUM2dxDNm0DFppG1Ifru0v2kas1zAnN9KIXQajVf+zfq3S3vKByK/rQH19eRO0r/dUk/u+pPwOF+m9eQff4nj7YfPhhSWp/Xk5sfbAAAAAAA2oD2znZdRmZ/8UFnQq+mhbX6+tDhEz+rJ40eZn1yGDPX15El+u62ePA1i43ryeMzn//Xwq97C8nx+O6onz1LxpkJ+2wbNos0xX+HIzEGhLBlotkoGdgnV3Ek8YwYdk9aTm5ffzhbfTiY/y+8p5aLLZeRJurv0aPJQFqtX9xQgv20LctcDAwAAAAAAk9Ge5X5uPTBtkN9WL8PQ/u10PbDSwmDaG7kz1335w+rNt05UT76ZBhtzJyonv22DZtHmmK9wZOagUJYMNFslA7uEau4knjEKxhiZ3zYC8tsaMLN/O9lTWRjMnEbuLN6ehP6dI2FhMAAAAACA0RNctPUrwLEt3jbkVpmBMszs387lt4sLg+lu5E5c993qp59WX6+c2cr1p97u9rRbGLswGPltGzSLNsd8hSMzB4WyZKDZKhnYJVRzJ/GMMXNMU7xNfhuuREM9uZPkt92bMJw8eq87lJG7/iTYrJa729Nuodl1SX47XRhM96kEAAAAAIBLIL99LYbcKjNQhvp68rR/270Jwxf7ZZcycnc3DXZzz78NNMXb1f7tdGEwYyG/bYNm0eaYr3Bk5qBQlgw0WyUDu4Rq7iSeMWaOIb8NQ6G+ntwp5LfD4FWHMvL/s5u7u9tgN9cVbydk9eTpwmDaTyUAAAAAAFxAv43cNsbbhtwqM09GUk+u9uhRvN19WvKfP3z89V8Nm5/cfMhv26BZtDnmKxyZOSiUJQPNVsnALqGaO4lnjOFjSvE2+W24ljSTrJIs3u4wLfnT09PT038m8bYx85MDAAAAAMA4IL99IYbcKjNQhvp4u5jfPn9a8jS/bdb85OZDftsGzaLNMV/hyMxBoSwZaLZKBnYJ1dxJPGMMH0N+G0Az0c0CAAAAAAAQh4KFuG2Mtw25VWaajDSxrLKRO3NCl7btb5IZ1LUUwOfFlxczM76wnPy2DZpFm2O+wpGZg0JZMtBslQzsEqq5k3jGaB+TRtTDHcvGeBtqyaJZDXFst7ZtQ+JtJz+5+ov9ciYg3gYAAAAAgIh+l9puOYRd8bYht8pMkxFFswe1cWw1u35G2/bn/5usWJblwDW5rriYmYBGbvLbNmgWbY75CkdmDgplyUCzVTKwS6jmTuIZc82YZ0vBz9yG1mxjvA215CLeNNGtcIWwlnryzTQMJ6fdwvWn7mzh+fNlPr/9t8+JZg1OKy9m9lb1nG0AAAAAABaiIDXdo0674m1DbpWZJo09F5gAACAASURBVKM46Xda1D1sHJscvaWefOH5c3d3G/p3rj8Jw0l4zMfbT08ff3E0FZYXJlf/z1+/mRXi7dDgTfubTRASNYs2x3yFIzMHhbJkoNkqGdglVHMn8Yy5ZkwUx5qjp2mMjfE21JLWk2tp5G6pJ4/DbP8uyW//z89ZPfnnDw+/Hx5+1lVYXlzM7JdPiTAAAAAAABgO8ttXQn5btYyGiDcKvBfe8da7H9IJr6bhZBK8Wrk3k9wfU3eW/RGNOb1cuDdTd7bwbubL2cJ7ceu9Xjmv58HLhTNbuTdT99U0eLVyb6bu8K5L1gP75VOak48Kyyvl8dms71przunftkGzaHPMVzgyc1AoSwaarZKBXUI1dxIvfUxfHdQXb4b7J/WSY1u8DbUU6smz6DH+2/UHDV+j4HnlRAHzbOHdzP/9ZhK+mC+jePvFfDlbeDdz9+VteHMXxeTJo1N3lo+3J+HNnTMrxNvhZDIQUbz9zcPnDw+/fnhbmFO9VB7vpBl7erwBAAAAQD6BkAyzCV6qxNtr7xh3egablTNbOZtD2vsZ75ml+x8Lic/qnsILHtzGPQXIb6uWkasnr+a3h4q306MX09pREjvNb8eHjsPsm7tcfjt69C6YTIJX0Zip9/I2//RBXffHwxfO7OcPHz9/evj8KVmxLElrP5Umcnv/8fP7meaac/LbNmgWbY75CkdmDgplyUCzVTKwS6jmTuKlj2mKt03WrH5Mfby92ccB8+YQxcPL+3Xy0KEQM/uPp0J0Xd2zcmar5e4x9Lftf5Qgvw0CSOrJAQAAAAA0oLWgm/z2WSfIaasn3wbl4HkbpPH25nDa7QsDqntmqyiVHWfF7/en8ODW7Ckfmvy2ahlpStb1J2E4dWdxE3JxBrWeVwjLnFBoeG5YGKxFj44Vwjr1b7do1nK6tWDIe370mkWbY77CkZmDQlky0GyVDOwSqrmT+F7GBEFgfo7X5jHPxNv3+9Nxv8ztyaWj197x4BYC8uqeiPye6O/qnvKhyW+rJg0I/82fhMf5cvbzh4+/vn/4/Skpkx5yhbB8w3NdG3nSFN2oR9MKYef3b7doBgAAAAC4DJLMhpPG23Xr8uay0Gm7dVr7vTmE/rYQLVf3xORS4lm8XdpTFkZ+W7WMtH87zW/HIeLHX4ZbIaxhdvRqG3k2pk5P1hStcoWwTv3bLZq1nG4tGPKeH71m0eaYr3Bk5qBQlgw0WyUDu4Rq7iS+Nhd6wWZ+jtfmMS35bdcPazqr4/7ttXeMguQ0Wq7uSSG/LYFqIbeCevKMM+rJzykjH3ge9TKN9eSbaRhOgk3OmZtpGE5Ou4UhheUAAAAAYBokq8dHU7zdNI1ZLmDOb7V70qekoXi+f7u0p3wg8tuqZVQKuVXUkydHP6eevK0kOy0jVxlvp/3blXryhefHy5vl97i729C/01tYTn7bBs2izTFf4cjMQaEsGWi2SgZ2CdXcSXxTLvT612FM1zHDUR9vbw5hsW27+aFzstnMTy6BukLuwevJS0d/rp78+TLybLI3JTTVk7v+JMlvx+KjPaF/Z0hhOQAAAACYBpN+j4+6eDtbfDtZcDu/p5SLPivezl4zi9WrewqQ31YtQ0s9ecv85MU28lI9+cI73nr3K+d+HuwWTq6eXLHrzp+fPHWm60/dOAGuoZ6c/LYNmkWbY77CkZmDQlky0GyVDOwSqrmT+NoxpXjbtDzwKMYsvBeTcDIJJ5Pg1cqZrZxX0+jfbM8s3X/rvW4dU/uCr+endHAQLNvWA9MG+W3VaKknT6ipJ0+mSa+vJ4/rxrN4O64nV8zZ85NnzowT3bFpTFQOAAAAABnktwfn1TwXQk/d2Wr5epE8FO9xZitntvBubk9JvN0wpv4FndfzUzLmufW3tUF+W7UMLfXkLfOT5/LbNfXkrj91Z3dBOIkm0E/ryRW7rsv85LEzc/ltDfXk5Ldt0CzaHPMVjswcFMqSgWarZGCXUM2dxDflt0vbcMeyfsxdkKavsz1JLP1qeno5rwwojml6QcvjbYC+SOrJAQAAAAD6h3T3gLyen17M873Ny5e34c2dM1s5s4X3YurWBOT5Mc0vmNWT39oYbxtyq8w0Ge5N3HLg3kziQohX03AyOb1cuDdTd7bwbubL2cJ7Ub3H04cTkobn3Exjl6wHpth1Sbx9F7yYL2Mf3nqvY9clzjzbq0l5vILTrQVD3vOj1yzaHPMVjswcFMqSgWarZGCXUM2dxJ8zhvz2YGMW3ou0EztpwE4D6VfT8OaumACvjGl7wZjly9sgCFzb4m2oJQ3//v1mEr6YL2cL72buvrwNb+6ioDGMQ8q4NCKdMOB68v3babn13y9aD0wxUby9fDn1Xs691ys357rlBV7Nxds9uhcAAAAAekfNr03y2wPh3tRFznEDdppirMlv1/Rvt7zg7C4IAu+1ZfG2IbfKTJMRhX+nl4s0ExsHhDd3uUxsFm/3e/TSSlqn3eKy9cAUu+6Phy+c2cK7mQYvp0ESQlfS2mk2O/NznVezdnQFp1sLhrznR69ZtDnmKxyZOSiUJQPNVsnALkGaqx3X/W69OIoxeZprwqMA+y4o3Fup9nifX2RuZbwNtbg3YTgJg1ftS1gNJqCyHpj59eRO1r8drwfm+pMwvPXuzzKnbrm1ZJ0z3W8GAAAAADgTUtDCeDUNXzTENeWHGvLb8Zjk0eYXdG+sXA/MkFtlpslwbw7ubO3d7P/euoTVMEevWQ/sX42vJ0/7t9P1wNx4DbNzzKlfbi1e52z4060FQ97zo9cs2hzzFY7MHBTKkoFmq2RglyDNtfG2+TleW8dka2VHBK/ye0o/xdN4u3ZM9GjrC76Y2zhfGtQS5bdPL9fV9cAU5Ler64GZX0/uxPntbD2w4mRvz5pTs9za0PE2AAAAAPQL+W1owcZ425BbZabJqFY+1xU8D+YEgfXkufnJ43ry9x+fnp5+//D24npydadbC4a850evWbQ55iscmTkolCUDzVbJwC4zNZ/fYm12jpcx6ggnoWNbvA21VCqf6wuehzm6yHpyJ+nfTuvJ87Xil9WTa38bAAAAAEATUewEcD42xtuG3CozTUZd5XNNwfOgR5dVT57kt7N68pIVF9STKzvdWjDkPT96zaLNMV/hyMxBoSwZaLZKBnaZqTmchP3SixMYY/IYG+NtgL5I6skBAAAAALpB47cN0L+tDdNkGNy/3di27fpTdzMdes3qFvH0bws6uj2aRZtjvsKRmYNCWTLQbJUM7BKquZN41ta2YYyN8TbUYnT/dkPbtutPQr92ZXlF0L8NAAAAAJdBftsGbIy3DblVZpoMs/u369u2XX/q7W5Pu4Uu19G/Lejo9mgWbY75CkdmDgplyUCzVTKwS6jmTuKbZjsfdLtSM2O6jrEx3oZaNFc+1xRgm7X6Vy0X1JO7/iQMp27xPoJ2QwAAAABg9JBR1+Vzu+JtQ26VmSZDS+VzcvSGAmzDVv+qir+gntz1J+FxvizWyas/3bo8pv2s2aBZtDnmKxyZOSiUJQPNVsnALqGaO4lXP4b8tvoxDfH22juG0RbPRbU5hGFxzyzd/+jdNzyr5gUPbuOeAuS3VaO38rmuANus1b9quaCe3PWnbmwy+W0AAAAAUMezJeUwhM+dary92cch9OYQxcPL+3Xy0KEQM/uPpzTerjwrfcHl7jH0t+1/lCC/bYUMQ5xwsXhx64Fxum3QLNoc8xWOzBwUypKBZqtkYJdQzZ3EaxnTEm8bq1n0mOfqybdBlr5O9ySx9OZw2u0rA6rPWnvHJON9vz+FB7dmT/nQ5LdV09a/vZmG4eS0W6js33YMbttOuWY9MPLbAAAAAKAY8ttaHN4Yb9/vT8f9Mrcnl45ee8eDWxOQV5+VHxP9Xd1TPjT5bdUymvu3F54/d3e3oX+nsn/b2LbtvPgr1gOjf1sGEjWLNsd8hSMzB4WyZKDZKhnYJVRzJ/Hkt20Yk8bb0VZ8NJeFTtut09rvzSH0t3XRcv5ZEbmUeBZvl/aUpZLfVk1L/7brT8JwEvp3Kvu3HYPbtlOuWw+M/DYAAAAAXE7vS4LBEOfIachvu35Y01kd92avvWMUJJej5bpnkd+WIEPLemCZEwTWk+f6t+N68tSK6A5FsKlzpm7N1h7dHs2izTFf4cjMQaEsGWi2SgZ2CdXcSfz1Y6JYzvwcr81jmuLtpmnMcgFzfosD5oZnpcF5vn+7tKd8IPLbqtGyHlhC53ry0IytWE+eWeH6U3e28Pz53ytl5NpPNAAAAACMA5LV5tMwP/khLLZtNz+Uy07XPCt+lPnJBcjQsh5YQ3ZdRj15kt+uqSeP8tun3aLqTO2arT26PZpFm2O+wpGZg0JZMtBslQzsEqq5k/he8tsqN2V2jWlMXbydLaMdbcEmv6eUi07j7eqz6h7NAvLqngLkt1WjpZ484+t3P/300+rr1V+XP0V/OF/+sHrzrTNb/XX57q9fv1t9rd9FVZrqyavO1C4VAAAAAOBiyKVf47dyftsAyG+rlqGlnjw5+rdvlz98NVs5UXQd/ZvF2z/9tPxOu6NqxTfVk1edqV1t6XRbeHR7NIs2x3yFIzMHhbJkoNkqGdglVHMn8bLGkN/ut39bO+S3VaOlnjwlTWtHf3z/5n+soiz3bPXX5bu3b378/s232l1UpX1+8rwztUsFAAAAALiYMwvOoeo3x7Z425BbZcjQfvTrxSf15GLgdNugWbQ55iscmTkolCUDzVbJwC6hmjuJH9mYNN42RI8hY2yMt6Ge5t5j15+E4bQ6iXyfNPdvm0ypf5u2bQAAAACwE/LbLW6xK9425FaZYTLaeo9dfxIe5/UT1vdz9Lb+bWOp9G+b27ZdcbiNR7dHs2hzzFc4MnNQKEsGmq2SgV1CNXcSP7IxncrLDdGsYIyN8TbU0tJ77PoDJ7db+7dNprZ/m7ZtAAAAALAc0t15P9gVbxtyq8w4GUk9ebR2dLCpWxhsuKMLrCfP9W+LqScnv22DZtHmmK9wZOagUJYMNFslA7uEau4kftxjyG9H2BhvQx1ZPbnrT93ZwvPnfy8vDDbc0UXWkztJ/7agenIAAAAAAAWQ3877wa5425BbZabJSHOzUX77tFtUFwYb7ugS68mT/LakenLy2zZoFm2O+QpHZg4KZclAs1UysEuo5k7ixz2G/HaEjfE21NM8P7mK6LFaT67dIWfQVE+uYkZ3AAAAAABjYDnuJrc4tsXbhtwqM0xG2/zkw9WTt81Prtsz54hvqif/t8FmdO/J4TYe3R7Nos0xX+HIzEGhLBlotkoGdgnV3En8yMaw/nbtGBvjbailZX7y4erJUyr15KZ3bkc01ZOT3wYAAAAAqyCz3eQWx7Z425BbZcjQfvTrxSf15GLgdNugWbQ55iscmTkolCUDzVbJwC6hmjuJH+uYc+Jt0zST34bhKfRvq2rbThlX/7ax86UBAAAAAAwK+e2qN+yKtw25VWaYjHz/trJlwEbbv23semDkt23QLNoc8xWOzBwUypKBZqtkYJdQzZ3Ej3VMdeK0ls0QzeS3YXDqpiVXl6EdWf82+W0AAAAAgHZsyITbGG8bcqvMOBk66smzowusJ8/1b5frybVre97h9h3dHs2izTFf4cjMQaEsGWi2SgZ2CdXcSTxjLM5vr71jGG3BZuXMVs7mEIbFPbN0/6N3X3rWoTIxc/WhlsErh/y2cvTUkyeIrCd3kv7taj35N7NVaPCm3W8AAAAAAPbmtzf7OITeHKJ4eHm/Th46FGJm//GUxNvL3WPob/N/pFQfahkcQX5btQwt9eTp0SXWkyf57Zp6cu3annW4hUe3R7Noc8xXODJzUChLBpqtkoFdQjV3Es+YTp3etb3fZtqV57l68m2Qpa/TPUm8vTmcdvtkwNo7Jqnv+/2pkLWuPtQyOIb8tnKYn7w7ST35d6vvf/hqJkw8AAAAAIBQpOTGn4m37/en436Z25NLR6+948HNAvJ8ZF6K0qsPtQyOIb+tWAbzk18iPoq3v3rz7u2bH95+KUA8+W0bNIs2x3yFIzMHhbJkoNkqGdglVHMn8Yy5Zoy4/HZdX2cuC522W6e135tD6G+dQrydpqmr8XbpoZbBMeS3VcP85Bfwx8MXzuzbt8t3qzfvVsvvZIkHAAAAABDKlbXo5xSr96XTachvu35Y01kd92+vvWMprU1+GxnSjn69+KSeXAycbhs0izbHfIUjMweFsmSg2SoZ2CVUcyfxjDF2TG283W//dtM0ZrmAOb89evdpBF7bv116qGVwDPlt5VT6t1UeXWjnM/3bAAAAAAAjY/D89uYQFtu2mx/KstN1U47HjzI/ufkyavq3VTrB/M7nWvH0bws6uj2aRZtjvsKRmYNCWTLQbJUM7BKquZN4xhg7ZuD8drb4drQFm/yeUi46Xw2eDMsC8m1+9vLiQ9U9Bchvq6bav63y6EI7n+nfBgAAAAAYGWr6t/VCflu5DB315Ln8trxK7Fz/tph6cvLbNmgWbY75CkdmDgplyUCzVTKwS6jmTuIZo3HMBfOl9du/rR3y24rRU0+eYn4ldi3i6skBAAAAAKDHDPY5B7Ir3jbkVplpMrTUk5fy27IqsZP8tqR6cvLbNmgWbY75CkdmDgplyUCzVTKwS6jmTuIZo3HMQIuEkd8G6BNx64EBAAAAAMAFXJYStzHeNuRWmXEy6N/uLj6Jt+/+dJz/i249nRxu4dHt0SzaHPMVjswcFMqSgWarZGCXUM2dxDNG1hjy23AN9G9fQhRv/8tu+ufd/M/3+vUAAAAAAMAQXFZhbmO8bcitMtNk0L99gfg/Hr5wZos/+9M/7aZ/8u+0Szrf4RYe3R7Nos0xX+HIzEGhLBlotkoGdgnV3Ek8Y6SPqcbb5LehGR315CkS68mdrH87Xg9Mux4AAAAAAFCD7Pz25H8DAAAAAAAACMbQeFu7AtvQUk+eIrGe3Inz29l6YNr1AAAAAACAGmTnt4d7aUNaQYyTkdSTazm6xHpyQ86gIM14TDvmm2O+wpGZg0JZMtBslQzsEqq5k3jGCB3TMl8a/dvQRDY/uTNbhWo3R+z85AAAAAAAYBWdFuK2Md425FaZaTLSenItR5dYT27IGRSkGY9px3xzzFc4MnNQKEsGmq2SgV1CNXcSzxihY1ribfLbAAAAAAAAAN3otOx2/lmObfG2IbfKjJPx9Tv1HdSGOMEe8eS3bdAs2hzzFY7MHBTKkoFmq2Rgl1DNncQzRtaYc8Js8tvQBL3TAAAAAAAA9QTNW/uzHNvibUNulZkj44+HLxxNM4Qb4gR7xJPftkGzaHPMVzgyc1AoSwaarZKBXUI1dxLPmHGMycfb5Lehhly8/ePbL/UUlgMAAAAAAIjjovz22jvGSzUFm5UzWzmbQ7p4U+Oe2TaIdzx696uGFzy4jXsKkN9WJyOLt7//4Su1heWGOMEe8eS3bdAs2hzzFY7MHBTKkoFmq2Rgl1DNncQzZhxjLslvb/ZxwLw5RPHw8n6dPNS4x/XD024d7znul7kXXO4eQ3/b/kcJ8tvqKNWTayksBwAAAAAAEEd7I/dz9eTboJys3gbljHS0Z+0dk5H3+1Mh3l57xyQHfr8/xYNLe8qHtiW//f7j06e/rb55+P3w8HPtsHAy7K2HYv+26npyQ86FPeLJb9ugWbQ55iscmTkolCUDzVbJwC6hmjuJZ8zIxgRB0Ll/uxw516Sjsz1xonsbZBXmEfmgPfq7uqd8aFvy2+8fPn96+PXDx98/PfwcnYnCNpmEk0l5Z9+bxnpyAAAAAACAEdCe34624qO5LHTabp0F28176hPg6d9RvF3aUxZmTX774df3D79/evj1UyW/HQfbSvPbquvJDTkX9ognv22DZtHmmK9wZOagUJYMNFslA7uEau4knjEjG9M1v+36YU1nddKtXdmTC87LY8hvdycNtoeOt52kfxsAAAAAAADO5JyFuJvi7aZpzBo6uksp61wvd+nfrH+7tKd8IFvy285s5bz99dPDz9VGbsX5bWf23er7H75S28htyLmwRzz5bRs0izbHfIUjMweFsmSg2SoZ2CVUcyfxjJE+phpgnz0/eXmC8baH4j25tu0shI6Dc+YnbyWKt4uN3BEq89tfvXn39s0Pb7+kkRsAAAAAAOAZ2lfezo8pxtvZ4tvRFmzye6JAuronCrPTp0QvlSbDk/FZrF7dU8Ce/PYvn56ePv2tsZFbVX7727fLd6s371bL71Q2chtyLuwRT37bBs2izTFf4cjMQaEsGWi2SgZ2CdXcSTxjpIyp1o03FZB3np9cH/blt59bGGw4GuvJN9MwnBTnmgcAAAAAALCIc/LY7c+1K9425FZZuX+7rp5cjYyGevKF58/rmwpGdy7sEU9+2wbNos0xX+HIzEGhLBlotkoGdgnV3Ek8Y6SMiWLma3q87Yq3DeOZenIFNNWTu/6E/DYAAAAAANgM+e1uGHKr7Nn5yZXJKNWTu/4kDG+9e+YnH6F48ts2aBZtjvkKR2YOCmXJQLNVMrBLqOZO4hmjfkxLJ3b7drEeG+Nt49BaT+5U5id3/Ul4nC+ZnxwAAAAAAEbENZnqa45oV7xtyK2yM+cnVyCjVE+elpEzP/n4xJPftkGzaHPMVzgyc1AoSwaarZKBXUI1dxLPGPVjmuLt4fTYGG9DiaSeHAAAAAAAQDUXl3lfVhmu2DTHtnjbkFtlxvZvZ+uBqXSCQCSKJ79tg2bR5pivcGTmoFCWDDRbJQO7hGruJJ4xKbVhsOGazxxjY7xtHIb1byfrgel2CwAAAAAAWID6tLNi04i3NWLuemC6PQMAAAAAAONEZQ25xi0y1sR4O2RjY2NjY2NjY2NjY2Njk79pD7DL8fagr26gwRrBG7gOj9kDpwCHiwMf4jpcZzOcC4CBIN5WB97AdXjMHjgFOFwc+BDX4Tqb4VwADATxtjrwBq7DY/bAKcDh4sCHuA7X2QznAmAgiLfVgTdwHR6zB04BDhcHPsR1uM5mOBcAXZn8x+QsBhXBRxdv4Do8ZiecAhwuDnyI63CdzXAuALpCvG0ceAPX4TF74BTgcHHgQ1yH62yGcwHQFQPj7bV3jGdpDzYNT9kcwvDRu8//+9xTqs+635/Spx33y/LI0gumqg5u+ZW3QRiG/rZ0uOXusXA4Zd5osWt4b7h+Xuc2KJ2mipdMeiNtgzC/NZ+7Qd9IyXbarQf11UUeqxtQ8obaN1tpU+M0s06B1m+/hlNQ/OAbxnUON+Nbor/LTQ8+POcdqPVbQuMl6VrXmfDbpvDRVuqrK1yn+XM6jmtTT+cifzpavwS4SMGoKcbVf/nwz/gN+dt/6Yq3N/v4M7A51F0A1t4xDP1D/qOyvE++yOqfUv8s535/qh9c84LL3WN0YU7/yLENwsfTsfTRjb5fro63u3ujxS4V3sj/grnfn3KXmeXucehLzrWuy1tRf6ti8DeS4gtAF49VB7T6UIXHtPnNmFOg/duv9hQYfUaudHjuIW3fEj1ebq734XPvQN3fElovSde5Tvun26wPcifXZej5nJroQF3nwvXjD91y92jMuRjtqQFjKQTV//Xhw+/RH7+F4W8/6q4nb/k8ND20Ddq+ebcd49L0BdfeMbmLVvOsbRA+Bn7xyr05PPcLYzBvnGXXYN6435+S79Pl7jHY7U/xd9/aK/9G7J++3kjp5UGp67TH2x2U5AecI3sgj2nzm2GnIO8xE06B0WekL4dr/Jbo8XLTtw+bbNT3LaH1ktSH684ZMJ5LUu+u0/Q5NdGBms5Ffme7Q7hIwZhpKCD/8bfwH3HsrS3ezl0mK9R/VJrvbNU9KytWSXZW7oMmL9geXUR78t8p0YU8NzJXGNNWFdaLN6p2KfVG+iMmdULklpx/smOdc19A/Rup4y/vnt9I5T2B/9i7o67wWHXAZb+ke/FY7f6u9wI008cpyHvMmFOwiQ9hWiFlTw7X+y3R2+WmRx+2vgM1fkvovCT14bpzBoznktS363R9Tmv3C7s29XQuSl9WLV9KXKRgzNTH279/+Mc/P/xFa367y8cy7dx4pherOUqPvg6yD3PpBdvvz8V7sj6x+JdZOnIbhPl7b898yV7tjYpdSr2R+mEbHPfL2cr1H737fFFf7imbQ79fc/24rrH8TMEbKdvSZtFBrwTdPVYd0P2XdH9vtrr9wn7TXH0K9H77NZ2CpOPu2WpPeQ5fOTO93xJ9Xm768OE570Cd3xIaL0lXu077bxvVl6T+XBefUE2f09r9wq5NPZ2LtXdM3jObQ9h2E5CLFIyZunj7Lx/+qbF/e7ZyohkOij1XYRiGz36invnYnPk5rL7gefeAkwRIdnVP9+dUFadvGdIbz3yhD+SN5HdM8msm6pHLOuXyc2A8/zNCwxvpufKz4d9I555BLR4rDjhX5GBvtpr9wn7T9HEK8h7jFKhwuP5viZ4uN335MKe/00VKgcd0XpL6cF1xgJY32zkvODwXuE7f57R2v9FfjAOei/Rff9/axMG5gDFTjbd//O8w/O8fda4H9mxtlboIM34o1+jV1uO09o6P3iYtO+wn3pbmjfiHoLt7zHIs+S/Zc9vLL6EP1w3zu7DbG6mTGKUeu3ROncHebDUvIuw62scpOMdYTkGPDjfhW6Kfy00vPjzbNC0e03lJ6sN15wwYzyWpV9dxbTLnXLQ7inMB46cUV//l//2jJthWOz/5s/U/q7b8dttz65/l+rmqkuqqA8f98vw5PDeHMKu2Svdvg/DZuRz690Zml1JvrJJSn/x3WSnRMVRB2vWua54/U+0bqfVA2jxWP+Dy3zR9vNmqL54r/T1nFSLd9HEKznmuylNg9E+Z6x1uyrdEH5ebHnx4ljP1fktouyT14bpzBoznktSj67R+TmtfXNi1qcdzkZrfYe66Yc+F0RcpGCXF+cl/C0tt28rj7Wyx02ir3JsvDjjul4U9Tb8tWp+VfoDjj27tCyY7n4k31t6xJ1QzugAAAM5JREFUroLu3DnMevVG4xffoN5YOZXrXLkaM1+/N1Q9+QWuW51xPVD2Rmra0zOXeywMg02tD1W/2Wq8lC7OqXbSZt2nQMu3X+0pMPqnzHUOX5n0LdHD5aZXH9a+A434ltB1SerPddp/2zTtUUcX1610f04b3CXq2tTTuYhub4Vh210tLlIwfmoX3462Qgv3oCLC+tIUS8EbuA6P2QOnAIeLAx/iOlxnM5wLgK40rAemsZ7cevAGrsNj9sApwOHiwIe4DtfZDOcCoCtnxtv/H6twvJvibpc5AAAAAElFTkSuQmCCAA==
Warum sollte es wegen dem Hexensabbat noch so tief nach unten gehen? Könnte doch auch sein, dass die lieber höher abrechnen? Vielleicht bin ich da zu optimistisch, aber ich sehe einige Hinweise, dass es doch bald etwas nach oben gehen sollte.
@habi
HGW
Wenn ich mir Mühe gebe kann ich die down BW als A zählen.
Wir werden sehen.
Da sind viele grosse Positionen offen, die ersten grösseren Shortpositionen sind im DAX bei 11600.
Wenn ich mich weit aus dem Fenster lehne, würde ich sogar die Möglichkeit eines schwarzen Freitags in der C heute nicht ausschliessen.
Auch wenn die Sonne scheint und es gut begonnen hat.
@nixx
Willkommen im Club der Profiler :ok: Hoffe, dass wir noch mehr sehen werden.
@plenaspei
HGW = ?
Das war eigentlich auch meine Idee, deshalb auch der Gedanke, dass die B mindestens 61.8% zurück korrigiert. Diese Marke ist mittlerweile noch weiter nach unten gekommen, weil es gestern nochmals ein neues Tief gab. Ich warte mal den heutigen Tag ab. Ging wieder recht schnell nach unten und hat so auf der Oberseite ein Reversal verursacht. Mal sehen, wie es am Schluss aussieht.
Willkommen im Club der Profiler :ok: Hoffe, dass wir noch mehr sehen werden.
@plenaspei
HGW = ?
Wenn ich mir Mühe gebe kann ich die down BW als A zählen
Das war eigentlich auch meine Idee, deshalb auch der Gedanke, dass die B mindestens 61.8% zurück korrigiert. Diese Marke ist mittlerweile noch weiter nach unten gekommen, weil es gestern nochmals ein neues Tief gab. Ich warte mal den heutigen Tag ab. Ging wieder recht schnell nach unten und hat so auf der Oberseite ein Reversal verursacht. Mal sehen, wie es am Schluss aussieht.
@plenaspeiFür deine guten Prognosen in den letzten Tagen.
HGW = ?
Es wäre schön wenn er endlich ausbricht.
Danke, aber ich weiss nicht, was die Abkürzung HGW bedeutet.
Im Moment steht im Moment die Bewegung ab dem Do Tief bis zum Fr Hoch im Vordergrund. Diese korrespondieren mit dem Wochentief und -hoch. Die BW ist dynamisch nach oben. So lange das Tief vom Do nicht unterboten wird, sehe ich weiteres Aufwärtspotential.
Das Profil vom Freitag ist ausgeglichen mit dem Hauptvolumen in der Mitte, da ist auch der Close. Somit warte ich ab, in welche Richtung die nächste Bewegung kommt. Vielleicht gibt da schon die overnight Session etwas mehr Aufschluss.
Gute Nacht und allen eine schöne Woche
Im Moment steht im Moment die Bewegung ab dem Do Tief bis zum Fr Hoch im Vordergrund. Diese korrespondieren mit dem Wochentief und -hoch. Die BW ist dynamisch nach oben. So lange das Tief vom Do nicht unterboten wird, sehe ich weiteres Aufwärtspotential.
Das Profil vom Freitag ist ausgeglichen mit dem Hauptvolumen in der Mitte, da ist auch der Close. Somit warte ich ab, in welche Richtung die nächste Bewegung kommt. Vielleicht gibt da schon die overnight Session etwas mehr Aufschluss.
Gute Nacht und allen eine schöne Woche
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Für deine guten Prognosen in den letzten Tagen
:danke: Man muss aber immer bereit sein umzudenken, wenn es anders läuft als angedacht.
In den USA ist jetzt Sommerzeit und es sind für zwei Wochen nur 5 Stunden Unterschied zu US east. Deshalb schliessen die Märkte bereits um 21 Uhr.
Am Mittwoch ist noch FOMC Statement, das ist dann auch bereits um 19 Uhr statt wie gewohnt um 20 Uhr.
Gegenüber Freitag hat sich nicht viel verändert. Inside Day mit sehr kleiner Range. Wir bewegten uns innerhalb der VA vom Freitag, VPOC auf gleicher Höhe wie am Freitag. Kommt hinzu, dass der VPOC vom grösseren Profil auch genau dort liegt.
Wir haben nach wie vor das grosse Reversal unten vom Do, am Freitag ein etwas kleineres, nachdem es oben auch recht stark gedreht hat. Deshalb ist für mich ein Ausbruch nach oben leicht favorisiert, das kann aber am Mittwoch schnell ändern.
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Man muss aber immer bereit sein umzudenken, wenn es anders läuft als angedacht.
Deshalb ist für mich ein Ausbruch nach oben leicht favorisiert, das kann aber am Mittwoch schnell ändern.
Kaum habe ich es geschrieben, ist es bereits eingetreten. Schon heute wurde Farbe bekennt. Gleich in der overnight Session ging es nach unten, so dass zur Haupt-Eröffnung ein GAP nach unten geöffnet wurde. Wir fielen auch unter Value von Fr und Mo und unter (siehe rote Linie) Mal darunter kam man nicht mehr darüber. Im Bereich darüber kann man möglicherweise wieder nach einem Short Ausschau halten. Momentan befinden wir uns immer noch im Bereich des Anstiegs Do-Fr, habe diese im hellblauen Profil zusammengefasst.
Unten wurde der grüne Bereich etwas dünner, weil das heutige Tief den unteren Reject-Bereich verkleinert hat.
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