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325iX ABS deaktiviert sich immer


baucheiTom
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Hallo!!

 

Hab ein Problem mit meinem ABS beim 325iX Bj 1986.

 

Es ging immer nach den ersten Metern aus. Hab dann den Fehler gesucht und gefunden: links vorne war ein Sensor kaputt. Den hab ich gewechselt und wieder alle durchgemessen.

Auf allen 4 hab ich ca 1kOhm und ein paar mV bei drehenden Rädern.

Bei der ersten Probefahrt hat es ca.50m weit ganz normal funktioniert aber dann schaltete es sich wieder ab. Zündung aus und wieder gestartet, doch das ABS schaltet sich so wie vorher gleich beim Wegfahren aus...

 

 

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mir ist gerade aufgefallen, dass die Lampe immer 10-20 Sekunden nach dem Starten aufleuchtet. Und zwar egal ob sich die Räder drehen oder nicht..

 

und wenn ich gleich wegfahre, funktioniert das ABS auch ganz normal..aber eben nur in den ersten 10-20 Sekunden

 

 

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Hallo,

 

genau so war das bei meinem E36. Dort war ein Sensor defekt. Nach 20m kam immer die Lampe. Erst ging zwar noch das ABS, später dann auch nicht mehr. Es hatte abgeschaltet. Vielleicht ist bei Dir noch ein Sensor defekt oder ein Kabel oder eine Steckverbindung. Ich bin dann zu einer freien Werksatt gefahren. Die hatten so einen laptopähnlichen Bosch-Tester und kamen damit in den Fehlerspeicher des ABS-Steuergerätes rein. Laut E36-Forum sollen das nur wenige oder BMW können, stimmst so aber nicht. Dafür hab ich dann 13,50 Euro bezahlt und noch eine Tachenlampe geschenkt bekommen. Somit wußte ich gleich welcher Sensor es war und mußte nicht erst alle bei der Kälte und Schnee ausbauen.

Das müsste so aber auch am E30 funktionieren und würde Dir viel Sucherei ersparen.

Tschüß,

 

Bernd

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Das wird schwierig werden, denn der E30 ist nicht so wirklich Diagnosefaehig. Der E36 schon. Die meisten Diagnose Geraete heute sind nciht mehr kompatibel zu dem alten E30 System, auch BMW selbst.

 

Ich tippe auf einen Massefehler, vllt Kabel irgendwo durchgescheuert. Am besten vom ABS-Steuergeraet Stecker alle Sensor Leitungen durchmessen, dann kommst du schon mal ein Stueck naeher.

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  • 2 Wochen später...

Hallo,

 

habe seit einiger Zeit auch das Problem mit dem ABS beim 327ix.

Seit meinen Motorumbau leuchtet das ABS. Habe dann einmal ein anderes STG eingebaut, leider ohne Verbesserung.

Ich muss gestehen, dass ich elektronisch wirklich eine Niete bin.:klatsch: Habe ein Multimeter und habe bei allen Sensoren den Widerstand gemessen und der ist überall gleich. Bei der Spannungsmessung wirds schon kritischer bei mir. Habe aber trotzdem überall so ziemlich die gleichen mV gemessen nur der links vorne hat irgendwie komisch herumgezickt. Habe dann einen anderen gebrauchten eingebaut und gemessen und alle Werte waren dann so ziemlich gleich.

 

Zu den Symptomen:

 

Es kann sein, dass das Abs auf einer Fahrt von ~200km nicht aufleuchtet oder es leuchtet gleich nach dem Start oder es leuchtet erst nach ein paar Km, wie es ihm so passt.

 

Seit neuesten schaltet es nicht ab und es ist wirklich gefährlich wenn ich auf eine Ampel zufahre, weil es regelt sich dumm und dämlich und es lässt mich fast nicht bremsen!:wall:

 

Kann mir bitte einer helfen wie ich vom STG aus messe, wie gesagt ich bin da nicht so begabt mit dem Multimeter.

Wo könnte der Fehler liegen? Habe beim Motorumbau auch den ABS-Block vom 89er BJ in meinen 87er BJ eingebaut. Funktionierte im 89er immer tadellos und alle Komponenten sind gleich. Will jetzt nicht den ABS Block wechseln wenn es nicht sein muss. ;-)

Danke schonmal für eure Hilfe.

 

MfG

 

JPM

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Danke erstmal für deine Antwort. Habe die Suchfunktion benutzt, daher habe ich mein Problem auch an dieses angehängt und ich habe nichts anderes gefunden. :roll:

Benötige nicht nur den Schaltplan sondern auch die Vorgehensweise beim messen. ;-)

MfG

JPM

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Ich habe das Thema gerade zufällig selbst wiedergefunden:

 

http://e30-talk.com/1295375-post14.html

 

Sensor LV Klemme 4+6 Kabel rot

Sensor RV Klemme 21+11 Kabel gelb

Sensor LH Klemme 8+9 Kabel grün

Sensor RH Klemme 24+26 Kabel weiss

 

Widerstandsmessung zwischen den beiden Leitungen jedes Sensors durchführen...

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Beim iX ist die Belegung anders:

 

Sensor LV Klemme 4+22 (bei mir 1025 ohm)

Sensor RV Klemme 21+11 (973 ohm)

Sensor LH Klemme 8+9 (997 ohm)

Sensor RH Klemme 24+26 (1041 ohm)

 

sind diese kleinen Unterschiede vielleicht schuld, dass sich das ABS immer nach 10 Sekunden ohne drehende Räder abschaltet?

 

 

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Beim iX ist die Belegung anders:

 

Sensor LV Klemme 4+22 (bei mir 1025 ohm)

Sensor RV Klemme 21+11 (973 ohm)

Sensor LH Klemme 8+9 (997 ohm)

Sensor RH Klemme 24+26 (1041 ohm)

 

Da hast du recht, der iX ist leicht abweichend, wieder etwas gelernt. Die Unterschiede bei deinen Sensoren sollte man imo vernachlässigen können.

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neuer Verdacht: Beim "Pumpe ON" Signal kommen nur 0,4V an. Beim Pumpenrelai sind es aber 12V. Werde morgen mal einen anderen ABS Block probieren...

Unbenannt.jpg

 

 

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Hallo, nach langem Mitlesen in diesem Forum kann ich mich hier mal einbringen, nach eigener leidvoller Erfahrung mit dem iX-ABS.

 

Es ist schon was besonderes, das iX-ABS. Es hat nämlich einen zusätzlichen Sensor. Der wird bei der Fehlersuche gerne mal übersehen.

 

Und zwar ist es ein Beschleunigungssensor, der feststellen soll wie stark das Auto bremst (also eigentlich ein Verzögerungssensor). Der sitzt - wenn ich mich an meinen früheren iX (VFL-Modell) richtig erinnere - vorne links auf dem Federbeindom. Ein kleines schwarzes Kästchen, maximal halb so groß wie eine Zigarettenschachtel.

 

Bei mir war es so, dass ein Marder das Kabel angebissen hatte (war kaum sichtbar). Das sorgte dafür, dass das ABS einige Zeit nach dem Losfahren die Warnlampe anknipste und sich selbst abschaltete. Bis zum Aufleuchten hat es aber einwandfrei gearbeitet.

 

Also, vielleicht auch mal diesen Sensor und dessen Verkabelung checken. Ich versuch mal einen Ausschnitt aus dem Schaltplan zu verlinken:

 

Für den Fall das Verlinken nicht klappt: der Sensor sitzt zwischen Pin 1 (Zündungsplus) und 16.

 

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vQh6QvPW+iT9mvzgMAAAA+Jvqi+1SdAD6JPWUL0Q9J33jeNAe1wyQAAADgq6Ivuk/VCeCT2FO2EPqK9I3njTKiz08CAAAAPiz6rvtIkQC+ij1lC9EPSR943jSH8+3hAwAA4PP8N1jebwFMxZ6yhY5vSe993ijD+erYAQAAsI/mSyyvuADmYU/ZQvRD0nsfNuKIPjl2AAAAbCX60vtUnQA+iT1lC6EPSa9+3ihj+diQAQAAsKfoe+9TdQL4JPaUXXz+c5I+kM8MGQAAADtrvtDyrgtgHvaUXUS/Jb3reRMayAfGCwAAADRfa3ndBTAPe8ouQh+SXve80Ufx9pECAAAA/+BzEoAHsadsoeNb0lueN6FRvHqkAAAAwFnz5ZaXXgDzsKfsQv+K9KLnTXQULx0mAAAAUGq+APPeC2Ae9pRd6F+RXvS8CQ3hpWMEAAAAqqLvwE/VCeCT2FN2Ef2WtP7zJlr/6wYIAAAAOJQ3Yd5+AUzCnrKL6LeklZ83HfW/aHQAAACAQnkT5gUYwCTsKbvQvyIt/rzpK/4VQwMAAAB0yvsw78AAJmFP2YX+FWnl501f8euPCwAAAIhS3od5DQYwCXvKFvSvMCs/b/oqX3xQAAAAQB/llZg3YQCTsKdsQf8Qs/Lzpq/ylUcEAAAAdFNeiXkZBjAJe8oWykdL9KPMs5Rqy7KXHQ4AAAAwTnkx5n0YwCTsKVvwnyvN7zLPUkota15zLAAAAEAW5d2YV2IAk7CnbMF/rjQ/zTxIqbOsecGBAAAAALn6XpUBIAV7yhaUby4LPm+iD8ij9qXs6UEAAAAAU3S8KgNAFvaULVQfJIs/b6JPxwWHAAAAAMzDuzGAB7GnbMF6kKz8vIk+HVerHwAAAJiK12MAD2JP2YL1IFn2eRN9NC5VPAAAAHAD3pABPIg9ZRfVB8maz5voc3Gp4gEAAIB78IYM4EHsKbuwniWrPW+iD8V1KgcAAADuxEsygAexp+zCepYs9byJPhFXqBkAAAB4BK/KAB7EnrIL61myzvMm+jhcoWYAAADgKbwnA3gQ28ourMfJIo+c8HejpwsGAAAAnsWrMoAHsa3swnqcLPLICX864gEJAACAvfG2DOBBbCu7cB4nzz5yej4d8XQEAADA3nhhBvAstpVdOE+UBx850acgj0YAAADgj89JAJ7GtrIL/4nyyCMn/N2I5yIAAADw9/fH5yQAT2Nb2YX/ULn/kRN9/vFQBAAAAH54cwbwLLaVXTQfKnc+csLfjXgiAgAAACe8PAN4FtvKLprPlTsfOdGHH49DAAAA4Iz3ZwDPYlvZRfO5cs8jJ/rY41kIAAAAlHiFBvAstpVdNJ8rNzxyos88HoQAAACAhbdoAA9iW9lF87ky+5ET/m7EUxAAAACw8SIN4EFsK7tQnivzHjk9n454BAIAAAA23qUBPIhtZRfKc2XSI6fn0xHPPwAAAMDG6zSAZ7Gt7EJ5tKQ/cqoJefIBAAAAg3ipBvAstpVdKE+X3EdOtZfoY48nHwAAAFDipRrAs9hWdqE8XXIfOdVUPPMAAACAcaH3al6tAaRjW9mF8nTJeuRYeXjgAQAAAClCr9a8XQNIx7ayC/EBM/7IcR5dPO0AAACAFPqrNS/YAGZgW9mF+IAZf+Q4zy0edQAAAEAW8e2ad2wAM7Ct7EJ8wIw8cvyHFs85AAAAIJH4gs1rNoAZ2FZ2IT5guh85/hOL5xwAAACQS3/H5jUbQDq2lV2EHjYdjxy/OQ85AAAAINe8d3sAaGJb2UXoYRN63jQz8HgDAAAA0k16vQcABdvKLkIPG/15ozTn8QYAAACkm/F6DwAitpVdhB42+vNGac6zDQAAAEg34/UeAERsK7sIPWzE543SlgcbAAAAMEP66z0A6NhWdhF62CjPG7EtTzUAAABghtzXewAIYVvZRehh03zkiK14pAEAAACTnN+rR97tAaAD28ouxE9I4iNHbMXzDAAAAJjk/Go98m4PAB3YVnahf0XyHzl6Kx5mAAAAwDyXt+uOd3sA6Ma2sgvxE5L/yAk14UkGAAAAzHN5wY6+2wPACLaVXehfkZxHTqgJjzEAAABgnss7dvTdHgBGsK3sIvQhqfrICcXzDAMAAADmKV+zQ+/2ADCIbWUX+lck/fNQNPjeEQMAAABfVr5mi6/rADCObWUXoQ9J+mOp+nziAQYAAABMFX1vf7BUAJ/EtvICKbu//BHp+sgJBVvx4/UDAAAA+NFfxXkhBzAD28rSEh8A4lehPn5Hg5UDAAAAKJXv2+IbOwCMY1tZWuIzIOWzkfJw4tEFAAAA3EB8G+edHMAMbCuLSn8GjH8zUp5MPLQAAACAG1gv3spLOwCMY1tZ0YxnwMgHI5+VP2MmAAAAANRZ797OSzsAZGFbWZH/4SY35yRZUwEAAACgynr95v0cwA3YVpaW+ACY+OmIZxUAAABwO+sNnFd0ADdgW1la4gNg4tcjHlQAAADA7az3cN7SAdyAbWVpiQ+AWV+PeEoBAAAAT3BexXlRBzAb28rSEh8AE78h8XwCAAAAbue8kPO6DmA2tpWlZT0AJn5G4vkEAAAAPMF5Ied1HcBsbCtLy3oATPyMxJMJAAAAeIL/Ws5LO4Cp2FaWtv7npKyRAgAAAAjxX855bwcwFdvK0vicBAAAAKCq+XLOqzuAedhTlja++8/7kMQDCQAAAHhQ8xWdt3cA87CnLG1w95/1GYlHEQAAAPC05os67/AA5mFPWdrI7j/rSxKPIgAAAGABzRd13uEBzMOesrTu3X/WZySeQwAAAMAamq/rvMYDmIc9ZWndu/+Uz0g8hwAAAIBlNF/XeY0HMA97ytL6dv8p35B4DgEAAAArUV7XeY0HMAl7yuqiu//g9yC+KAEAAACvwOckAA9iT/mUrM9AfE4CAAAAFsfnJAAPYk/5lMRvQHxRAgAAAFamvKvzAg9gEvaUT8n9+sPnJAAAAGBZfE4C8CD2lE9J//TD5yQAAABgTXxOAvAg9pRPmfHph89JAAAAwIKcz0m/13Ve4AFMwp7yNTM++vAtCQBwP+txc34YOY8kHlsAPo/PSQAexJ7yQTMeGHxOAoAQZav0Yzr2W6eJ8x8Gzv/kaAY7CY//fd9R/nnTrG0kp9IpAHyAsjeyGQKYhD3ls3hgAKi6c3M4at8sxONmTuXl2InxX7utYyVh2W953s9mhekWT6hcjpGc1q/VrgHgvZS90d9+AaDbXntKdA+14o/IP34ue/flvbZ5XO3aD1BetZ14P0kzZ/RZxbNtc59cAM6InN3AOm/FnAP8POXdbdVWxvt5/JzWplE9LsOUbLrZCQezTU04nur4b3npCdNzdhQQlZWnmX9qLwDeTtnr2EwATNK5pzj7kbJblbub85OT0N8xmwnLnM1d2DpWElr5HdHxjifsrlAJC9UmVvj339XoZHPaHvZq+bNXu1JbtUl1pNX6y3HpfZXNq+Nqzok+h83z+nibNTcn8JCnTqzQGpdzmZQJTKzt2Zw3lGfF6OfvL2+RhOOpjsnjHc8WTViuWF0oVUcZk8oG8EnN7Y5tBMA87S0muklNTZhb2/oJp5Y3ni09obhazued42YqJY9TnjwsM+fU1ULCexI6MaEVKJ7vrm0kp9hX7rUQa+tOSHmDOVcrz0oornxdNFt35bllA/iq5ibDNgJgnqHXmo49a/GEubWlJ0zMNpiqzJmbbcHZm13e+gkHs0UT/nX9gzC3wsGE6RN4rP3F4dkFE822eMLBVDPKK3MukqqaUMlZNlFEs0XLqP40XjaAr2puMilbHwBUXfcX6/WlT6O/jJy5CVcrL7e2qQkTU71ivLkX9xUJB7ORMDfhgrV15GzGPFteKFt6wtzanJzKeSVV3/ky4flP57wTI06jNUu+aLbmbDSDnXgAcHa5xK0PAKoaW0x0h2ruWUtlm53w8+Udqf/Ye9fFTV/M698doZzV4Nwhp493Rs55CcdTHXvvz5ecHcfN8vy2ek6nrZ6nzKkflwkH8zg5m/mtGizldXEmShHNZoVVGzaDu8sG8FXOLpe49QFAVXuLiW5SzW1Lie9OZbV1zjdrC53vK88y9VrkZhu8stWEIzmVVH/FC72T00kYPZ6RMzp14txGL8edCdPL03OKfTVTRfNHa7OOnZx/tbvgT7hTxDzn835fzrX4/Vn2VR6fY8qcfXmsVM2cTkwzz2cog2rOmBjzO6msfFH1vnByWjHVVs3gTy4JACOqW5zj6XoBfEp7i4luUn7CZmR0B6w2r563mvg5m3n8hNUY/ficR6nNz6nUFq25zKnkL2Mu56t1OvFWzjLPmZLnN4RmbWWr6hmrvD935ssKnVFYQ6iW4cf4OfU8TqqOPJfzzTnU+9LHK/bljNefB+c4mvMSH40pA5x4jMx8Vp7LSWXldF/oS9vumA56nsPQ12n1fncSWgH+ye4KAWzF2t8cT5cM4FMqL0bn3y5B5z8vx+eY5ntVGVPNU9Zj1dCMqdbQnJdmnmZOZx6aeZS2Ys5qvC6abUZMdHRZMx+9ytG76ZJHWeHdfXXcTdVhjsyhJXqtx1f1UzrujtBgB++U0Gq5NGzWKa4WZQ9U6mnWduduhhGDV9DSXUm5Ap2E1U6dVil1AtiEs8Xl7n4AUNX4+vNv3H9fg87n5xX3CGt0R/AfJ9E8HW2jeUb6OoSPfTPqCcWcKSszOg9Knm8buQucnEqe9DvOyuPUWc0z2Ff32P20HQEQZe0Jyp3ScReMxJxX9UhMsy8rZ0fNfvJz85LS1kllnRF7d1qllApgB80dJnEDBIBS/z+bL69TVoyV56i9kjp5rFeu7hilr2iM1a9zvlmzIjr/7xJdmVYTcWWej9NXS1Y9gzEpfVmpvrHqVjOyP78x5s5nwWBMGeCct2x113QPVtl/rIalvgLKDM2c1d79VlkFA/i25vYS3XwAIIpX3jplpJcXyu6cx+R/UE3Ko+QPHVtmjMvqep8VnqXjCoZioitnZLVEYy79hu4mK8bqYmTsgzHVvr6hY98e2erPAd15xNXSvIjiSgjlGalH0XEtzgWUOgqotvVzWr37ZWTVDOCrmnuL4ulBAHi94+/2fwj9/jyM98toX05+JU+VlWekZjFGqa0Z823KjEVnUsnz1EpQ+nLqD9XcMSfVGCt+tm/cHTNmdXA/bOaJ9jXjmWLVcOfYlbTfWKUjsmZAX41VHX1V2/o5qw3FMgZrBvBVzs7W4enRAHixwA6yyXajDNOKiba9vFxaMcqxkueRmLPZY3f6KgOc85aRtfENIyvciVH6Cq2okRhLVl+X+G8vGPzN+Q8bTv5mjJJHrDmlHivGie+op8rvVM/jp7V+1SsZKRvA9+jbUffGBQCi8D/Rj6RX0qkxzlisPFZ8M6aZ3M/TPFbaKn2918jVWTnmEj9yF/jJO/KIfX1jgT0uaxo79pCRlXDnPh89bu7PifV0X7599vAs3TN/GKK9i/yG1fPOSJvBALai70UhTw8LwFvt+HkiS/le2Iyvxih5RmKO+D+olJij9o8up4ap86PkwQzRfcOKf8tdMJinDCjPN/NYsvLgbNKTMSutcpW7L/plVTefBYlyp/0wREsS+Q2r5/uCAewmZRfSGwJA0/GX91nh3KR6cryvUD2DMSn1RFlJLudfuuNHy1ZmIzpjWSvzwRXeXY8yb1ZfM86PxLz0Fkik7AnRPSrxWTC15hkxYs1Z9lnAWSNVrqCzMquiBVgN/czWT82TzWAAW3F2M3Fn8DOwwwDoENg1XrrFRMse2UzLl8jyfPmCODXmfD6UxxrXYEy1nqy+rHFZon1B0THzWTEpK8qi5LnER9NaJ7tj4MiaeSV5yp7p5Bm5oaw9OaUeK36wZotTT6mZzcrj/1rGVH+y4pXz0coBfIO1m0W3BScPOwyAqPBnhaP2OnjY76kjeaoxSp5LjBUfymP1a/WlsOKzdvN9ngriqnP+7MuTtTIt1p1l9SXmiXY9EoMU0atc/qk0KfsauQvOYYN3U6hmS9Y+j0Hds9p9RY6a7gxKF83erfjqTyOVA/iG5rkRnhkAACAASURBVO6Rko0dBkBUzuePb7O21/IVcDzGqaG7r8t5Jc/R+kfXof0DLz1mpB7FnitctNRVHly96TF/A2P3m/g1OElG+tI7erWOkc6+C6J7r1Vkc2X2pe2OUeqZuvCOQnfzaEzZtV9JKBjAJtL3BDYZACn+/Q9fld8mfHrIylP+6eeM5hHruW3bVfra9hkwsuqUmEuYH3PDXRBdCcpdYOVRxp7S1z7EmU9J23F1brubsu44K6YsqTsPQqJPWCcmK89FawR1zeZOF2UNfrZQMIAdzNgT2GcAjPv3zf7ZOtZ35P2D6hxgxfxzPvTqWXZ6/tM5rtYTHa9ffzXe6kvp12rSrC3qdbfG1II7VsX4nZKYJ6uv2TF+E6TIWnXN5IMrs7pvWzFOzaE8D/alTGmIUs+ajpOnawHwsKOwcloA+zBfZ596Ja22zXq1tWLKJn4eccP1Y5p7d7nF+/NQDWieb3ZXzdAsyUrYnI3qT1YrK6aZR+nLL1jPk1XPiPLypfSVVd4+XrHCz+dviAnV86fN4dQYOLpnLPEuaK4WAHgj5XV6nbQANsHGMf0feNY/qI7/qja0NIPL81a82KOT2UneLN751WpSnfAybbUJfpQpcmZ4JM95FVl5qmnLFdgdU41vFuDUHO1LmVunnu5x4WzGzCt5xFX3eEwHVh0AALhNyosHr80jjr97/xv138B/UcyKKZs08+gN/fjyXxRnzk9OsJNKiQ91Ws0czeNX3iz+MvPlr9WYathIjFXDjL5mx1iyYjBIucrNhlkrwclzuXlT6mmWN1hPcxqVmnE2aYq6r+D5PFcQANZkvfNDVM5ec0oHZ/s4EcMcVquOtEp8x0BgYdZUR/AfQh13l/WTc9JK9U+Akr9ZlRLm/+Rkc/rye68e+1NdPd9su4/yOt4TY12Fcp1UYy4Lxo8R6+mOcZpYASl50KF79Yp5lFV3W8z5fMedYrVV8lRrcI6V+CjnQQMATda7qLhnzngFdbbN6nZXPW/FiOWVba3zzb6qMSOTE0rYnJnBXjryR6ci2oUfr3SqN2n2Vc3gp+2o34kJDRwlcx90rkT1uBkzkufP2NfKlafXM1JztJ4qcVlfCmsGnwOUJkptoQB9RPokONP4Cw7FOOOqxhzGpY/miSrntno+hdVXNKajrw/LGqm4wo//bhd+jJVWXOFZfYVi7uzLivkrpqgagxHd276/QqzHzQrKktavGfi86j1YvTebrIROfutYaTvCyhOtZ7CvlOul5ExvNZ4/OhXRLvz4Zr+heKWvsnmo+PJkqGBx1LB4177R8tMzrowuGuOs3Uuq5lp3ziu3VvO2cWqzOvUz68XrRV7yN2PKetLTfpu1EpSGlxXS3ddlhfgN/dWrx5RpQ/WEYpx6nD/1vhRKXzjLujrizKevOiunuKKid3T3uDr6/UVWjbR1DDaPdgFgnuadWD2OxqA043pZmXPjj+BToDmQ8YE3460koe46ilQiQ79aP/kFh0aB0r9bW+W3Cf8wuxyn5LFiLl3MGJfzZ7Mva03/BZd19Q457v2c1MysxF9+dQpQpkVpUhbZHXNkr14lJqseJ4/zpx7j9ItuyjTOWOFijFVPNE/HMHPziG2juAuiBldmldjvgrqnEUDI0/f61savV/UKKq2ivfhJOgY1Xk93fiVVOau5pfoxHcX71UZnDxeVLztmqPBPEeg6lrV+hwzeNlbDZsDg+XOAU0CZpFqh86ce4zfBPOIV/J3316qeZzCmWbPfJDfmzuW6z61hrTS/SfNkNMZa+SvcBVaMcnxJNR5jPWXEi+g0f5ZSPIBBT9/oWxu8Xsr5y6+TeukYVKhJx7wps2GlugTMKFW8XuWvyiUoY6Kzh4vwf7y9TP09MVZ50Zib6/FZa/qvtqzFYJ+T369NDxg836x8trI2P6b8c16MUs9gzCHcBc2a/SZYSvcVFFfvZeHNixFrVvqy4tPr6YjBmTVj5fnuJ0vr0fSkhBkE0PL0jb4ua3KU89bxJX7wejnX0WqV2IvYdbSLZrDYhRPcTHUJmFGqH+P8qlyaMiY6e7iovzr7a6h6bMXA4txR/kK/xFt3iNgkWpsfoIxosHir4EtOP/7PWKVl2WJDDOqYeWdl5sb4d8E69fwVN0I1xooP4S4465jqkQmccZWXWuF/9hiVsZfn+x4rftvHKcUDGFS99c73YHm+L+b8px9jFRZl1eb0dTk/eNyc5w5OBuWnwV46uu4YiB8sduEEN1NdAkK9i8F+jPOrlf8wiEOGr7I1/PtbcSWqMc6foZisvpQ8lwXUHWP1a+Upf6ouX3+hi3eI2KSs2a/NDxg836z8cdZsnI+dGbstz5G0wlP6OrfNmp+RmH10DH/qzHdcneqqiPblrDolT+guEGWtzG+s8KmzMfhkcZo/JWWuACiUG/AwnhHW3arcxWJM4jYyo3J9ZrI2OieD8lO0i44mSny0l8SSlDxlTHqpfozzq5X/ctIZgl8/qhI+JzVjyiYpMW/n3FH+jercIeVNotxUodr8gJHzSuXnVuVxR0w13srzxwq/0VHcFFNjmlc5MU80pior5q+4EULx6CZOtXJ1Zqy67r6cmGi/I8eX/MqTBQAu/E1D3Jd+fyoxTv5qAX06+vqz9/zxmKz92b9Yyk/KRIXq7LgW6b10VBUqTC9VHJdevJj/ctL/E1HehWyedK7xeB6xnstSHo9R+orWHFrxf8ayVu6Q8q7Q81sJQzF6kVYlzeKnUvrqKMmaQyXmyFiZ5Qz31eP064T19XXndcdZdCVYMYkrfCSPtfKn3k1Ozu6+rBjn/Lfpo64+VvacNAAh8zaNwWzOnmbteDP2wKw5yarNySD+1KwkWmffVQj10tFFs4lSmH9yZFx68Xr+y8nQqOEzP0U71288pmwilvslyop3Fr2Tp3l7+LeNcmtZMXqRl/N+8iNpZZYn/ZjuvvAU8Qqej0dWVHrMYD3On1XdeTr62lzHFI1cnZSVKRYZ7Ssrj5WzPF99prBoATQp+4a1LznH54d+NcbKrxRm/aRsg0rNzdo6ZO3P/tCUn5QpCtXpJ7cyhHrp6KLZRGlV/SlUqhIW+lWvUB81mirb2b+/TXj99VdGM0bp6zC2wu6+9Nsj1Jey4p1F7+fxbw//tvHbdhTvxCuVVwtI0ZHZmo30GH/mc2OcekIxg/VY/XbHiOYtsM+YMaviFRyJufMuKE921NyRFmfOFbzzyQLgM5R94/7NxN/QnIJv3gat/OX5rC3aaS7+pFzuUJHNyxFtFe1Cb9IcfjVAmbTouPwYvcLqT85w/OJhaXxOuqyweorWq7YTPxLzds4Krq5vJdjJL/7kF2aFOeejxSu9lz1a5ZXHVoyTR+mrPOnraLK55owNrhYlprla/LShhiuvkJVre6/uFaXEiHtdSszlfPex05dyfKnZfxIBQJW/aVxeNc/no8f6C0NzKwv92uxXqXl8XFlbtDhw/Se/ixnxHa06uhifKMd4qX7Y4E/+cJziYfEuZPOkNemHsa1UY8SLV81ZLotqw2ZfM2Ksei7B1eVbXd9KcF9+vzBnpJOKVwq4gTP2ZoyY50havc6ffXlGxuWXp3vw0m9OvPrOn9XzIyszlOfOmJG70m+CbuVMls8UthcACn/TGNlJ+hoq+1hiTEeFfh4rZ9b+3LxY/k/RLpQmfeMKteroYnCimgZL9WM6iq+eD1UOh/kPSOf6+TFlk2bAnhfPX77+Xdq8SZq3h3PbKLeWnl/PIyZ38vgxZRP/pFUzBjVnXmzYvRKiMf7qzc3TEdM879RclRUDhzV7ysyH4q0Ycc9Mv5ui+QfrOZ8sNbtTkvjZQn0NdhENU3rpK0lprjSxfnJahYrxiwf+8j67HPG9zrkF/DUs1pw+rhFZt6eToe+nZqnVn8T4voGESurIL/7kGyzVD+v4qXo+VDkcx5/8D4NqTHlhumOs+GiM1dfvuKPmqsGxW/VU21rHl/hLW+feUH4Sm1sTJd6f1V+VhuM6kt+2epUYp56R1RXK49QWrdlPLja5nMzq69uiVydlZc7uy0nrbFnNvkZEa8ZZ9CqfT1qiBTT5rca7iLaK1n9pFY0fH444BKdhRyVW/cDfSl8h9TJmRIbq7ItJmWqned9PzTqbefoGlVVSR37lp+4aUsKil8A6f9RYJcHhfU4qr0QzBiEjMy/m+Z1XYpy2zZzpx86NXW4H4zGzr8W2smZjZI9KWS1O1913lsKJ764hmseJxwhl5lNiZuyZTr8jx5fuuuMvNVdVk1icPP5NqncX7SIU3wwuW3U0ibZVWpW/Ot31VdK6MthXc8VarVKOrTL8eL3m6L3QrNM578dk3ZhW8+achDp1roV/sjwfHYhST9lRKL8yh0oZ3THNMGuwTitrZpx5g25o1pwFqseIF687T1Y9Sh4nPqUvqwAxj1Vn6Lz/08eMrKisPLetXqVmv4ke07FlZ9WDpqyV+eduWbl9DcYox6G+lDxijBX/bSMjLdsehmjajrahJlYXzvop45UexbE4Yc0MzlichkdN+avTSqxEnAFgkaUSKmMkODrGrPjBMqw8zkm/91B8sxc/v17S+aes/H7Xynl/WjpimhV2DFkZVLMkWML/gFTij/8+/jvKeoWsoSl5zkvcuf+r8R0xzSvo1FM9r/Tl5LGG0F2zFfOnrd4Pr+pB3TNz51UejGmuWDEmvWarBsfme3ii6GyPXJ1mjLIylXqy7oKRGsQYq+bzyZKfyk/S0Wpe8CVeyRONcbqoZuhreNSUv4bGMjJLgLMgzzHVYyVGPP7nz+od0VdzX7A/rhH+vT+YR7mCoSaz46NNmsFOSX7XyvlQTHPgSoXKqPXC9JJgqf+L/XfyaG2RgzG/40Vi7hxXd1/icm/GWHn2uZ0uw7ztLlBmviOmel68yt0xVr8deao5xfOh5HBkXZ3b7iarXyXmzpqVvuAYXHVV0QI62oaadAdf4pU80ZgyTPzJqc3/qYzpqKS7FfAPZ0Euq6NgMfgIPsWcu9IqYHCqrW1E3CWymszOH+3Cya//5DRJj/lFNgN+qZR+mz2iT/7GMVrRqo7ivacZ05H2d/J33rnbq/FWnrKJHqPkdGrujonW4MRcfmoeWza/CzqMzFjK1VFWy2CeGfXPyN9Mgg6z942RPVzJcz7ZfO4o9UT7GsmpPwuqqgO09LUNNekOvsQrSZS+/CGLP1m1NX8qYzoqcVr5PwH/aN4FyrG1/NJjxJqP0xZqne+ux69NrLn7xqzmaWbr6y6rZiX/H29rWJj3GtE8b+01Voy1T0Xz3BmTVXM1j7X1iDFWv36RO1CuTlaepVadFa/kKdM2a1Z09yW2HYl/r+77/RIzY59XYrJWeKivwXFF76as1bvPqj7rXplOwlK0pI62oSbdwR2LRGnrdOH3rv/qtCpjogn9VoBi8EZ7hHMTRfNk1XOprRrzxqkG8Gd9ThLvZCtmz12ge8bKF6apMVZ8Vl+/43OMFa/0ZeWP1qzkceKV898248XCOpmy6sQ81X6jq1e5m2bfBU68FZCS5zOyZmNkj4rmseKVY6XfrJU5+3zT8T9/8sq3MlQprXK7EAsYKcyqYbA266fLeadffSwjUwT8aZ85joE9UMnjHFv1NGsu45s1T72JojUDWMe/D+nKb9o+0txGL/tC9fipGCXe4rS9hPkxSp6OvbX7+bGU2U+vZl+JMdaqC8X82au9mkepZ7Bm50+/ftxs6h6e1ZeSJ2vPzNrDnXjlfDTPPm57worF+JqtBrvwg0eG01eP01yv3DlfhkUTisMEHMqCX03zBrRaKZnF3stjP09lZ3nDVAP4a35OOjJewj6pe9st35+6Y5pXR9zTqzHKsVVktK9z82jNf3nzjBlG7pTQCh+JyaqnI0+obWJ8Vttvs2amOWPK/vNXbJvVAGXVWTHKcSiPU08oZrAeS/f1UhwtzVaDXfjBI8Ppq8dp7gSIP1UrVKaiY5iAw1/tzi1QjTnsPbCZx8k/tWalnqhmzdyweArLr4O5d1j7SCjGildirHixnpH8zWUkLrWUOXRimgUotr1nsmZ+xsq08lhG7pRmzo56mnngGJkx5Sqn7/MdMdG9t5nnhmNL1h33DXc+mJTVEs3pd3fW0Srahd+kr55QYWU9VaHaQj9Zf+pjGZwl4I1LSLlJO3KGzlsx4qbxlqlGrnIZnBeD84CY5NHJeBPvNeLOOr5KmcbLkq02KW+ne/KM9KXER2t2+grVI8YouFPOumdjcCVkrSjlOL0eJ74a01GPhdV7NntPSLk6k/bDZr+DfY3UExWtX0/7M6lVd3DH0JS2Thd+7/qvfqvDJo5lcJYAf+39Yi7xVp5mX86f0b5CK//xu6OjZr/5L4OxhdSJXfzO9A22mlkZkVVtaIzQpVzfHXi3xGUqrRjnz1CekZjjv7uGH9/RV7doX1a/Sp6l3Flhd1/irKasTCVPtK+O1dJ9F4h3RNZ1X3+Fv4KyP/+NrfBQHidGiQ/VkxWj1NMRg7ORFSXmuegrsqN5qFV3sLW8B/tyuvB7139ttjoMiXWacwS884vkeM1Wq+O/e3I1LBpzCe6r3NoogEH6ItxZ4AtrNYaJdoRm9bxqLyu4enwU70zV5Faeaox15yi1RWOyarZiFB15uAvOlKszkifaV9ZqmXFB0++Cy/ltF+H9br46I3199fhMvKNLzVZOko4m0TpHkit5ojFOF2UG/ddmq8MwXqcyA4CymKutqjGHvb+F8lgxWTVbypsoJc+fcac38/jNgUH6CtycuU9VJ1GJ+XO3S/3Y6asaY8XPiLHGLsZUWymL2IqxWnEzRCVe5dtiyibpfVn9Tq0ZDuWKdF9BJY+4WkbyhOqZdGyJ1hnNkxW/ptmjLuPLR2fHw7GjYbS77uBLvJInGuN00ZzwkZ8OgziWvlbAj7/U1+TfL905s9pWU43UbO0SwIjuBb+h2Ock57zZwd7X4+jaQ6tLWfxVr8eKV1bCOUbsN5qnej6rZiumbNKM2cfIrM6Oaa4iMeZ8spnnhuNLSd0x0b6snMr5Pc2Y1RlXeeXjs5H5LOMPQzOtnyTaKtpFXz1iBiXMqadZakfD5nCUhn1DMKcJ2/PX3i/G+bM8qSw5ZWVaAUrNYqpmTNbt01Gz3xxP+TNWr/VrXxdOQz2ts5xCyw//Tnrlt+J6PxvzJ2zHTp7LCrun5nJlVwOUhe78Kt4e1fL04M+bsRKUVReKcY6tsax2p1iUceEsOmPR1fLIsbKinDznk1l9Wf3Ojnmv6Oi6r7KSp3x0djwr/TxONiuy2iTUhfWrOEAlzB+gn6FZW3NEzTnsqNOqxJkobM5fe7+Y+wtzKDVXW2X1fqlEbNVXttO822Ugx3/3Db0qYBPe56RrqPDC9z2XbbE7vtrW2r+qO6m/5VVblX+Wxy+KsThz28wjXqNQnn2MzFg0f/QKhu5EJSZrZY7UkNjXSJ49V/tZ9OqPzGrKCr9zD886Fvs6c85XVYMtVhI/YahJNH9HPdW24pBDv44Px8kzUqdSCfCjrK5qq+6Yw973xLXat8jFmMPYoq083TUrrQCswNwXlGMn6T3HSs1ZMVn1nM9YW2fz5OXXxC148x3cuYKXMD9mcNWl54nWP5gnWo9i85XZoXv1duSP9jVjX519fD6ZkqdMO/X8u2StzN8Z5wGqp23qaNUdrDQRhyMOOfRrR21WQLNtcyzRSoCf162Wm1e7krO8nasxr5tqAP+4PrP948Q7nJ3C2jqt/dTfasUtuMwZirFWQvdxVl/KuC5S6hd9eLVPGtqMlankyerrzrvmUnb6sWUkfk0jo1BmY3bM24+j9JyHYbxf60yza6uG8tdmtX2jSwlrZojW5gT4zftmyakc+IeybI7/7j/NGKevUJ5LgHW7KfWHzlv1iJo3OLcn8C7//vuk/vMCr8hKTPrxZS/LynMZS3XfFM+ff+3egrP262f3faX37hhnJSgxyoq6M09WX6F6rLZiTPTYygnFyN00+yqn96Ws8BtqZvWOEFes8wAFAIuybyyymVgb3YL7njWNC5YKoKnyOWnGK2/WPw/Wp1fubJrlefEhcUlV/mmVUY259O7HR/MsHnM+GV2ZzX7FvvYRndVoTLOteJWjV/bO1WvVGT0/EoOorJnPWr3R+JWPzyctZTAAnPmbhrWTXPalqTFWqT6rebVrpzu/ZiWPU7zSEMDjwveqstcoW0A0T/XY2fu6Y6z4kb6q26KzaVbPN58NVpNqzZfuquct39jio6vUOj81xlmZ1Rgr550xyric85as64Wzx+8CZY8SV12z5sHVGxpjYl9Zu83Oms9KAKhqbhrdj9HcLcja5d6y9b2iyBEd4xqch+/NIZb170oVX38vjZvno22/x5mB6r4pnu97TjhXWYmprhZx5TTzzI4ph9nMY4nGZN0F+9w1ipEr1b1CLgF3rt6Rmu88tuqxApQ8sIzsLSOrSImfEdNXZ+05KW31ADan7BsdT8NmHidG3+L0re/x/TBxf9aHrM/PJd76Sa8nGtzdxGoFJIp9Je3sQ1jNl5hqvBOTfqz01RFTDqe826vnm5uFuHEo8+ycd9KG4hdxKTtrhSuzGl3hSoyyMrP6eqQeK39HDEYos7rCVR6Jie6Nq626FWpYRN+zEgD+4p+T7udscSvsfvqMpRQpDjk6P2K2UD1KLylNqoUBif7991795wmv7GYpEz5zrMy61ZXzZVh1y/D/PKdVSq3m+R0Pxih9VWOs+ME83fVYMWWT0HmMzKoSk7UylZwjx6GaxRgrfnYeRK+g0vapVbfa8aXmqmowXsS6suOeHhlWoS+My150tLYmMcaKtyrsXuFZ9ZRhfoA1imrmJnHU0fkRs3XXI1alNEmcTEAUXmHKojyCr33OHejHrxbjxFsDrN7q/klrs7CaVOsMxWwrutqjMbNX5vlkMz5xtUTPW6IrM6vfbxu5Ctb57hWelSe6P48clzvt1H4V39vD00fRfFw2K+lr3l3qn7vSrJKQZdLFxeu8YmG8a3lXC0gpstq8PNkxOX6k1Vasx+ol2kTMBqQzPzM/dbwPZdc43BfZ8qQyk82Zd1ZCNcbqV8mj1DNY81Ord89VnWVkVtNXuJNzheNL2VPbWrgLzmbP2NtXXXTsKfmjj8tqPPbhrA1sRVkbl5NKjNVXX8w9y3vqfZFSZLV5ebKjI38arWyh4L6f/IEMzicgSlheR8arnhJT3pChmNBxVl/OPWxtTMrJ5nmHci2seOvkmvtUtCplZUbzZB3Pzj/jLlBissZrxVvWXLEriF4FJebVd4HTr4WVeSdxVqui8dhH6iLFi71lbSy1wn/5rb7KkylFVtuWJzt68cuzsoWC+37yBzIymYDu31vr31NJr+9ml6zpv78/e2/q3pWsraR6fMngx98Zs9qxWPNZ1l2wz52SteeM7EUjV3Ykz51jH1l1+6zGLDOu8kjbtx+fdcRXVYOdeOzDWhvYjb8wrNVyBPcxK+ycv7kyB1e4WE+1tihrJgfvQav55Uy0o+Yc+v3qw3HilZ9CCYFE5t5hrTwr5pHj8n5+ti+xnvNJnxWsnPfrCcU4599LGVH0LrgzZsbxSL9WW0tWzEj8t43MXvTqrLDCZ+R86i6zYkbsc3foT1s/CXZjLR7srFwky9LX+f2FOX/+To7XKWaI9tWcTCvVSC/Or8p5/ycg1/VmOP8QOr4kDcW8V8oonB3KifHPO3WOXMHQahlcUTOOz1i9WbL2BCteyZN+vODqfepOsex5F6y2emfkH8lpyVp1CuUB6jwu/SY3+PV+LiN9lgAoqndoGeP8ec6j9NUdo+8w83TnT6lTH29ofprBTnN9XH5YqAu9UyDFv3dC/eeHPjDNqCer5pE8VsDvbrdu+3LbKvN3bBkjW8w929PsXlJWgnVFEvOkHyt9ZcU4x2fKtc7K8z3R2bPO3xkzYqSvO58XWTV/T9bTSlz5VUqrUJEAPia6bzzI2ugSi3de+UZirPq7K2zmCU1UM9LpS+yijNR/bY6lzAbkanxO+k/o9q+/UUfvPzAuN3/z2Nksom0fjxGPQ2PsaDsSs4/ufaPj8Tb7Ckb7ml1DVm0jOXHnvvHU8SP1dDwLlDotlZfr+BYEYEP+pmHtJM4WZ53szmOVem6r7HhOPdEt2kmrF6+0ElOVCa0YJfhypvxTLMmPcX4Vx9usCsjyn0W27fHlZrOOz0b6PZ8MnbdqVuKtGpzz0Zh1jFy1rDwjq+jOmKdWxbtWVJasWR1ZCSN5ntp7V7jjZtxB+8jab5WczZV2/I9UOoCNHYWnKzI9UqrzEL+E+THpxfsJrZ+U2qrJm2U3g/08YkNx+EAu8y4aWXnRts+ucqt3ZTZGYo7aa66Vx4lR8oT6UmoePLbMyDMjhn35LOvqpNxxyl2g5BTzpPSVlX/w7rZi9vH4s6DjOFrDCvXsuboAvNFRsGLOf3bHOH9W8zilGgNalDLP42mr5zuSlNWOZFOqUlr5fTULA7r9+2+n+s+TPyv8jsv7/JE8Z7PzWJwdIZRnfd2z0dE2Oquhq6xcnTtXptKXWI/V7/lkSp6OmD3N2H9mx2Qd39nX7BX4vRW+wkpTanvK8V939nJnp5O6AJ5yFJ6uyOQU2VF59JVvJOZ8Mn2qqwlDvfj7qlOzf9L/SanB6aVjmEC3xuekPYmby3iMf/9X81w2Mj2PlTPa1+wY5djZGUfOZ133Nd05upGrrOTJiplxbPU7IrpKMbLaZ+wVTx2vVs839tujJhrvNPRj/JMKvVXHPPht9eTAIvyFbS3mo7hDs4pR6rR+Talhkuj+08xQPd8M1jNX973yuoe6dkpSfvIr98cIjLiu7/Of9QYLvHqGjp1xKcdnzRjlji03o2Zfimd3ijt77746Tsydx9F6rPhonmhfI2bn/547V9Tbj8+e6ks5v4+sGbjhCv7z08jr9eGKxpdNmjHV881eRlp1zIPVsJkWWI14RzzOqdC6GZWc0TzOja/EjEy11bZ5aC9ezgAAIABJREFUstmRklnvwunaKUn5ya/cHyMw4rq+z3/WG2yzIq3ZUGZmdtvunM5VDsWM1ODIWoHRfqPWvwvuHHXW6uW4NHIH4c4rcvNKsF4cU/pScloxI+blPwxZeZyEZYDfqpnZ6a5Znt+Xk0QZl3XSatWcbWAF+u0QTZuSp1qk0tdqxJ1Hz1A93wzuzqx34XTd0eT8q1+5P0ZgxL8vAf+eeuK4vHOmHp8p57PaRvOMeO/eoVSuzKoSz7F+bHnvSnvK7BWr5Mnqa+U9dmRV4+zOlZO1Yi/xlmq8pdrWSWj9pDfx24p1itMi/qQ3DPUIrOnZRVveX9UYZ7s4xzTziH35MX/CtqxsLNHZdibhcrLsyO9ayaw0bA4wWtillT8nockEQv69teo/f2L9HRl7nxMzEl89LjeseXmyYm44Pp+MrlhlJX9vtc/OM3IVblstznnFjDGO9IusmVxhT8ta1SsfKzVHdayBqo5+y7ZOTqcvpUmzO33I0Ri/ed9PYlXAUpR7wWp1/rMa4/wZihHv9+r5RYijiCap5myGldNe/anZsNlX9xCqTfxs0ckEdP+usPImefz4Uui840ljt4zEfG9HiM7GbsdnWXeKFa/IWuHfM/uqPb5PLn4ctc8eO0PWU+y2VXHUNIfgJKmeF+PLevw6rQCxVOdCNEeUNa5Q8cA6nJvxhq6bJ8U7va8vsZ6jtf3qecanupqnzOaE+cF+d931jMyGH9DsCxh3vWGequNmh7H3cfznPhvuPLZktf02ZWZGYjj2j89mxFj2XOHW+QWPz9tsSs6zGfvhN1bjYevOUz3vdOqX1Cy1WYOYX4zRi/fThhoCC3JuxkvM+c9qTEfX47X1df2Icjh9lackAaBLfrVV9rLZ+VfuN1pb1PqbZrTC1Vbd7OPZ9Sv5rRhL1p2yvhkzOWMPyYqZvTKtnJas8eJs9sw7x78/lZhoX5cklupYqqIN/Xjr12apSg1iqXoNTkM/baghsCDxbprXu/+rXtsxZxu3qvLjm/sDGwXwIoHd571u20Ojba0919lDm29v3W3FsYj5s46j+aO+scKzzLiCs69yNI9lpK+RnEpbWLKuyBuPz57Kb5mdJ6p8RDoPMjHJYLz1q1XqL0apQSzV6ctv3v2rUhWwFP92EBdzd4yTX7zN30LcfAAs6D+3K8f68ZkSU21lbZrN806eUE4l+Pernz9kxgynxJTz88njs6wYWGZcndVWywo5Z/Rl4S4YmeFo/Hhf5cOr4xEWbevHW79apf7ClBqUUv2O9LahX5XkwFLEm+J+eknOjdx9/nd8KUCZn+a+sdpUA/BdPyI8VUcia18L7Y+D+cV+q5ums5+K8c0Yq4xmQifP7LkK9TUiK886Zl+ptxyfjcSsvHq/IWvGVl75Sg0z6owaWdUj8blGnmJWksH46q9Onb8wpQax1GZ3VvPouKKFAetQ7oiyyc2FPVVDro6pBrCCf19i/j318uOzkZiRfhXWplnup79f9XinodNczHkJHpmB7phjgZX2peMzJQZ3mn01V1hdSrxy3sKqHjF7pTkx1bCOVTT+IIs29OOtX8vzfcUrYU5mv3n3r2LxwDpC991gR91VWXl+x5cwpa8ZMX4N4v6zg+bYfwH+jFWndOeJxSSN9fSuBWdVq+yhyn6Xdfw7Y93V1m1fbeKcqTZsJrSa+NtQWUP6sUWJUWTleRdltqNXZyTP7JUTPR81Oz8sN6+u8y76VA1/NXfeNUq/Sny0ryj9QaYnGYy3fi3PW8X7NShhTja9+FDXYvHAOpo33TGw9Slt/fuo+muzhgVFtzgxg6hsPphwfVOuInb1nyXFsX58Fj3/+7V6Yzu3vR9fzaD3Fa1TocRHY3Y4PsvKYxmp4duyRhqdYaXtG1fjanVa8ZY97wJL1oyVzyM9JnSVj5rmEJwM1V+j8eWv1fPR4sVIJ6yv+FBDp35gHaFbr5mqejyjnmh+Jb4ac6lBqcfJ0z3V1eZw6HMLNF3fA56qY5IjuMdF2yrxTv7qje3c9n58NYPel1JkdK5mHEf7teK/YWREd161txyfzc5v9TUSs4/obDx1xbP2pdmrWulXOT8jZlz5IPOfaEqS6k9OE/Gnai/RysVIZUTN4p2Gfo9O/cA6Qrfer0no/Ox6XiG6yynN4Zh3KbGhf19W6j8v8A+8GcdnIzHRtpfz5Y3t3PbWRqCEiW2bdVoxfbJme0aeLx2fjcyV5c6Y95q9YkfyrNY2mjOrBiii9/LglTo/xUJtL31ZmmOxklg/KU3EVOexhyoXI50YP0PHVIQKA9YRuvVWKMaq8MjYli+dOrd5qN9zw76pLttuxZp84B6VF7U9KTNwCPujcvw7U24Ef/KeKMZbMX4NSp0dYy8rTz9WarNivk2ZDSs+mnPk6ozEj4zxzpUwsmKVPDibsZJvPj5voSMxoeOzO+9oK8YixlQ1G/pJqj85TZrn9SZ+8WKkE+NnsIpp9ls2VIYDPEhZ1VZDJXk0vnnXjNTzoME9wdlbHncpMnvmgOddF/o9x+UNtuzxWW5Of7uJbk/RGL+GZpGJorOtxCjx0Twjfc3IGe1rJF6pIRqzj9kr5KvHZzPaWjGW6J3yXlmzMSnm/PxqxlxODj7Rqkn8hM0ml1bK+Wb9HWHRDNFxjbQCHrTUEp1XhnPD+jFKHr2vqfP8S3vp5fHLCrxdeKdYnzWK6Oim7pt/7/ycZK0WZc6zjpX8GDHjqu1wfHbnCt/zLlBGqsyYdf4tqyWa/3Le2va7c86IGVc+yJynXl8eZzJDrZTzzcrFSL3ylKnomA3gccoSvZzPWsZlng/fKWwFwHu1/ytf+vF/us97Lb6tZqVfsebqvqm8b/nxel9/wsOpb3OPzp51fkbMl47PZs+DktMSrfkbRkY34+rcmWe1GqycUd9bsTPuZeV5MXtvv8Rb/CJTsoXinV9DlSuRYiVKc7EwZyqUQQH3W2eVOmUcA9vmJf94Hifmd1ydyUXmGUBUfUOph37i3h7ZH5U8ek7nqXA+33zlUjZfpbnSVh/jjGOl32jMPsZXrB8zo+3s1RLd61ZYRSvUsI6Re3yFVfrGOyJrv71z364+RkeSpyQBsD5/33A2gebmcGnrb31OGU6eUD3PStyfAdxM2st2Pj4bOd98NlTPVyOrDzN/81X6qja/eXPPujoz2o70NTunlSd6fiQGltVW3WVvWSFP6PhsZGVG7xRYZl8da9U58c5T8s4nGoC3E/eN9P3k0ld074puv9a+mvLgVmpmfwbey9wpnAah8+uY8Y+NwX8IlfumtZM6+6xzvtm8uXeL+3vH2FPy4Gxklkbu6+gV/+rx2Z0xVvxIzDc8tRqVvrLqyerLihmxzkorH2TO4wwAfgZfg520fry1a3VsXK/Y69ifgfd64L8tz3h1ts4/9c8Dsc7qvlme9B8nyubrPJb8timbe3SWOM49tmTFKPHdi+d1lKvw1NXPio/mnF1bVs1K/u/Jmo3yqXRbjHKc8iwDsJtHdo9/eim7nvrgu+S/8wXmXAC7NPA6r7xdo7vM7H8sKf36+6Z/3n+ciDtv9bGkbNx+TO6zRI+BJWvFRnPOPo7WY8naDbCa6FWbsS+tfKdYRvKP9AUAi1NelWds0dF39RkvQjcTRwpgQYe1B73x+GyFf7j6rH2zefLStb75Rp9P1SbKuEIxM67gUystq/6RPEpbjJi0wn9/rrDCxePums9GVm/WjrSPrD2h4y6oNunY95p5xBiv9CIPqyiL9RLieLpkbC1xQept9Xsh6wHaHX8pLPpoOJ/kxgdeaqM7Vtk3Zx9f6in3TWsbdfbZ35/Knn5uruzX4v4+8kyC4rY3A46rx2czYtAxq+dtcyRP6HiknmgNSrwVY5mR53vKB1+Ilc1PntL1V916+YGTSavRz7PnvbDVYIEvCbyOzzj+TynBeKvtSM5ojCIxz+D22j0bTtfRq8Nx7vFZ1nmMzORqK0E8Pt/s1ZzR/Ep8NCaKFa7ouDrNZ0E0T3RlKvVc+r3QI7EC//oC89y/GpXb4VLGoT3oq8dZeUb6+p3hxgfeaMq9mrUFjOxTHXkO4bX1nuPLNnpDX/7YnW19/Pkx3nZ9s2djxpvBW/JYsmKi3rtKo2Zfhcf3Yb/maljH86iZR+yrux7FB1Z18e8Uc1axoPsXDPCnfeA4Bh4lYqfpN8WC9xQ3PvBe/7ldZxxfOpuaxzISs852NjIbI0+41VbCCqvUio+ev3OF42z2/jNpxf7+vCGmenxmve2N7DDWeVb42chsRPeTxLuguVqmxhw11TxYTXV1Afe4eUGm3BdinUfSVq9o5uHG79A9S+Ik+1cq1JFycX/nlcKcVEp3ofurWbY4RiugOTPru6nuY2A/UuKt/HceL1KPtYKn1mzl2cdbVulqx2er3QWWPVe4ZWTlK3lWWKWzV+ZZdB6UtjO86y44bHoknvLImgH+IS7IrIW6802ROEy/ed+UNiOrP6UMpMzgVO7UGVpO1YC+GVM67Q7W84h9+cF6zc3a+mZ1Tf9f92G8qs44NksZeI1W8ryXMgPRmYnm5PjZ47PvrXBL1r4xI78SP/uOG6nBilfOK33NiInW9l6z9/zBPL8/nZVmxZzPj+Rpxlzqt+iRKazaqmUDeJZ4C1ttleTNHqN7yNSYsknzvL7vKYP1i1FmTJ9e/SpYv3aPpZlBLKZv4OKImoPq7q7ZRPnJORMqT/wpGn/+1Yp/kes460E3vugrfZWXzW+bGKMcZ+VZ9vjsvUs/KjoD0btphSs4ssKtnJbZq272TrWnGc+Im1d4NWzkeeHkadZjWS3PBxw1zfjbygOwIGXTSNwoqtuUvmutrFn54EhDk6ZEDiYsz4eGU82snLd+UoY5kidUvBjp9BUaTrMGv06xjOj586/6RC3rOuOh40uix2OU+PWNjDqr7ZeOLXeuwJEavi06AyusqEnH5+dKqO3ZjLsm686KxozEP2tGtXc+PVfI48RUw5oxR021OwD4UfaNy/nuh2B1m9L3q/NbRHRrfdzg/ly2dbKVJ50zSj1WcPdwnMKamas/WWPJyuMX3x2pnG8Op1lDs86R8pyyfwH6RC1rYt2HsZfdcHyc7uSRmNDx2UjMjHqsfhGdMY7947Osu8CKV2Tl+TbuAv/4bPZdgChx9VpuqBDAe922aTjb1G07VfRlIDdmZNTVVlYqJTJUiVP54BVsDsGfRqvCarwzIiWPXvz4MJXy/B5DdYamTi/7F9BX9lIqdV8uTPexlVPp69uUkY7McPpxebuOHJ/T3lO/eHyWFaPE77PyLStc/ZF9zIqZsQKz4q22M+yzwp9aOXfeBWLNKft8tF8n3tJsC2Bbyo6R8lB29iil3+bxJUm05mhMh5HN2WplJXTOXGZMLMYpvlmYmFkcsvVTx8Q280SnJdqXeH5wmEqrkfKcsn8BfWUvxZu75vlFjn9/DsZsdXwWPf9tWXeEErPD8dnI/Ch5oMwMq7Q0I0Zpy0oeWbHRjkrjaQF8mLJvZO0k1b5et1N1b+kjo7ZaWQmdM7+ToWKc4puFdQzNr63ZxO/RGZQzzGiGwZqtbB3DVFpZAd3nyyF0lL2U62WoHl8ahI6Vtk5xzZhviM7qU8cr1Gy5c/VixMjV5Ljv+GzG3QdL1pNx0gr5/Tnjad4RUw2LrsAyPve9zWlb/cnvtHn+8pM1lsQBAvjpuK2sfexwt0T9Fo6eH3HbNjKyfYm7pdNXKCZ07ZqFRaclVIx+UhyU30TPEB2pH+wPs6nZygroPu8MWS97KbHpbh7Pjn/j8Vn32MsbprsGy8giXv8GUCpMv2pPHQ+ulqfu1qz8Vp73mn1vRq+CEnPD8XnB31azkseKwVOqL22XfbIjlfJTs1PlfDNh1ugAXNxzWy1yCx9JDz4r3j/fPfzEXVSJ8Xu5xAxeSr+MZjHOFPl5OroOFR/ty493hqnwWzmVKOU5J5WRvkXgdVw5NrtJivkGa6RZV4Hj8vhs9gqffafsQ7mC0fOrrais/Eq8ZSQPK/YsOhuJK+r8gpISo9TjxCh5mtOVG1PlN/TzKD81O40m9IczMjoAF9F76jjtsVZw9bx4/zptqzHKsZW/euz0pdTj696+xK3SOh+NcXpxGurDaQ7Bz9wcTnN+upsoGVKGaf2k96jXqZQhJvQHGC17KUN1W8M+jH3kzmOlntVqXuEYZ9GZefAKnrenR2o4m3HHWW1xFp2xrCuotL1h9VbzXGqr/jRSj5MnJQZR1iUudWS2mls/+f12JNRLAjBI2TfG77uU3entRmYguouKl1Us5hJWTd59QZWhKU1m5GkOajxSOd8cZrMGv05nyKGpK+OPGqvIxV1n/PHjS3HtEQzEr0OpfGQmR/KsdjxjLNGclqyVjLM7V8Ll+Lzpz+7rtprPovOptI3GfNvIzFvnrXeOjjtFyaPcBaEYqy/LJX+o5svJi2bXfhLlp2q/l+GEEvpVRUcEwKfsG+XNa+VJ6cI6tvpy+g3FWJQ8zZzKJDgJQ7uo0svIDlyOJTSc6NCUJjPyNAc1Hml1p5wvT/bV6Qw5dL48edT4E7Ws/vVdPVbilTyrHSs1KzHOsbWIozHVeizRa/fehT5iZNQrrN4V7o4ZO0BWnmhf+/jAFTw/tmfXnLI/Z+02OKu+tFmXTM+j/OT325HQryo0HABNg5vGIl08SB9O9zxEd9HovhrdgcuBdF9TZWhK2dE81k+hQaVEhsrwT/bV6Qw5sTZxopbVeNX+T+iEf4CN9Ps9ygzMyMlx89jaYsqTHfmVnJb33hFPrepo/Ow8WStkxkqbkQcjM3/DCvz9eUOeUMyZEnOJt/gN/TzKT37XHQn9qkLDAeBTdgzrvjuErbvZS/lneZwVo9Ts5BmJ+dOm2hLdRaP7qh6pD0ccozK0jnrS84SKD0VGy7icVGrwY5S+LFYqJ4M3TQu7tW5lmqIxLz0+L/SUnGcjMTPyf8PslZmVZ7WVmTUPynkrZp9VOiI6G7OvwoMrU+mrWvaDd02zHsVX74jihe2wrmAoj/KT1fU/MR0J/aqiIwLgUDaNwfvOz//Jm9qaRn3Tc5pbOZvBI/WUMX5zfZgdGZQmVUoefU5ShtlRhj5AvU6xvGaPSsFWkYurXJ7f8fl8NCZ0fCkoFGMZyfPeyzli5Oq8/fjszrYjdwGiorO62kp7au8dyZMler32NOPJKMZUw2a/XViq9Rw1zVR+EuWnar+/mI6EflXREQHwdewb1Rirob8JWPHjMX/xbVaJH5mf6Dw7zatnymA9oV9eeVKMbw6zI4P4k1+hlcdvolfiBI+XIQ5QrzMUoISFkr/CC0o/BvY4KyZ6/obj359ZebLGouSZ4dX3VdOdq+upfp8al2V2zmjb71l51d1Zj9LXiD1X14jyVa/v1c1pbv10Oen8KSb0q4qOCIBvfN/45WkmV5p82Mg8l5dJ2V3nJRTjm8PsyOAnV4Yjdu1XHg1uDieauaNOJRJVOZ8wlGNrsVZjlJxWHkt0oczIuabZM3zD6lrq+GxG/Ix6rJhvmzHSp67yaqvXkrUyv70/Z42u46mnPKmbfYlP86wYpbaqarDDaW79dDnp/Ckm9KuKjgiAY3zT+OUJJT9O+171/IIxl3H5MdXzg1NdzqeVSuzCSXgY23XicC559PP+T8AMy602fd8pz0ePs/Jcjo/TtjsS8+rjM2VTi+b8thkzNvvusOJHalDulBn9KjmhiK5kJWb2HpW1P8+oPyunkseKUWRd90RHzWAS5afyZLUSPaFfVXREABzKptG9hTrJleNm/ndRplrP8zvOK1DttPzpnhqAB4X3L/G4ejN3xEztSxHdIJTz39hclFFMWl2P9LVCzVbbEd9YjVlm7A9LHXe8s87ew8+y4kdilPPvNXJ1lJxKX05MNSzxKl9UwxxOc+un8mRZRiihX1V0RAB84r4RvfuUtEpf0Zis46x6zif1TQ/AUl58u47s6SvsxV89zsKzxJL1pH/78dkK/Sr1KG3R8V7+umOrfsslz+/P6D6cFfNG53+l9I3R+deO9VN58rCJfTlVdQwKgMO/T89h+vnBnGLZ3W07+krZf/RND8BSGq+kXz22KPHRnOuLzkxW/hVWwm3Hl6fjyEqbfUfMeLP5hqwZmHGlstrOrlMxsiN9b38eMWNvF1fCeetrxlzyW9tmNE+znqjjv5SfypOHTezLqap7aABKzftUz9Od8Ag+ZGcfn09Wx3IZlJ5zfJ4BPOKVt6uyt1rxIzmn7suT8jePnX3/8do6jmF56Qo/L9Rm/sG+QjlHYpClY9U1V9TNK1+pp5p2Row1hJE7t5n8RZx/7Vg/NU9GE/pVJQ0UwN+f9vXH2gb9JH237Tr3eNaInITpNQOYxLxjrf3xS8dn0ZiRtuySFmVmZlyFtxxbY7Gw6kZsvhp/f2blORvpy8nTHYMZRlaCFSP2a+UZXADOv3asn5onown9qkZGB+CieZ+O5GnmHLmjj4GHY7Ntczj+RIk53fEBWMimt2to3xTjs9qudjwyFktWzEj8e824mln533h8NnsOlbawdOwzv7CsK+vUY70ih2JmmLE/R/tNTNtt/B8q1r92nH8IifFlVc5P6eMCYPHv03OY2Fy5/f2cM2J0IyMKpU2sGcBU7dffVx+fRWNGzn/PyEizrsik49+fK6zYaM1nIyt8Rsw+ojN282pvrhax5u6LrtxxSm2X8816Zuxa75U1oqz9R8xjxZxXkbISSn6TUCons3JeCRBL6hsUgCpl39Bvz9DWUc0fjck6zhqOn1+ZDQALev3tOmP/zYr52PHvz/Tnk3heebrs8wSKzsbKd8pIjCWrLzxl0t6r7GPpe13W3nvWEVMGOOedmGZfYp47HTWJqayc1k+hhn6pg8MBYFE2DX+b9bcL5Tb38+sxVrwuNJbopjTSFsCz/nPHrnx8KTo9JtpWyfM90ZkZyTOyQqL9Rq9yYp5qkxmrbp9VOttTe5SyWs4xzipVYpTj0Oqdvc9bsnat7xmZ1Ut8s0ni8yJ0F1xOZv1zpZrN77eZxAkQi+keDgDLyL7hbBT6HvJL9cjx7LE4+attASzopttV2Reie2hWTGg/7Yv5/TnSl1LDyLhG+lXa4qm7wDm2HurdeQZXZsqdcucOgKiRu8CKmXE1Z6w6Cytqtui/dgDgHyObhrPzNM0bUdQ9o1h5BgD47vtvy9WwjphQbVbM+rKqVa5a9FjJv1o9g8e/P1eYQ0tWnj1FV691fsYqVdoqdVpG9l48ZWTvdfKkPKmt7sQ85/22O6aMr/IbAtiZsmM424iz8yj+iv1t6nHZ7zh/ev250tsCeNaU29XaBUb2OyXPYA3nLTWl5qxjpf6smGg9Vs6RmPVFR7raaslaRVZ8VszIavnGSltN1qroWIHVsJE8I2MRj7NqbsagafCfOgA2NL5vVDP0+Zu57f/y53L6ak7UpJFiTVz0V/vPxbOOLw1Cx1Zbp6BQzHsXX3T2onmsmGgNdx5bZqyukdX43lWXJWsGZlz98zNp9v4WzWPFRGtw4tPHrtRsmX0HrX8nZj31slz6sl7rozmVPFkxThnNInf458rnBwjcSdw3rL2rT7NtswblWK+zezjt+bVr0Nt+W3M2qgF+q9DF6ri++qUU0zo1sFRWUPmHx39+HviHx0ieO4+VehTROYyanf97Rq7ynStqhbtgxg4wIwYj+200/qmrLB5b7xwzYkI1Y7aOFR59DXWaiLLyjBuaa2Bj4zfU4K0avanPv4qtQiWND0efKCtSz9DME40vW3XU09GL07D6kxgfzS+OQh+snryjDNyp8jnJOv5Psy0vnjJqZcZmxNx57NTz+3ORelJiEF35I7P6VJ7ZMVlGdqGs+D3N3luiq8jae2fHWOVd9v+RPOXJQdHXUCf+pdKnFNiBcjcdra175D49/9S8owe7ELeLkeGE0g4297N1Fy9GDs6P3rB63uklWpj1kzMEcaTVmNAwsY7r4ggdXxLNOK521xFzZz1lQEeM4r031YzKZ8/GjKs8Y/XOrtny3tUYlTXSGbO68moZfI6k7L0WJQ+eUr5WNuPLmKPGaf4xI/MPbCvlbsq9SZ3gaBe/M5dfrePQiKy+9JzeLLSa+wmV82JHVvBIF9Uwq2G0l1AeZyBi8eIUdZeHRXg3TOj8Nxyt/W4wj3Ns3WzNejr6CuVxYkI1R+vBDDNWQrTfwXqUVff7M1r/pLupWTOyKLPascJDq26knpEYxaS3scVXeOXd1n4xdYLf6/45B75BvJuO1mOl4w61cvrx8/KLw2m2FRN2N2+etzpSZkwcshOgDLBs2z3AkYnyB6IUP1LJSA24Wec/zJSYS87uPB0x1Rou9TTPs2QVyoxFr0g0j7JaxPiR4/TVO7KqR66FIpqHuyl6dUb2MSVGuVPuFL1zlTwjMdvKmnklz0hM6GY5bNH4N/InB4Al94bys1mZrZg746ttxckRcw7Os9XQmurm+WYvzVE3S+oYjhjpNA9NlD+QZkl9lTSHKZaBO73+koysqiO4h4rHvz8n5e8+PpsUExp7tK99iHtrNL56dZR+R+4CJX80RsEqekr0fp+R34lX9qj0mKx6rDzln+P1NJO/y2GIxl8u2fG/N+abhgHgRsqmoT/m/Gx6nmbNzeMs+o46O5XV0JrqUHz5a/VPZzhOkuZw9EhlFNGBHzalno5Kmmn1ycFtruvPCooeV1MpfV2L680j5m+e32eldlyd9Dyzr+yC/TZX+EhfGCGu8JQ96pxH2Ved86F6Bo+VvrpXuNWElS9K2VvEK5i1j3X3dQkoY2pvofWhAcBP4qahpIo+iEfajhwrIwrVPzjP1bZWQr9mqwAnv1hPswsngxXcHGAzrd9LKLg6J4Pz0Cyj2RY3WOgyiOupeT4x5jhtGel5LvHWbdmMseKV805foXgobl69SoyywpWVqRx3r/BJ9ZRJsLinVp1YWyhP1t4ebbLnyudNFECfjk3Df9X3U71rU0rcUQeAI+HwAAAgAElEQVRTOZt8mc36yS+g/EkMdnrvGFSzqlBhofx+ZLQYfR7KMn4nmw1xj5x/TCox9e4nxEChzKoS33EFqxvBpOPbVqbSNlpPdJ5hGZmxrNWixGftddHxKisTdxpZRU58ytPc6k7Mc97/U2IUh01PAmA3yqYxuBdV86x8LA4nmnNwc3Y2+TKbcwn8C+3E+/VYP/WNq5lNLyyUv1lwGTxjHprBuF/aVYleYCv+0Pav83E1zIqx8iceK32l13M2EqO0tfKMxHxP1swrKzyaX8kzUnOWkZx7rrrZZqyWGfu8EpO1h4/UY+mY52aTzd/DDsPTdQFYl7JphF6EPrYFJY5lcGaqza2E0fNWF068+FPfAJvn9VGE8jcL7p6i6nklGIuoLKbf8fm81bh57HQcyjkS814jM5kVE73KSry16kbyKFZYdR13yjcW81QzVoLSVlwtygpfKsZpO7UvjOjY55WrY8U0u+vI0/2oavZ11DT7ArC5xH1DSaW87q5wXB2UM5bm+cF5tto2Tx7Fs8MaS5PTRDlfbT4+QHGirLH7Y/ST+1PUXYZfAx7ReVXuvJxHay9zzjt5qk2sGKsGpZ7EmGbNljtj9jGyMpUVNbjqslavkicUo/RlxThtu+ORJWt/jnbnrKKRVdcs6bLyu/dnpUniit3wRjhsT5cGYGmJm4aS6l2b0s2TIzZvnnc6Us5boiWFhmP1pZ/Uf3IGLtaszFKocrEGPCXhH3hKjHg+lCca8w1Zs3G5gl+NUVZvSl9Z+aN9RWNgmb3/nPNn7asz9ucZMXdarZ5nKe9e0ZVZ/hmKUfpqbolKTBlf8lsB2JyybwzuRWINfl/px+IeqwxHnJ/B/dlqWD1vdeRfZcVIF37ZoYTiQKyfnIGHataL/Oe809fhcqrCPaZcA+XSWjHRttZKOoz9yzk+TjdtM16pZ7CvrHqWitnHyKhHZn72arFE70olrfKcEPvCbSbt4d0rKjFP82a57NtKniqxLz/J35y78qWOmqeLArA0Zd9QXqKchHoNHfVHRbfH6HCcgMH92WqonD/++9QWg/0uyuGEBqg3jPai/KSPvdncTzJvmLjZ9bpaQf9pkPHKfo6xalDyWJSxOLU1879L1oyN5Im6s6+OfpthM1YvsozMcLRt1p6p1OPkOe+3s/tqplViLgHcFDN0b0fRK+jk6Vh4zXgrSfMuAICzjn+4Oq/T0VSXVqG+QsdKd814f0R+QDk5oS3aL7s8X+3OStK8BONdKLPRHKDShZLHSa7U3ByRUvzIhOB+L7gGykKJxjjL/Xz8+1OJV/KMxIzImsPxJrtRrnI0j9jXSJ5mqo4V3qxn5C5Q+lLSRi/QpDsLVeVbyLyYS8CMx9DsGAULGAAc4r9dxRee6D+Dm/G5+3N6eXpYOTmhoTmtmueb/erF9+Vvjih39ronSizYD2gW7/eCNVU+l1yOrWufHmOWuNhnl310XJ2sGHHbyu1LuQtGxmvlubRNuVNGYnB2595yufoj++p5paXcTU7bZsx4Ez0PKzzqMmPKrHYvDLEv5S5orvDoXQAApaPQDM7KVsZffko5TixPTCumCm3aTisnm96pX09HwaK+2QBu9srVqdxUT8U4e1Z3zGE/D5p5EmtOySOW18TGeqZcnRn5Z+S5867sSIsZume+o2HKnqnk8d9fm3mUGKWerDwzYgBgZfrnhku8nrC730lvNX3jjQ5HiYkW39EEQIr/3HvOTe78WZ4853HOWzHdea4DC75Gd9tz/xoZddZTsHmJ+/KEVnhHTHP1WvFRWfOMEcrKnLHqnLZTV68Y4/yZG+M3wTwPTrWzMs/uLwzAu4T2DT9GT1VGii8S1WMnfnyrbEaKY9GHDGA10r3KLX0W3a+z8jhbcDRPM0YxstdH5wdZsq7yjDyrxZR/VvOUAX19NfMgy517XTTPyMqM9pVo/cXMP1QAdAhtHX6YmKoM69iyRvbkUO8pQw5FAljNTZ8nxBhrM0qPcUpqGtmj9xSdsadWlJV/RkxWzSMx5z+d+VTyIEXHnaKshJQ8Yj3NeCVPYgyr9ynWzEcnv5lHyXnUhMoAsKHo1uEHi9k6Nqv0h3VKqX6SZnBzRAAWwe2aQNmjD+Mfbx1tq3mUvkZiovU45x+pOWqfJ1nWm4rSZGS1R+uZNK7utrPrQaLuvUWMUfbD5o2wWsyfffM2x+tI3NJLKZkBfJWyaZSvpk68H1Ddppr76l98TxZFh9Mcy0hfAJZ13aeqN3DHnqXkCcU4560YJU+oHouSR8kZ3T2/vdvOGF30iTuyopQaslZmdFxKPVYMJume5Nl7b0dMdX+eXY/lEtN8plhpO/pScHNF9V2Io2ZOgQA+4v/aubdtuVEkAaD5/z/teag17nQKguCi+95PxxIEAUKgpGumd91olo9DXW2NynR/oC/Ffl2t70De7xtee8l7g3Zdf57muhmUOfLvWj7JPJsPdGZGZXJe5T0z82q2X1pxmWBG/b0ezOTvMjNtdeVck/zAWtVWs8wq73mbVj2dgSozsyX5Wd/V1iqrJvO2zPa3ynsmKjCsd90IlppmqGRbmeuZv5Mx8zl39aK3IeCy1vzU/15EamUyfxeb3qNMzaolbNU6aD0NDA/OzCwN4iyfvZk3ZeBtanbt52JznJNvXO/CQtEew5icLZm2ZtbernaDtr7fjpm3YPmbwoAlE/5TsihB4MnGlo7imhOEuvICVcs82cdPZSf9bDbQy44AELvB/9Z9fb0jVis/UKZYbKc4p5QJ9qFimZ+YzbaC6s04XUGSZcjIPMHeWTcTZw/JtjL9Gm7LjP125GgEn+DFi5Nr7/dauqRMkHNme6p1oVYgGedHswrwcpl1I1jrMpoNnfX3WHfi4QraatYFLut3zSq+wAeX+Vle4zjbfw7HKUrGaS7HC/uVyblZ5j16R3XVDJ9sKzOjevMpyuQ8YLhfzJgZ0p3egr3bKq6rtbq1OLWYyS7EF4/hbfq2HY1PySm5AXcxs24U6ybt2qkxe3fkFoMAFP3zxtZe4E/iB+fAmz8c5/qrzE69WPJ0Mk+5ltvAbFkSJ7m1DE+MI9vi28DaMjPD/16fmXW9b8pkzsvL1GRyHgj7HkvWn1qchetqcwKvKhOk12XJXvkpGcsHeI/kuhFc79WM3/t3Js6RfUkGz9cFznXQcUAt7MDal2mrGSeZQybnVflYOg+zxwxP/v33n8H1WpnefLra+omTKdPMJ6P3jUvGGS7zPDO9XjjyzWIL38ols3dg3EzUy/qUnJ0UcAPJpSO43mXPriww2ZfPv5tvHPaI/gArLDgGIqO2hq6KM/l3Zt3/fP1IWxJnpsyMTJzMZuYtqKmNTHLkl5dJzqhVs264C6v6vooZ3uvg2ZLZVpplftb24baCMpm/a4b7VUzPzxUgL7NuJNfGpFrduK3k38NxenuxxHYk4anm5/y5r0wq+9p6tFOZz9d6l4nT/DtTt7dMJueZ3IK2lsS5vt5eJMvvPXuXl1mVc8bV8mFgxA57gpNreHMpS+bctV9k4kyWybTVLMOk7ah+Sk7JDbiL4rqRNByh1vr3xe3ff77WvW2VIJla2NPt8UC5juRTzs+Nn1tx8CBUpsWu2dvbVrLFTPzDpJo/N8Wr6R2xYA4Vy2SuB3GW57NTW81hzMTpjfnHZD7Qdj0dK3NkWwOzd3hmZuL0tnVwGb4dOarDbe006zLOHZ/tp5gZDsSK6wbHOODJDlSJK2Z60dXlYoElg9M1zpmcax2JC481uq04PKqTPe0tnO9gs3DXYO6t/aOrXG2f45KuOEFuw3EGHkYmzrnP+DF6Z2amTDATlszMgbpdcQby6Y25JM4fb8E+lqw/C9fMmTK9ee6azwBvwVmSM+fHMbkB91VcOjjGqucVFJucA8mSywN25d/s1KpBaF4sXp9stFmyWCUTKi451lYmjVr5oJVaX4605oBzPsitbedHsczP7Izj9Jb5ud7795J8tv8MLk7mE4QdzocZA6O66gnuOnszhjsyUMXsPcvCWVdb+uKLY3G6yiS/SIbbysQZkB+u4qcYQNF23eAYax9WreTkBFhesnf6DYzSNvJY4e3FZrHi9SVJdjUdR+5NNWhlOI3M9d7B3Ns/Gfz8/V3op0ItULNMJk5XWz9V4otxmeEnkYmz6kmfO12O1Pt0kk98yazLPM3kEx+e4ck4vflwKcm1ZVWZzBqeWXtXlamV74oThJ2pODzOHGA78p+SU3IDbqS4dLCfJY/p50qtcG/MWvVtsaBT+Z7Gra8arvk0theb2WZazyfZHOqZ63EOzccRFJi5/n03OUq7Orn5E9WeelfFYHp9/91sa1WZZM6ZOL1hZ+JkXC3OwYYfR1zmsFmXKTP5FvwsrM18lrQ1Eydj1TjzbWDEZtbDrtkyEyeTz05lrq/2HQYQ264eT3J6B5c/o+3FWuGBmMXrceu16mOdCq7/SX9wdo1/vnc/Fz8b25JLkuwdqIGBzTRdq9VsLlN+O5ifzfRL5ryHqXPN7d9B+cz1YrFMW71xgpSazn1gZ8n0Ovl0MvG7nnLtsWby6S0TXJ+ZmV1lFo5zs8zpK9Tp9hjVmaYz69iq2RK021UmM8MHcti1LfaQfIJLymzL/+jOHiC0dmGxXuUVB6o2eslRrY3/9nrX5pJ/pvkEVkWOS34235bBOGzLFKsvT7KZeRA532KmlXwaA935LtCb8x6esELVnl9Xxe8n8XO9WObicT7/vtv5tvYuw4AlA1gLsl3d4jLJOLUyzZlZK38RV8vnPXqX9K4y2227WXF4Pfwullwzh3OOwxav7zqGyfh7+JSckglAxvPWq/260xU2WbiWbfF6/mHlB6ErgXy/hnNo9vfnyqck33qxerFWULJZfmxYmuOTKdCV3s+V73/25ryHQq7lQj3/a2EQp9lWUKV2MVOG5TJPOajbrDIwMzPtLmkr2ffhMnEVDrPrE1w1WzJvQW+cVW9cpq1amT+bF7Or3a58OEDvE8/EyZf5lDTjADTtsbCcuF7t0fTeK3BX2GTJWszM9SB+cSiK5ZMN9fYriNzMtvf637u1v/NNJweqt/zYsORrBZl0pRdcGch5uRt8oG/Hrljmp9hwnGKZIPhMW9/xl+fcK9OvuApjFs6o5XEm21r1VmbidLVVKxPEzFdkwKoFZ9XMzDR94pqZ6dfeOdzLZ+PsjICHWL68bAMeuWotb7rWnYU96oqZLFmLGbSV6WB+NAYSSMpHqGWYvP73bqa/yaabJYstZrqfz62rVrO5TPntxYEh3c+yI+e/fzfLzDeXvEigd8QyT7BWZvs+HFNm+8+uOD/Fdi3TlXONt+AsyafT9QYlZ/jC9PZrKzPDmbT3DnvYevhns0R3la/JxAHoVfxRN7PI1AIetnDdsUddMZMlazHjLjS7mU91PkJv5HzhWgeD7sfDMpNk70CNXR/Oc0kamfFsDtR+Dm14VT+34zvW1vapxGVqYWtxanlmcg7i1HKrJTnTr662Zp7FI+0x4b8vLn+CQQKr2mq+BQPpZbx2Eh5v4LHOrGNLyvzZTOBigeG9IBmnuObP5ByUn4nTFRzgwT6hc6ONuWN3usImS9ZiZnoRlBnIM0igGaQrcr5wpoNxleHxz5dccr2ZxnCBsTSKxTKjtKt/Mqhls+1As0ytseCfwcU45rkj+BirhnE714fj9M6o4TKZKpnZOxCHb0cOzvBTTpbJrJmr4hxWZluleXFmBVhSZr7KRfQ+nd6YXW0NzJaZfM6KA9C0/V039hsvjnPYsnbH7gRhi1cyCdRiFq8ni+Vb702gS1eEoL+1AW9Wmel+vmTmerNTzTTiAkGvu65vL3424lHa1Q0+uTIDtB3xZvngqefjJOPX2srE6S0zHPbcifhUq55gckatKnO1fHon56qXiz3MrFG9a3ut/Kq3YEmZuErxutnby4gBO9n+rhv4mbckyBLNTJIb2ZHdKUauNZfMoVn97/U9Wg8KB8M4GTkumendn82jb17vare3ZG8mXT2dLFBMIzN6mY4cbMGxQrIP5/aTWPHpbKdssUzzyWbiZGIm8wn+Waw7PHszcVa9Gl6fXgMjtmom1Cp2zZbJN67rrazlE1fhUmpPJzPrDisTXM/kPBnzOh9ewJNsl5euBWey+h4yKdUSO6U7xeC1FpNp1HLeXiyWbLaeGYdkW5OR/ytfq5schCByM/Nk3wdK9mbyqRvOMz9WycSC6uE47eiWX1Tb0SyWqZUvXs+UCdrqijNZJvhnPuegfFCsWeY9hkcj+QRXtdX1pgRxuspMzt7epo90tXyub9d1bGGZZj5xlW1bq/aUIJ/eMm/2KTk7KeAhiivMKnrUlW0x/2TX4rC1wl39zZecKdw1YnHYycLFW830hruTCZLJMNPTZJ5dw9XVkUzrxyiMb7nQis/xTFsDMvm8XGY0Bp5O5innEmwHH37Ke/Srq+JAmdfadXAGZlSwN/z9o7lmZmZdEKerTC3n3jU82VaGl2IPC5fWZpnmW3BAmYzMDP8x3BbAj+0Ks4QezaeaL9wVeSzmAalOjthk4Z/ywxl2lc8MYFfkZh+3hYcL5NuKn04zz/1c63NqyVjMjOkn9+3bLLadtfuVWeXcifhmyaVqssrfi3+v//zd1VbyLVj1pmRezKaBisPjzKS9Z13xLZiU3D664vTWpeazcXZGwNNs15lJZ3docY/OSnW4ZFA4WXImz3zMAWOh8mnUCqzKn0tZc+wyPDl+6i58SZbEuaATu1Zb6ZaXCVbVVWV6Z12mX7WKzbYGEnjwDL+44Rk1sPsWY/aut8nyNv43OHKHzcyog+Ps8UUO8KN0AjDo7K78+XO37uzXYjLmRZ4aHOlyk37gPSxW+Xnnm2Vqa8Sn/gOvt0ymra4ymbZmch6QaYtvw4OTqdg7MyfjTKY3zAS7u1Uzs1ZmyXp41ho+GSf459t8Ns7OCHig7VIz4OxO/ON5PQIW+uclr73wyTLF8rU4QULJ1OMqVq4ryMyWfKglcYbb2qlpE7XX8IiteqyfxE/03jKr1t5VOSc//pb0PVnmPe7S8Z8JU/y7Vj4Tc/l1P2+AY7SOVhrOTv/XZHcu2CNgoRe94Z/ED5i4Sr7MJ/dDsSvOZFufxOd+LzvEEpkn+FN+1YzK5JMps/cMb6a0x9uULFPk1ThAcnJ21e1tK9Nu79+rmITf/LwBDpM/Zyk6O/2Ch3UHWOi4Y4VimZ+F5shFxwLXpTZcw48+KLN3W5kqn9yxQjPtgb4Px3mtVYOzd5zeta5WPjPrZtrK5NAbhys4fWYO1J1p66ddv3CAIw2cvFx8aXpSX4BVLveqH7n6/HyP/v1n8M1aTO/nYrNMJk4tn1qVvXOO06Bo1YjNxKlNjN4gzTgDs+UKZZaMzyPdcTRqMzPzlIMl9LC/M/l0lUn2vRbzSfzUAY5XW3aKK5J1CbijwupWLPRTIS4TNNaskmlrlTd/W+9np1HN/FgajrOwrVXHE6viULPq6dQKLJktmeOAZJngn82Y+YpjVczwO+pdo2pl9pghwZviZxtwmNqa4ywJeIz3rlyrPmFnPpGXtLXqByc3suTIIAi+8MfbdcrslPORvLm9MuvzTJmZtnr3jlU5r5pF95qNfrkBxwvWHIsS8AzHfVbO/Ljdo4pV+yx7H+QdVuamxyXNihxgj+OJ74uZMoflk4zDFexx2DRzoDbz909MP9uAgzlOAh7PyvU/u/7o+t4nanvGqh+BB8fxY/Iuhkd+1VfOwiOMPdpaxQy/oz1m4x6HdJnymTiZfHrr9jr4rfTLDThYsOxYlIBn+F25Tj96WHiEsepIpVmGXkeeOp14cDaQXlfFPX7csodXrauZMgNtZZjhh0nujDOzZWZWBLPOLzfgMPGyY1ECHuC9K9fMz/jeOLseZg0cc6w6OLPznSL5zXGFGbXHMUctga4forWYC49UauVnypBxqSc4+TbVZmzm72LMs964ZJnM9THbn23eOGBv8bJjUQIeYN//9uesH11+vF3ZzA+zTJnMzFzVVq3drny+r0/G6cr5VVZ1fHhUB37GLymT+UKdmXUD8Xvj1Pqy5I0LyiTTC5rOPJ1mqObfn/9XC1VLL99WPrfvlJoxV8UppvczLJ+NYnWAheKVx7oEx/OiLfeWAW1+Fs/EycSsfUb35hbEGS4z2Vbwz+3F5Ji//FWf7H7XD7DME6nFyfydiZPJuTdmb1vbmJ/ED9rvMvHkL5ZvCnKrFftJO47W7HXQza4Mi3WLYXsDZuIHT+Tn74E8u9ILcl4Yc2Fun83oLQy4MNRYwNqUA1iid9U6JUnokp+rmWLJV2B+K++q6Muhyz9DUxumTJltlZ8/gjjJ+F3lv596pkwt1U/pY7ra7cqPt+3Fn9y6elEMnkwvKL9NqRmz+UQyfyf7+1O3JogZ9CsfJx6fbZne3ILqmZj5ipn0JgMWY64NmK+1NuDyDA8LeLtHfNaceUbA+VB7BNxv9GbqAizXXHYsSlfwCX8t1qo0C8/vO5nq8W6YT6wZv6s7yS4nI4/lMFx9srkXyh4e/Qxi18OoxSzGCZ5T8FwHHnwyzkB/h+0dcDLm8vT2iLk24K7pzUf7XL6/t8twbbQ3BPyz8baAk9E+ey4LS6ItD3id0dvODYCFMiuPdWmJgaV+bHeYD555ysm6xetxW3FiveVnhmism8kcVnU5vsh/Uv/FR8ZvXAEFfFzAq0X7XL6/Aq6N9oaAfzYuHnAy2mfPGbgk2vKA1xm97dwAWCiz8liX5g2s9sO7Q7LwQEoD6TUvfvp3yUwmvck3iwXdiXvUVKub7PKSHB5vl+Ok+Wify//mEfCFAS+e3vUDzkdbHnB5fz+Xz/DiAf9sXDzgZLTPnu/I2mgXnC1j6W2nBMAeBhaus1K9te0Yjo158ynk95RimfyDjrtTKxb3LnkrzqSpOETFunHyybS78qndSlYZzuHxHCcJKGA24NWifd49gALORxPwggEno31yH2HFprdV1nb2IkNX7DXAcplVyAI1LzO2M9eLBfIlu5qolRm7GLReu5XsSCb5oG7tbm/aXfnUbiWrDOfweLscJwko4DMC/tm4VHoHBJyMufcAZmIWqywXt7W8v7WLterNofhUtszalYOHFwDuqLm5Z/Z9YpmxnbleLJAv2dVEs3qz2Nhkq2WVTLgYJ6ibGcOxwvn8u7o8nMAbvPc4aTJmeTRLxX7Kf3Jvb+1u0EQzvUyXv4vVgsxrZhiXzPf3MKvyuUJfAACY1Pze3pY5Mdv7qg1g74DHD+LnblfhZBOZJFd1sFYlzqQ3n8lxCHJIVs90rasXmYTfJjqnyCuHHnrqAAAAd9f8NeQn0rzaGK66XrzbVTjZRLFYULg5o4LWa5qZdPU6mUkwFM2083VrtxY2904GBeA57HkAcBGZH6U27knx7//8gMcP4udWfMpQu5t/1s1e1KIlO16TSaOW//ZuMpOuofi+GFcMEvgzepyUafRtjAjAE9jwAOBSMr9I7dqTen//Nx9EpsryJpJda0ZLlq9JdqSZan4cxiInZbqWqTKTw+MZDoATLN+WMp8FAMAxivty/NP6rFRvLRjnrgEPHsT2Vvy5tfZZ19pqXgxar91KdqSZ5FZXJsnCTZkE5qu8nOEAOFpzo10S0IYHACeq7c6f1qEAeb0DO3BeEDzHZvlkE9sIYx0MEkveGk64a5Ti5JNpNw30a34o3sZwABwts9HOR7PhAcCJMhu0XXtS78AOnBcEz3FVE3GZsYtB6wsTTo5PJnJv2k21ukHAyaF4IcMBUNXcM8Y2ueRee3AoAGChzB5t454UfPzEF5PXt000P7q68gnaGgiYzGp+TJLF8pGTaQe9SOYWR5gcihcyHAAFzW1j1d42UH15HABgueY2bdeeF3z8xBd/bjWDbJ9Rpkrt0Se7E9fdXk9mm+zjQM5jjY4VaybWrJ7vS77FtzEcAL9695uuja1ZfX53tNUBwOmaO7WNe17w/VMb264vqPgZxe0mmxhOr6uJZJx83+NB6AoeJ58fkGaGzYqZNDItvofhAPjVtbHFF/NNZPa5TC37HABcQXOztnfPCz6Bxj6ogpJBnGTw5IPOV+xqpTlQQfcz2fbezQ9Ofuj2i0CRMQX4R2ZXLt7K7LjNhuYtGwgAYILt+wDBGMZjm3wKySBdtTIOnh4mIWNMGoD/SX7kFW8NbPm15masGQgAYI7t+xjBABpY2JUXDOB/kh95C7//+s+LfIwCwA3YwYFns3IBFAQfecu//6YOkHyJAsAl2cSBZ7NyARQEH3l7fBF2fXH6DAWA67OPA89m5QIoCD7ydvoi7Pro9A0KABdnHweezeIFUBB85+30XdhxeuQbFAAuz1YOPJvFC6Ag+M6r3Zr/LnSWBACPYTcHns3iBVDgOAkAmGE3B57N4gVQ4DgJABhmNwcez+IFUBB/5+10nLRt1wcoANyR3Rx4PIsXQIHjJABgmN0ceDyLF0CB4yQAYJjdHHg8ixdAgeMkAGCY3RwuoviKefWWMIIABfnjpLUfhV1fn3ZBALgmGzpL9M6QY+ZSLaWBiR2UD4Ik3yOv3t4MH0BBc6fZY1vK7Hm2QAC4Phv6AeLvtLG6zevNZ1e72/WsB+bJQLGxeVgrPxYzKB9ESHYh7my+y9QYPoCy5k6zfE/K7Hm2QAC4Phv63mqjl7kYjHxcPfP4are6HnfvVEkW6+1LM8JMzs3Ma9W7CjfTZoahBCg7fstpbvBd2zMAcBa7+QG2Y1gb2KBYLWatofjxBXfzTzzuV7NK3EQzt4H0xnJuZl6s3iyc6XvcQfIMJcCFbPfU2Nn5AgAFdvMDbMewNrBBsVrMWkPx8wqeb/6JZ7qQb3dtB5vp5XOuZT6Waib/ZAfJM5QAF1L8GgicnS8AUGA3P8B2DGsDGxSrxaw11Hxetec7FiFOrNZi0EqtwKr0fi7GoWrJB12u9TGTf7KD5BlKgAupfRDUnJ0vAFBgNz/AdgyLA7sd52Dwi3gFA0gAABBqSURBVNfzzyt4vmMRBsYhrl6829VorWRv2sWmiyMWlO9qfSA9YoYS4EKKe2rg7HwBgAK7+TG+x7A2tttxro1/7aFkYhZL1tLL9Cg/N34Kx9W3d3tbTI7SQPK1EQtaaWZVa4slDCXAhWx34tjZ+QIABXbzY3yPYW1st+Pc+1BWlSxWqfWoWbI4CLUr+QzzzW0LDwT8Kfb9z2KEWvBMo12jSoahBLiQ5h7ftUMDAKewmx/jewyLfxfHufehjJUMKiY71Sy5HYRmhK6Oj6XXFfOnTDOl2q1Mi/k+kmQoAS6kucfnt2cA4Cx282ME4xmMc+Z60Eoyn2aG+SAzLWaCL09vYMRqdT+Oky7MUAJcyHYHjZ2dLwBQYDc/RjCYyVu1gEEryXxqaTSfeK1ksWI0scIOBmM1nF4tZiZa0KOgv11dSHaQPEMJcCHB10DR2fkCAAV282MEg5m8VQsYtJLMp5ZG84nHOTdHIG6u93pvepmci9GCHg0n0GyLSYYS4EKaHwTx/goAXIHd/BjBYOZvFQMGrSTzqaXRfOJxzpnEMh1MXu9Nr9jxrmjN4UomELQVd5A8QwlwIdsdNHZ2vgBAgd38MLXBDAY5cytZPkimWDfzxOPuNEvGt3rL96bX29/MiAVVxtqKO0ieoQS4kHiD7NoyAYCz2M0PUxvMYJAzt+JWMpGDur2daoYdGJagfD633pyT0ZrVJ9uKO0ieoQS4kGB37N0yAYCz2M0PUxvMYJCDwW9ej59gJpPME89MlThgs1ayfD7yWE//1hrIZ6ytTDGSjCbAhdS+HmrOzhcAKLCbH6Y2mMEIByPfvJVPJnN9oF+9KcF+TD6AC+n6+vQBAQDXZDcHHs/iBXAhjpMA4AG+d2q7OfBIFi+AC3GcBAAP4DgJeDyLF8CFOE4CgAf42ant5sDzWLwALqTrf8z0AQoA1+Q4CXg8ixfAhThOAoAHcJwEPJ7FC+BCur4+fYACwDVtd2q7OfAwFi+Aq9h+WTpOAoA7cpwEPJ7FC+AqHCcBwDM4TgIez+IFcBXFL0vHSQBwO46TgMezeAFcheMkAHiG4k5tNweexOIFcBWOkwDgGRwnAY9n8QK4itqXpeMkuCDvIBBwnAQ8nsUL4CocJ8FdbN/B5lsZFPA6w/PUXnm7ObsytTiSGQZwIcUvAMdJvFDv9O59O5qHO3GE4D1tppe/BdxX7dW2m9/X2O4QV2zuRLVdI65idnEM0wvgQorbf+37wCcClxVM2uA7e2ySD1QPCiSb3pZJxuy9C9xU/q334s9Lrv/lfSL3CDKFi2WChga2hkyosQ7CABML4EJ6vxLOyhNize/a2sfxwCQf+IYO7iabjnvRFbO3v8AtJNcEL/68/BYQlwweRLJksUByJsQtNqv0Ng1LmFgAF5L5SvBxwPXVZmzze3dgVm/rNt+UsVvFYplexAEnuw9cU3Kd8eLP2w5mbXibF5MLda1kHD9ZvtbiQBea/YJJJhbAhXR9WPg44EaCqTs5pbu+rZstZpLJdOQTfvo3awF3l1z0vPjz4oX3kzjZ6V2oayV7t4Dgbq25uF9BnGK/YFLh+DYz5zJvxV4pAzxX14eFlZYbCabu5JRuflvHb1P+1rZMJplmQC81PFJy0fPiz4sX3uLW0IxQu5sv2QwbFAiai/tVawh2Eh0nJd+T5C0AmoIVOLlEwzUl5/Zk5ExzcYuZZPLfSJkX1ksNj5Rfhbz4k7YjWRvb+GJzYY+Db0M1n28zz2TXzCXOUpvz0QswdguApvzya6XlXoKpG3wu90bONFer0ryVzG37nnaVb3cYuIN4EfDiL1RbdeNhL9aN49eCNDPJZN6ME1TJX4S12tM0fk/ytwBoij9B4rtwZcmPh4FJHlcvRhj+kskk1tuL3v4CtxCvA178hfLrf1Ayv+wPxM9knoxTrBInGecAM6rzLPme5G8B0BRv/z4OuKl43m4ndtc8H6g7/CWTyWoy/7gwcCPB2+3FXyi/C+RLFqtsL+YzyQffXm/GbF6sJQCT+iblzC0AmuLvj/guXFY8abezumueb9+LZvXhL5mxlBYWBu6iuRZ58VfZjmRt5PMlk1Xiws1HXCsQxEn2q5kqLNE9KYdvAdCU/1yw0nIj8aTt/Q4Jqn8qX975fJKp9qa0qjBwFzMLEV3ym0hxwIPHtH2IXc+0ubxn2g0yGYgDa5UnZdd7krwFQFP+c8FKy100J+3kR3DmZclUybQ7kNLawsBdNLdsL/4qzV1ge7FWPb5VFGcSP+WxOMnONluHeZl3xHESwEGai3C8PsMFjU3afJXMy5IPvuQjp6vLXmp4pO1uHqwqp2T4GMURji/WqidvZco3C3fFKc2m9v+CEjQNSxRnZnk6FuvkbwHQ1FyHm0s0XErmu6JZcazk2OdK5lZX8l35e6nhMbar38yqQqA4wvHFWvVmhPjWYXGavYgLwyrNidcx7+NbADQ1F2HLLPeS+Zzd3u36CB54WTJVglpxPjP5e6/hMT4ltTKnZPgYxaEuDnvXphCvzPkqwRzouh70KzMOzWGEAeWplp+p+VsANDW/AHwccC+ZGbst0DXPiyXzXzK1RoNXb0mva4XjNIC7yLzRXvMl8ktobcCL5eN1uKvKkutx14KhqI0bzKvOtmAKjt0CoKn4HZD8+ICzJD9tm9U/08dJmTcoWaX23nUNyJL8My0CV7N8YaEmv342r39KP4eb7W4vdhUOygfdrGUFR6q+cpn3sOsWAE2lb6Hoe+KsPOGveEJmpmtt2icneVy9FqG3Vu9Ll+/CWP7AxWXeaK85cGvVBS6z8AXXLYsAvZK/J620XEo8IZPTNTPze+sON7qtNfDSzXTh+2KyOeBqMivMwNoCcB2p1e3jOAlgf8Gnp69PLiuekPm5Gk/7TMWfiwP512p544BeNnTg8cqrW/BpNXYLgKbg09PXJ5cVT8jHzNVn9AI4jA0deLz4x0t5dSvebdYCIJZciq20AHB9NnTg2RoHScXVbaAKAE3JddViCwDXZ0MHnm3wYGisFgCB5NJqsQWAi7OhA483fio0UAWAQGNF3nx9npstAFBjQwceb2rxcpAEsFDvcZKFFwAuy4YOPJuVC+AqmsdJ/31u+vQEgIvr2tDt6cAdWbkAriJznPT3A/TsZAGAquSe7jgJuC8rF8BV+OIEgGdwnAQ8npUL4Cp8bgLAMzhOAh7PygVwFT43AeAZnCUBj2fxArgKH51wL5+v/2e62z+2b66fl9Cl+Pr8vfWn/78AuqwzRxlglMUL4Cp8dHKM71lUm12LfypxAcWZ8H2rWIaMn6GLRzvzUIIqxerz04NzLZ2PAAexeAFcxWHfnfORM4WbZQ775v5sfnQNtw7AI3XtKSe2DnAdFi+Aqzjgu3OPj2BgIS8vV/a87eYie2hXGgAXYfG6otrW0txvvgt8/v3/4/AT2ZYGF3TAp2dXE3BBT53hXuHHeORDTM7PG/Xxat3pHWGAKzhgeeSWzp6Z8EYHvKQ7rRi39qdyiH9iSmOePQee2rVXvbwP7ulTn2O+X3fp3WV71JsYwBUctkiScp1HcvbMhDc64D1d3kRvwNPtNFAn2u/pn+7l/bpj17bynb1pf5/Xta5HdpeuXb9HvcMOcAWnLJjjHtmraz6toekETNn7VV0YcyDVc+33CE6xx3O/iEd26j8P7trWg6fo54mPsut53aJ3t+vRQMIApzt35Ux5YJfu8JnVO+zAvL1f2PkgwxmeZe+RP1iyO/fq1F/P69Hnqv+L0U5ePj/v2LWuR3aLrt23R72ZA1zB2Wtn3XN68v/u1aPebIF5e7+zq2pd3wEDfqRkd+7Vqc/jHtO3B3dt65GT869H9i7fqbv0q6tH1+xUbxcAruDstXPj3tmX3LRHXWkDS+z32o6945P5HO+YcT5Msjs36tF/ntej/zz1eRXlO3vH/j61a897al09uninevsCcAVnr503/L9tznhAdwaeCzBpp5e3671eksORjhzbvXXMlft06q/n9eivRz6vrQdPzv88tXddD+5GvXtYj3ofE8AV3GnRPC3XtCd1Z+ABAZNOfHmXNH2kh/Xr5U/q7BynPLt3/3nw/Pzo3W279jD5eQhwHTdYKA9NccjzevSxq8EZjn9/V7V4mIf168FPisf4O/2eOkW9fVxBfjsAuI6LLpEHpTXneT361vvIgHmHvcILGzrMwQN4mJ/k//vjpn0BuJefxba2p/z9Z23ryexQQZWBCABXsO8CfZVUVntej370PjtgibNffQDYxZ/N6cz33nfGlgvArB33jPOTOMqfzf+ycVYmq+wy14CEs99+4Nf3u/kn93/5dRE/qZ4zfJzkZyYcPvsAeL6z9zou6expCfi/eKLDn81hxyf3v/8XL8Ie8tO4OLF/Qp3QAQDgXys+Y3mis2cmcITmIvD9z/0Xnt2dOtgAAPAcvx/Zvd/li7/0X+DP5j86+B75/GMbf9LpPAEAAAC2nBq8hbMkAAAAYAkHB2/hOAkAAABYwsHBWzhOAgAAAJZwcPAWjpMAAACAJRwcvIXjJAAAAGAJBwdv4TgJAAAAWMLBwStsj4qcKAEAAABjnBq8guMkAAAAYBWnBm/xc1TkOAkAAAAY49TgLbr+66RzUwUAAACuzMHBW3T910lnJwsAAABcl4ODt9ieFjlOAgAAAAY4OHiLruMkJ0oAAABAjVODt9ieEzlOAgAAAAY4NXiL4jmRsyQAAACgl4ODtyieFjlOAgAAAHo5OHgL/3USAAAAsISDg7eoHRU5TgIAAAC6ODh4i9ppkeMkAAAAoIuDg7dwnAQAAAAs4eDgLRwnAQAAAEs4OHiL4MDIiRIAAACQ59TgLRwnAQAAAEs4NXgLx0kAAADAEk4N3iI+LXKcBAAAACQ5NXgLx0kAAADAEk4N3iI+MHKcBAAAACQ5NXiL5oGR4yQAAAAgw6nBWzhOAgAAAJZwavAW2+Ok+P/e7aw8AQAAgItzavAWjpMAAACAJZwavEXxOCk4UTorTwAAAODinBq8heMkAAAAYAmnBm/hOAkAAABYwqnBWzhOAgAAAJZwavAWjpMAAACAJZwavEjzRMlxEgAAANDk1OBFHCcBAAAA85wavIjjJAAAAGCeU4MXqR0n/T08cpwEAAAANDk1eIvgLMlxEgAAAJDn1OAtHCcBAAAASzg1eIv4OOm/8yPHSQAAAECTU4O3cJwEAAAALOHU4EUcJwEAAADznBq8SPM/UHKcBAAAADQ5NXgRx0kAAADAPKcGL+I4CQAAAJjn1OAtus6SHCcBAAAANU4NXsRxEgAAADDPqcGLOE4CAAAA5jk1eBHHSQAAAMA8pwZv0XWW5DgJAAAAqHFq8BaOkwAAAIAlnBq8iOMkAAAAYJ5TgxdxnAQAAADMc2rwIo6TAAAAgHlODV7EcRIAAAAwz6nBizhOAgAAAOY5NXgRx0kAAADAPKcGL+I4CQAAAJjn1OBFHCcBAAAA85wavIjjJAAAAGCeU4O36DpLcpwEAAAA1Dg1eAvHSQAAAMASTg3ewnESAAAAsIRTg7dwnAQAAAAs4dTgLRwnAQAAAEs4NXgLx0kAAADAEk4N3sJxEgAAALCEU4O3cJwEAAAALOHU4EUcJwEAAADz/g9CDFK5TskqWQAAAABJRU5ErkJggg==

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den Sensor kenn ich schon. Aber weiss noch nicht zu 100% wie der schaltet. Ist es ein 1/0 Schalter, der im ruhenden Zustand geschlossen, also auf 1 ist?

 

 

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Hallo, nach langem Mitlesen in diesem Forum kann ich mich hier mal einbringen, nach eigener leidvoller Erfahrung mit dem iX-ABS.

 

Es ist schon was besonderes, das iX-ABS. Es hat nämlich einen zusätzlichen Sensor. Der wird bei der Fehlersuche gerne mal übersehen.

 

Und zwar ist es ein Beschleunigungssensor, der feststellen soll wie stark das Auto bremst (also eigentlich ein Verzögerungssensor). Der sitzt - wenn ich mich an meinen früheren iX (VFL-Modell) richtig erinnere - vorne links auf dem Federbeindom. Ein kleines schwarzes Kästchen, maximal halb so groß wie eine Zigarettenschachtel.

 

Bei mir war es so, dass ein Marder das Kabel angebissen hatte (war kaum sichtbar). Das sorgte dafür, dass das ABS einige Zeit nach dem Losfahren die Warnlampe anknipste und sich selbst abschaltete. Bis zum Aufleuchten hat es aber einwandfrei gearbeitet.

 

Also, vielleicht auch mal diesen Sensor und dessen Verkabelung checken. Ich versuch mal einen Ausschnitt aus dem Schaltplan zu verlinken:

 

Für den Fall das Verlinken nicht klappt: der Sensor sitzt zwischen Pin 1 (Zündungsplus) und 16.

 

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

 

Super Sache, danke für den Tipp, weil das Kabel schaut bei mir auch angebissen aus.

MfG

JPM

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Also der sensor ist es bei mir auch nicht. Werde morgen einen anderen abs block probieren ..

 

@JPM: ich habe meinen 325ix letztes jahr bei dir in der nähe gekauft ;)

 

 

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  • 2 Wochen später...

Problem endlich gelöst :-D:-UU

 

Hab die Relais vom ABS Hydraulikblock innen und aussen mit Elektroreiniger/Kontaktspray gereinigt und seit dem funktioniert es ganz normal und nicht nur 10 sekunden :yeah:

 

 

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  • 2 Wochen später...

also das ABS hatte damals doch noch nicht wirklich richtig funktioniert..nur bei der ersten vollbremsung..bei der zweiten nicht mehr.

 

habe jetzt noch einen abs ring getauscht weil der auf 3 zacken eine delle hatte und den abs pumpenmotor

 

 

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