tag:blogger.com,1999:blog-61012045736703469262024-02-02T11:21:08.656-08:00Sternfreunde-Breisgau e. V.Sternfreunde-Breisgau e. V.http://www.blogger.com/profile/17110515468374037865noreply@blogger.comBlogger81125tag:blogger.com,1999:blog-6101204573670346926.post-31052956641938493782016-09-19T03:45:00.000-07:002016-09-20T01:54:09.829-07:00Sonnenfotografie in H alpha mit dem PSTIm Jahr 2016 nimmt die Sonnenaktivität weiter ab - es geht auf das nächste Minimum zu, das ca. 2019/20 erreicht werden dürfte. Dennoch tauchen immer noch von Zeit zu Zeit größere Aktivitätsgebiete auf der Sonne auf. In der ersten Septemberhälfte 2016 zog eine große Sonnenfleckengruppe über die Sonnenscheibe, in deren Umfeld auch ein großes Filament zu beobachten war. Am 11. September hatte ich die Gelegenheit, die Sonnenfleckengruppe in der Nähe des Westrandes und unweit davon Reste des Filaments als Protuberanz über dem Sonnenrand mit meinem kleinen H alpha-Fernrohr (PST) zu beobachten. <br />
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Ich hatte mir auch schon lange vergenommen, mal einen Fotoversuch mit der Sonne in H alpha zu unternehmen. Das ist mit dem PST nicht ganz einfach, weil bauartbedingt der Fokus für die meisten Kameras nicht erreicht wird. Im Internet finden sich Anleitungen, wie man trotzdem zu Bildern kommt. Entweder wird der Einsatz einer Barlow-Linse empfohlen (hat bei mir nicht funktioniert), oder man versucht es mit Okularprojektion. Mein Baader-Zoom-Okular 8-24 mm hat augenseitig unter einem Gummiring ein Gewinde, auf das nach Abziehen des Gummirings ein mitgelieferter Adapter SP54 auf T2 aufgeschraubt werden kann. Auf diesen Adapter passt ein Übergangsstück auf 1 1/4"-Okularstutzen, in den dann die DMK31-Kamera mit 1 1/4"-Hülse eingeschoben werden kann. Mit diesem Aufbau wird tatsächlich der Fokus erreicht und bereits das Rohbild der Kamera auf dem Computerbildschirm ist beeindruckend, wenn das PST richtig auf die H alpha-Linie eingestellt ist.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXtJ_P4YQ3sG4HqSc47qYmj7MpdWzoht9J-xHLyYE2kpvGEoWnWrqjXCBOmOmAZtRHir894ew2W_HA0TdPVnwOPYgttZKnR2mDVnZVFTxkBMb2hD_EJXkRiBg0BvICgzjdgFHuIzC0HSI/s1600/IMG_5568.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXtJ_P4YQ3sG4HqSc47qYmj7MpdWzoht9J-xHLyYE2kpvGEoWnWrqjXCBOmOmAZtRHir894ew2W_HA0TdPVnwOPYgttZKnR2mDVnZVFTxkBMb2hD_EJXkRiBg0BvICgzjdgFHuIzC0HSI/s320/IMG_5568.JPG" width="320" height="213" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl6XLW2Ja3gZVHv_Arba6OsFppVN1-Pn3ThwRmjpCopXDq6AMzvRKR_CTyc3R_cEyD1gESTYPtw52qbr65a05y3YzGgBT8VAaJsD7E0Wok_AUU2h6xFxwcJww-q9Q24EOv62-3CN7t_Mo/s1600/IMG_5570.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl6XLW2Ja3gZVHv_Arba6OsFppVN1-Pn3ThwRmjpCopXDq6AMzvRKR_CTyc3R_cEyD1gESTYPtw52qbr65a05y3YzGgBT8VAaJsD7E0Wok_AUU2h6xFxwcJww-q9Q24EOv62-3CN7t_Mo/s320/IMG_5570.JPG" width="213" height="320" /></a></div><br />
Das übrige Prozedere ist ähnlich wie bei der Mond- oder Planetenfotografie. Mit der DMK-Kamera nimmt man einen Videofilm auf, der anschließend mit einer geeigneten Software, z.B. AviStack oder Giotto, bearbeitet wird. Dadurch werden die Störungen der Erdatmosphäre deutlich reduziert, das Bild erreicht im Idealfall das Auflösungsvermögen, das das Fernrohr erreichen kann. Der Kontrast kann dem Bildmotiv angepasst werden. Die Protuberanzen am Sonnenrand sind meist erheblich lichtschwächer als die Strukturen auf der Scheibe. Mit einer 8 bit-Kamera ist dieser Kontrastumfang kaum zu meistern. Deshalb habe ich Scheibe und Protuberanzen getrennt aufgenommen und bearbeitet und zum Schluss zusammen montiert. (Der Protuberanzenfilm deckte einen kleineren Bereich des Sonnenrandes ab, deshalb ist der helle Sonnenrand aus dem Protuberanzenfilm in der Montage unvollständig).<br />
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Das Ergebnis ermutigt zu weiteren Versuchen, zumal der Aufwand bei der Aufnahme vergleichsweise klein ist. Ein einige Stunden vorher aufgenommenes, wesentlich besseres Bild findet sich <a href="http://apod.nasa.gov/apod/image/1609/Filaprom_Lawrence_1600.jpg">hier</a>.<br />
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Martin Federspiel Martinhttp://www.blogger.com/profile/12013048384195534003noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-45139445338223853242016-09-13T03:33:00.001-07:002016-09-13T03:33:58.936-07:00360° Sternwarte<blockquote data-width="500" data-height="375" class="ricoh-theta-spherical-image" >SFB #theta360de - <a href="https://theta360.com/s/puU15LGpj3ADNLFgk6FOnk75U" target="_blank">Spherical Image - RICOH THETA</a></blockquote>
<script async src="https://theta360.com/widgets.js" charset="utf-8"></script>Achim Schallerhttp://www.blogger.com/profile/17790919397873143853noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-85732561419036186392016-09-12T22:19:00.000-07:002016-09-12T22:20:35.312-07:00Sommerabend über der SternwarteEin weiteres Video von Christian Dorner...<br />
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<iframe allowfullscreen="" frameborder="0" height="360" mozallowfullscreen="" src="https://player.vimeo.com/video/182462920" webkitallowfullscreen="" width="640"></iframe><br />
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<a href="https://vimeo.com/182462920">Sternwarte Schauisland - Sternfreunde Breisgau e.V.</a> from <a href="https://vimeo.com/user56317411">Sternfreunde Breisgau e.V.</a> on <a href="https://vimeo.com/">Vimeo</a>.Achim Schallerhttp://www.blogger.com/profile/17790919397873143853noreply@blogger.com2tag:blogger.com,1999:blog-6101204573670346926.post-62808961775972764052016-09-12T03:49:00.001-07:002016-09-12T03:49:29.634-07:00SternwartenvideoSchon vor einiger Zeit haben unser Mitglied und Filmemacher Elias Danner (<a href="http://www.mammut-studios.com/" target="_blank">www.mammut-studios.com</a>) und Christian Dorner ein Video von der Sternwarte gemacht...<br />
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<iframe allowfullscreen="" frameborder="0" height="360" mozallowfullscreen="" src="https://player.vimeo.com/video/181562291" webkitallowfullscreen="" width="640"></iframe>
<a href="https://vimeo.com/181562291">Sternwarte Schauisland | Sternfreunde Breisgau e.V.</a> from <a href="https://vimeo.com/user56317411">Sternfreunde Breisgau e.V.</a> on <a href="https://vimeo.com/">Vimeo</a>.Achim Schallerhttp://www.blogger.com/profile/17790919397873143853noreply@blogger.com4tag:blogger.com,1999:blog-6101204573670346926.post-13003701804253477462015-12-16T11:05:00.002-08:002015-12-16T11:07:14.405-08:00Geminiden im Dezember <br />
Kurzentschlossen machte ich mich dann doch auf, um auf dem Schauinsland zumindest eine Stunde lang den Sternschnuppen hinterher zu fotografieren. Von den 14 Meteoren, die ich gesehen habe, landeten zwei auf dem Bild. Wie man es von Geminiden erwartet, scheinen sie aus dem Sternbild Zwillinge zu kommen.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc3CreI6v0fm8A7g7-go1pS2-3YIqQgmL3wXBQo2nyq3zikSvllHtbFmI7_okxGLUH2QtoTZS5bFd-19LshyiOXOtHB-_6RomrrKYNetuHRAV_zmj10WY9Re8i8HTua1lYvlLjunZxfy8/s1600/2Geminiden.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc3CreI6v0fm8A7g7-go1pS2-3YIqQgmL3wXBQo2nyq3zikSvllHtbFmI7_okxGLUH2QtoTZS5bFd-19LshyiOXOtHB-_6RomrrKYNetuHRAV_zmj10WY9Re8i8HTua1lYvlLjunZxfy8/s320/2Geminiden.jpg" title="Geminiden, Canon 100 mod, 14 mm bei f:2.8" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Geminiden, Canon 1000d mod, 14 mm bei f:2.8, 20s</td></tr>
</tbody></table>
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Stephan Studer<br />
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SteStuhttp://www.blogger.com/profile/01646203680949500976noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-64798793370101361782015-09-26T03:07:00.000-07:002015-09-26T03:35:16.317-07:00AME 2015<div dir="ltr" style="text-align: left;" trbidi="on">
Wie jedes Jahr hatten die Sternfreunde Breisgau e.V. wieder einen Stand auf der Astronomiemesse AME in Villingen-Schwenningen. Zum Einsatz kamen dabei auch unsere neuen Roll-Up Plakate und Werbe-Flyer. Leider wurden auf Grund eines Druckfehlers unsere neuen Kalender nicht rechtzeitig fertig. Die Kalender werden aber auf den Sternfreunde-Abenden verkauft werden und wer es nicht dorthin schafft, kann sich gerne ein oder mehrere Exemplare zuschicken lassen.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBoxao7DepQ-dpbTHRNJ3naTbXu0MyJsrPS-jDzswiJ2JpdZEw1B3Ba19xI3peA2nGBqW3yfVpWC-9ZJOB-wMXQAlNO84RtGtE21LLdzviWE3QaYjw9qjTOLETCQHy51sCsugvw6iHVk4/s1600/IMG_2043.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="425" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBoxao7DepQ-dpbTHRNJ3naTbXu0MyJsrPS-jDzswiJ2JpdZEw1B3Ba19xI3peA2nGBqW3yfVpWC-9ZJOB-wMXQAlNO84RtGtE21LLdzviWE3QaYjw9qjTOLETCQHy51sCsugvw6iHVk4/s640/IMG_2043.JPG" width="640" /></a></div>
Mit einem Beamer wurde im Hintergrund ein Film gezeigt, der die Schauinsland-Sternwarte aus der Vogelperspektive zeigt. Mehrere gebrauchte Teleskope wechselten den Besitzer.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjN0T-IfRs4jIayzgSTL79CXppcNi4yU9dDv9tKvSdjzZXQ6Iz4GClRhTS5PiQ8KOPnM6PUmCw6xHIf6uVSQ3ytExMmpSeGRJYhM80yKD0etTTZhnNvF_Ss2GzgnKo8WyO-Gt0DU6A8epI/s1600/IMG_2048.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjN0T-IfRs4jIayzgSTL79CXppcNi4yU9dDv9tKvSdjzZXQ6Iz4GClRhTS5PiQ8KOPnM6PUmCw6xHIf6uVSQ3ytExMmpSeGRJYhM80yKD0etTTZhnNvF_Ss2GzgnKo8WyO-Gt0DU6A8epI/s400/IMG_2048.JPG" width="400" /></a>Zu Gast bei den Sternfreunden war Sandor Cuzdi mit seinen<br />
modifizierten
Bahtinov-Masken, die vor allem von Astrofotografen als Fokussierhilfe
eingesetzt werden.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEDHlTq9PCSPZxxYiMeanNNh_nqqXOh7PbRBmyY7Ka95aUssj1pl-5Fx9co80aMwlhFyVGJnd_XclDVtcZRqMeO0mi3FZ6zgz6hibO2fKPK1OckdeRnEoWMASSqAZK934LT9n_2aexFME/s1600/IMG_2047.CR2" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEDHlTq9PCSPZxxYiMeanNNh_nqqXOh7PbRBmyY7Ka95aUssj1pl-5Fx9co80aMwlhFyVGJnd_XclDVtcZRqMeO0mi3FZ6zgz6hibO2fKPK1OckdeRnEoWMASSqAZK934LT9n_2aexFME/s320/IMG_2047.CR2" width="212" /></a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMixOUAPs96NFRBKosxb3f6sRcxFK_lrQxyjnmkcZYmsUZBfN2jIymcaQywsAOwWnN3z9VUTiGQTqqx54hjgCmJykaVlvaoliIohDfroa4sRqWl7x12OUSVJHoplbiXzcLtaj8DgGwAVQ/s1600/IMG_2050.CR2" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMixOUAPs96NFRBKosxb3f6sRcxFK_lrQxyjnmkcZYmsUZBfN2jIymcaQywsAOwWnN3z9VUTiGQTqqx54hjgCmJykaVlvaoliIohDfroa4sRqWl7x12OUSVJHoplbiXzcLtaj8DgGwAVQ/s400/IMG_2050.CR2" width="400" /></a>Achim stellte seine auf Basis eines Arduino-Mikroprozessors selbstgebaute Montierungssteuerung aus.<br />
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Leohttp://www.blogger.com/profile/04919798908471525367noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-83620419589538310982015-09-26T02:32:00.001-07:002015-10-14T11:59:36.626-07:00Mondfinsternis am 28. September 2015<div dir="ltr" style="text-align: left;" trbidi="on">
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In der Nacht von Sonntag 27.9. auf Montag 28.9. wird es eine totale <br />
Mondfinsternis geben. Am Anhang finden sie eine Graphik, in der die <br />
wichtigsten Etappen dieser Finsternis angegeben sind (Zeiten in UTC, für <br />
MESZ 2 Stunden hinzuaddieren, Beginn Eintritt in den Kernschatten also <br />
Montag 3h07m MESZ).<br />
<br />
Bei einer totalen Mondfinsternis finde ich besonders zwei Aspekte <br />
interessant:<br />
<br />
1.) die Beobachtung der Verfärbung;<br />
2.) die Messung der Vergrößerung des Erdschattens.<br />
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<b>Verfärbung und Helligkeit des Mondes im Kernschatten</b><br />
<br />
Der Reiz einer totalen Mondfinsternis besteht darin, dass der Mond <br />
selbst während der Totalität gar nicht vollständig dunkel erscheint, <br />
sondern meistens in fahlen roten, grauen und braunen Farbtönen schimmert <br />
(siehe angehängte Reihenaufnahme). Ursache für diese "Restbeleuchtung" <br />
ist die Erdatmosphäre. Sonnenlicht, das die Erdatmosphäre an der <br />
Tag-Nachtgrenze fast streifend trifft, wird in der Atmosphäre ähnlich <br />
wie in einer Linse ein wenig abgelenkt und in den Kernschatten der Erde <br />
hineingebrochen. Und weil auf dem langen Weg durch die Atmosphäre der <br />
blaue Anteil des Lichts viel stärker an den Luftteilchen gestreut wird <br />
als der rote, beleuchtet das indirekte Licht den Mond vorwiegend in <br />
warmen Farbtönen. Wir können eine Mondfinsternis als ein natürliches <br />
Experiment auffassen, bei dem der Mond als mobile Leinwand im <br />
Erdschatten dient. Das vom Mond aufgefangene Licht verrät uns dabei <br />
einiges über unsere Erdatmosphäre.<br />
<br />
Eine wichtige Rolle für die Beleuchtungsverhältnisse auf dem Mond <br />
während der Finsternis spielt die Position des Erdtrabanten im Schatten. <br />
In den äußeren Schattenbereichen in der Nähe der Schattengrenze ist es <br />
noch relativ hell. Hier dominieren Grautöne gemischt mit etwas Gelb oder <br />
Orange. In Richtung Zentrum wird es dann immer dunkler und die <br />
Verfärbung ist oft kupferrot bis braun. Bei der Finsternis vom 28. <br />
September zieht der Mond durch den südlichen Teil des Kernschattens der <br />
Erde. Der südliche Teil des Mondes bewegt sich während der Totalität <br />
immer im stärker beleuchteten Randbereich des Kernschattens und wird <br />
also heller erscheinen als der zentrumsnähere nördliche Teil des Mondes.<br />
<br />
Helligkeit und Verfärbung des Lichtes im Kernschatten hängen zudem vom <br />
Zustand der Hochatmosphäre ab, etwa vom Staubgehalt und von der <br />
Bewölkungssituation an der Tag-Nachtgrenze der Erde. Nach einem starken <br />
Vulkanausbruch und entsprechenden Aschemengen in der Hochatmosphäre kann <br />
es vorkommen, dass der Mond in der Nähe des Schattenzentrums gar nicht <br />
mehr zu sehen ist.<br />
<br />
Das bisher Gesagte spricht für eine relativ helle Finsternis. <br />
Erfahrungsgemäß erscheint der Mond bei Finsternissen, bei denen er im <br />
erdnahen Teil seiner elliptischen Bahn steht, etwas dunkler als bei <br />
solchen, bei denen er die maximale Entfernung von der Erde hat. Am 28. <br />
September steht der Mond fast genau in Erdnähe, sodass die Finsternis <br />
vielleicht nicht zu den allerhellsten zählen wird.<br />
<br />
Die Helligkeit und Verfärbung des Mondes bei Mondfinsternissen wird in <br />
einer fünfstufigen Skala nach dem französischen Astronomen André Danjon <br />
eingeschätzt:<br />
L=0 Sehr dunkle Finsternis. Der Mond erscheint grau-schwarz und ist <br />
fast unsichtbar, speziell zur Finsternismitte.<br />
L=1 Dunkle Finsternis von grauer oder bräunlicher Färbung. Details <br />
lassen sich nur mit Schwierigkeit erkennen.<br />
L=2 Tiefrote oder rostige Färbung. Sehr dunkler Zentralschatten, <br />
wohingegen der äußere Rand des Kernschattens relativ hell ist.<br />
L=3 Ziegelrote Färbung. Kernschatten hat gewöhnlich einen hellen oder <br />
gelben Rand.<br />
L=4 Sehr helles kupferrot oder orange Färbung. Kernschatten hat einen <br />
bläulichen, sehr hellen Rand. Oberflächeneinzelheiten sind ohne weiteres <br />
zu erkennen.<br />
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<br />
<b>Vermessung des Erdschattens</b><br />
<br />
Die Erdatmosphäre macht sich noch durch drei andere Effekte bei einer <br />
Mondfinsternis bemerkbar:<br />
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- Bereits mit einem kleinen Fernrohr ab ca. 30facher Vergrößerung <br />
erkennt man, dass die Grenze des Kernschattens nicht scharf, sondern <br />
verwaschen erscheint. Es ist gar nicht so einfach zu sagen, wann der <br />
Mondrand oder ein Krater genau an der Schattengrenze steht.<br />
- Der Erdschatten erscheint knapp 2% größer als aufgrund der Dimensionen <br />
des festen Erdkörpers zu erwarten wäre.<br />
- Der Erdschatten ist stärker abgeplattet als die Erdkugel.<br />
<br />
Schattenvergrößerung und -abplattung lassen sich relativ einfach dadurch <br />
bestimmen, dass man die Zeiten misst, zu denen gut sichtbare Mondkrater <br />
beim Ein- oder Austritt in den bzw. aus dem Kernschatten gerade an der <br />
Kernschattengrenze stehen. Da die Position der Mondkrater und die <br />
Mondbewegung genau bekannt sind, kann man zu jeder gemessenen Ein- bzw. <br />
Austrittszeit Richtung und Winkelabstand des Kraters vom <br />
Schattenzentrum, also den Schattenradius, berechnen. Aus der Gesamtheit <br />
der so berechneten Schattenradien ergeben sich dann Größe und Form des <br />
Erdschattens.<br />
<br />
Ein- und Austrittszeiten für 70 Formationen auf dem Mond sowie eine <br />
Aufsuchkarte und praktische Hinweise für die Beobachtung finden sich im <br />
Anhang.<br />
<br />
Aus der Messung der Zeiten, zu denen Objekte auf der Mondoberfläche bei <br />
einer Mondfinsternis den Rand des Kernschattens der Erde passieren, <br />
lässt sich die Größe und Abplattung des Kernschattens bestimmen.<br />
<br />
Besonders geeignet für derartige Messungen sind kleine helle Krater, die <br />
insbesondere bei Vollmond gut sichtbar sind. Auf dieser Seite sind die <br />
voraussichtlichen Ein- und Austrittszeiten von 70 Kratern/Formationen <br />
der Liste von A. Rükl für die Finsternis vom 28.9.2015 für eine <br />
angenommene Schattenvergrößerung von 1.8% angegeben. Die Formationen <br />
sind auf der angehängten Abbildung des Vollmondes eingezeichnet (die <br />
Ziffern stehen in der Regel rechts der Formation) und können anhand der <br />
in den Tabellen angegebenen selenographischen Koordinaten l und b auf <br />
einer guten Mondkarte identifiziert werden.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimCslJYN0sjhzl5-Q2lX6q_M6RZN4tzrT7IZa_9QIlOnA1CsGLjyXkX_9hNlWGl0knciUi3vxsWbtaLhMFOIcQj0XW9zxXfhtCyD3Gk2eAsAYi8QglXxVEG0N2VS0fmPIbEMQRVcsd_e4/s1600/mofi_krater.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="628" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimCslJYN0sjhzl5-Q2lX6q_M6RZN4tzrT7IZa_9QIlOnA1CsGLjyXkX_9hNlWGl0knciUi3vxsWbtaLhMFOIcQj0XW9zxXfhtCyD3Gk2eAsAYi8QglXxVEG0N2VS0fmPIbEMQRVcsd_e4/s640/mofi_krater.gif" width="640" /></a></div>
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<a href="http://www.sternfreunde-breisgau.de/pdf/mofi20150928_krater.pdf">PDF-Datei mit Mondkratern</a><br />
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<b>Hinweise für die praktische Durchführung</b><br />
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- Es empfiehlt sich dringend, die Objekte rechtzeitig vor der Finsternis <br />
am Fernrohr zu identifizieren. Während der Finsternis ist dazu keine Zeit.<br />
- In der Praxis wird ein einzelner Beobachter nur einen Teil der Ein- <br />
bzw. Austritte beobachten können.<br />
- Es empfiehlt sich dringend, einen Helfer um die Protokollierung der <br />
gemessenen Zeiten und um die Ansage des jeweils nächsten Ereignisses zu <br />
bitten. Dazu muß ein Protokollblatt vorbereitet werden.<br />
- Wegen der verwaschenen Kernschattengrenze ist die Bestimmung der Ein- <br />
bzw. Austrittszeiten nicht ganz einfach. Folgende Methode hat sich <br />
bewährt: Man notiert, wann der Schatten das Objekt "wahrscheinlich" <br />
(T1), "ziemlich sicher" (T2) und "ganz sicher" (T3) erreicht hat. Bei T3 <br />
ist das Objekt schon ganz in den Schatten eingetreten bzw. schon ganz <br />
wieder ausgetreten. Die gemessenen Zeiten sind um einige Sekunden <br />
unsicher. Man bildet schließlich folgenden Mittelwert: T=(T1+2T2+T3)/4.<br />
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Viel Erfolg bei der Beobachtung!<br />
<br />
Martin Federspiel<br />
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<br />
PS: Hier zwei externe Links mit Informationen zur Mondfinsternis:<br />
<a href="http://universe2go.com/de/totale-mondfinsternis-am-28-09-2015-infografik/" target="_blank">http://universe2go.com/de/<wbr></wbr>totale-mondfinsternis-am-28-<wbr></wbr>09-2015-infografik/</a><br />
<span class="im"><a href="http://www.hotel.de/blog/mondfinsternis/" rel="nofollow" shape="rect" target="_blank">http://www.hotel.de/blog/<wbr></wbr>mondfinsternis/</a><span style="color: black;"></span> </span></div>
Leohttp://www.blogger.com/profile/04919798908471525367noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-82351203800445686942015-03-22T12:50:00.000-07:002015-03-23T10:02:04.736-07:00<h2>
<span style="color: white;"><span style="font-size: large;"><span style="color: black;">Partielle Sonnenfinsternis</span> </span></span></h2>
<h4>
<span style="font-size: small;"> am 20. März 2015</span></h4>
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In Freiburg war der Himmel wolkenlos, und die Einladung des Planetarium Freiburg und der Sernfreunde Breisgau zur Beobachtung an der Richard-Fehrenbach-Gewerbeschule wurde sehr gut besucht. Der Andrang an die 13, mit Weisslicht- oder H-alpha- Filter, ausgerüsteten Teleskope war sehr gross und es bildeten sich sogar kleine Schlangen mit geduldig wartenden Gästen.<br />
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<h4>
<span style="font-weight: normal;">Link zur Animation:</span></h4>
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<a href="https://www.dropbox.com/s/elmgazumxfznwck/2015_03_20_SoFi_MM.mp4?dl=0">https://www.dropbox.com/s/elmgazumxfznwck/2015_03_20_SoFi_MM.mp4?dl=0</a></div>
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Aufgenommen mit einem 80/500 mm Refraktor.<br />
Canon EOS 1000d<br />
ISO 200 - 1/1600s<br />
Baader Sonnenfilterfolie visuell <br />
Die Einzelbilder des Films wurden im Abstand von einer Minute photographiert.<br />
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<br />
Peter Dietrich<br />
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<br />Peterhttp://www.blogger.com/profile/14665760298566007339noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-58794299543759805002015-02-17T01:52:00.004-08:002015-02-17T01:52:57.256-08:00Jupitermonde: Io bedeckt und verfinstert Ganymed am 12. Februar 2015Erde und Sonne stehen zur Jupiteropposition im Februar 2015 genau in der Äquatorebene des Gasriesenplaneten und damit auch in der Bahnebene der vier großen Jupitermonde. Für einige Monate um diesen Zeitpunkt herum kommt es daher immer wieder zu gegenseitigen Bedeckungen und Verfinsterungen der Jupitermonde untereinander (siehe dazu auch meinen Artikel in den <i>Mitteilungen</i> der SFB (Januar bis April 2015).<br />
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Am 12. Februar hat endlich alles geklappt: Bei sehr guten Wetterbedingungen und zu akzeptabler Zeit konnte gegen 22.26 Uhr MEZ zunächst die partielle Bedeckung des Mondes Ganymed durch Io beobachtet werden. Wenige Minuten später gegen 22.47 Uhr MEZ fiel dann für insgesamt 7 Minuten der Schatten von Io auf Ganymed (ringförmige Verfinsterung). Lutz Bath und ich haben dieses Ereignis auf dem Kandel beobachtet und aufgenommen.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXYUudmuFsfvmdUZOAz1BGKy2a25jPWRcGjNMCZA7e5e4KuWtghmJ06vuQr2-bKKr5CmamXS9a5x2vAz_uE78gbAi02aHTE0aLJ66QHkZKITlk4Ph9-XnSdSAyxcp_tjznN0VjHYCzsOI/s1600/jupiter_20150212_R.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXYUudmuFsfvmdUZOAz1BGKy2a25jPWRcGjNMCZA7e5e4KuWtghmJ06vuQr2-bKKr5CmamXS9a5x2vAz_uE78gbAi02aHTE0aLJ66QHkZKITlk4Ph9-XnSdSAyxcp_tjznN0VjHYCzsOI/s1600/jupiter_20150212_R.gif" /></a></div><br />
Die Animation zeigt zunächst die partielle Bedeckung, wobei Ganymed minimal südlich (unterhalb) von Io steht. Dann laufen beide Monde auseinander, Ganymed in Richtung auf Jupiter zu. Deutlich ist zu sehen, dass Ganymed kurz schwächer wird, bei sehr genauem Hinsehen erkennt man sogar auf einem Bild Ios Schatten im südlichen Teil von Ganymed. <br />
<br />
In der halben Stunde, die die Animation abdeckt, rotiert auch Jupiter ein Stück weiter. Der "Große Rote FLeck" nähert sich dem Westrand der Jupiterscheibe. Es sind noch zahlreiche weitere Einzelheiten in den Wolkenstrukturen auf Jupiter zu erkennen, wie z.B. Girlanden in der turbulenten Äquatorgegend zwischen den beiden dunklen Äquatorbändern und drei weiße Flecken südöstlich des "Großen Roten Flecks".<br />
<br />
Da die Bilder von Hand aufeinander zentriert und gedreht wurden, springen die Monde scheinbar ein wenig auf und ab. Das ist natürlich in Wirklichkeit nicht so. Aufnahmen: 10" Meade-SCT@f/10+DMK31-Kamera, Rotfilter, Bearbeitung mit RegiStax 6.1.<br />
<br />
Ich bin sehr gespannt, was die fotometrische Auswertung der Bilder von Lutz Bath ergibt. <br />
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Martin FederspielMartinhttp://www.blogger.com/profile/12013048384195534003noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-73212566873650814262014-08-31T02:50:00.001-07:002014-08-31T02:59:28.111-07:00Sommerspätlese von 2013<div dir="ltr" style="text-align: left;" trbidi="on">
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Der diesjährige Sommer war astrotechnisch leider nicht so ergiebig. Dafür zeige ich hier zwei Bilder vom letzen Jahr: NGC 6914 und NGC 6604.</div>
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NGC 6914 ist ein blauer Reflexionsnebel eingebettet in rötliche Wasserstoffemissionsnebel im Sternbild Schwan. Die Entfernung zu uns beträgt ca. 6.000 Lichtjahre. Im Vordergrund zeichnen sich dunkle Staubwolken ab.</div>
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Auf folgendem Schwarz-Weiß-Bild ist der selbe Bildausschnitt im Licht der H-Alpha Emissionslinie zu sehen. Wie man unschwer erkennt, ist vom bläulichen Licht des Reflexionsnebels nichts mehr zu sehen. Dafür zeichnen sich Details in den Staubwolken besser ab. Das obige Farbbild ist eine Kombination aus LRGB- und H-Alpha-Aufnahmen.</div>
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Aufnahmedaten:</div>
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Schauinslandsternwarte, 1. und 2. August 2013</div>
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SBIG ST10 am 15"-Newton, bei 1300mm Brennweie </div>
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H-alpha: 9x1200sec + 1x600sec mit Custom Scientifics 3nm filter (danke Uli!)</div>
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Luminanz: 18x30sec + 2x60sec + 18x180sec + 1x300sec</div>
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RGB (2x2 Binning): 18x120sec, 18x120sec, 18x180sec<br />
Gesamtbelichtungszeit: 6h 8min</div>
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Bildbearbeitung in PixInsight </div>
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(Die Aufnahmedaten waren Teil des Unterrichtsmaterials des Pixinsight-Workshops mit Vicent Perris 2013 in München. Davon habe ich bei der Bildbearbeitung viel profitiert.)</div>
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<span class="editable meta-field photo-desc "></span><span class="editable meta-field photo-desc ">NGC6604 ist die Bezeichnung eines offenen Sternhaufens im Sternbild Schlange, ca. 2° nördlich vom sehr viel bekannteren Adlernebel. Die Entfernung beträgt ca. 5.500 Lichtjahre. Der dazugehörige rötliche Emissionsbebel hat die Nummer 54 im Sharpless-Katalog und gehört gemeinsam mit dem Adlernebel M16 und dem Omega-Nebel M17 zu einem großen zusammenhängenden Komplex aus Dunkelwolken und ionisiertem Wasserstoffgas.</span></div>
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Aufnahmedaten:<br />
Schauinslandsternwarte, 12. und 15. Juli 2013<br />
EOS1000D (astromodifiziert) mit IDAS LPS 2 Kontrastfilter<br />
Canon 300mm Teleobjektiv + 1.4x Telekonverter (ergibt 420mm Brennweite)<br />
Belichtungszeit: 6h <br />
<span class="editable meta-field photo-desc ">Bildbearbeitung in PixInsight</span><br />
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31. August 2013, Leo Bette<br />
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Leohttp://www.blogger.com/profile/04919798908471525367noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-23299017408120414282014-06-19T01:18:00.002-07:002014-06-19T01:21:19.805-07:00Messier 101 als Gemeinschaftsprojekt<div dir="ltr" style="text-align: left;" trbidi="on">
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Die Nächte sind ja leider sehr kurz zur Zeit und es ist gar nicht so einfach, genügend Belichtungszeit für ein Bild zusammenzukriegen. Peter, Stephan und ich haben uns deshalb zusammengetan, um ein Gemeinschaftsbild beim diesjährigen Interstellarum-Astrofoto-Wettbewerb einzureichen. <br />
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Die Konkurrenz ist stark, aber träumen darf man ja... der 1. Preis ist eine hochwertige astronomische Montierung, die sich richtig gut auf unserer Vereinssternwarte machen würde! ;-)<br />
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Aufnahmedaten und Belichtungszeiten: <br />
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Gesamtbelichtungszeit im Projekt:<br />
Luminanz: 346min<br />
RGB: 170min, 180min, 175min (=525min)<br />
H-Alpha: 240min<br />
DSLR: 222min<br />
total: 1333min (22h13min)<br />
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Ort: Schauinsland Sternwarte<br />
Zeit: fast alle Aufnahmen entstanden im Frühjahr 2014<br />
Bildbearbeitung als LHaRGB in Pixinsight <br />
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Peter Dietrich:<br />
DSLR, gekühlte und astromodifizierte EOS300D, ISO400<br />
Westkuppel Astrokamera, 1000mm Brennweite<br />
Autoguiding mit modifizierter Webcam am OAG der AK<br />
14 Belichtungen zwischen 5 und 20 min Länge<br />
Gesamtbelichtungszeit: 162min<br />
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Stephan Studer:<br />
CCD, Moravian G2-8300, -25°C<br />
Ostkuppel 15"-Newton mit Keller-Korrektor, 1300mm Brennweite<br />
Autoguiding mit MGEN an Leitrohr<br />
Luminanz: 26x5min = 130min<br />
Rot: 10x5min = 50min<br />
Grün: 14x5min = 70min<br />
Blau: 13x5min = 65min<br />
H-Alpha (Astronomik 12nm): 8x10min = 80min<br />
Gesamtbelichtungszeit: 395min<br />
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Leo Bette:<br />
CCD, SBIG ST10, -30°C<br />
C8 mit TS-SC-0.8x-Korrektor, 1600mm Brennweite<br />
Autoguiding mit StarlightXPress Lodestar an OAG<br />
Luminanz: 42x5min + 2x3min = 216min<br />
Rot: 8x10min = 80min<br />
Grün: 7x10min = 70min<br />
Blau: 7x10min = 70min<br />
Gesamtbelichtungszeit am C8: 436min<br />
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CCD, SBIG ST10, -30°C<br />
Ostkuppel 15"-Newton mit Keller-Korrektor, 1300mm Brennweite<br />
Autoguiding mit StarlightXPress Lodestar an OAG<br />
Rot: 8x5min = 40min<br />
Grün: 8x5min = 40min<br />
Blau: 8x5min = 40min<br />
H-Alpha (Astrodon 3nm): 10min + 5x30min = 160min<br />
Gesamtbelichtungszeit in der Ostkuppel: 280min<br />
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DSLR, astromodifizierte EOS1000D, ISO800, aufgenommen in 2012 <br />
Westkuppel Astrokamera, 1000mm Brennweite<br />
Autoguiding mit ST4 an OAG der AK<br />
2x5min + 5x10min = 60min</div>
Leohttp://www.blogger.com/profile/04919798908471525367noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-81194709410932024082014-06-15T09:29:00.005-07:002014-12-22T22:32:54.145-08:00Messier 13 durch den neuen Optec Korrektor<div dir="ltr" style="text-align: left;" trbidi="on">
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10x5min bei ISO800 (EOS1000D)<br />
C14 mit Optec 0.75x Korrektor<br />
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Wie im letzten Blättchen beschrieben haben die Sternfreunde einen neuen Korrektor für das C14 erworben. Es handelt sich um einen NextGEN 316 von Optec. Die 4m Brennweite des C14 werden auf 3m verkürzt. Dadurch verbessert sich das Öffnungsverhältnis. Das wichtigste ist jedoch die Korrektur des gewölbten Bildfeldes, so dass die Sterne auch am Rand des Bildes punktförmig bleiben.</div>
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Am 8. Juni habe ich den neuen Korrektor zum ersten Mal ausprobieren können. Wegen seiner Größe (3 Zoll Durchmesser) musste erst eine Adaption an das C14 hergestellt werden (vielen Dank an Uli!). Das helle Mondlicht in jener Nacht machte den Himmel für gute Deepsky Aufnahmen eigentlich ungeeignet. Für diesen technischen Test war es jedoch OK. Wie man auf dem Bild sieht, ist die Sternabbildung gut und das Ergebnis insgesamt vielversprechend. Den Sternfreunden steht damit eine weitere Möglichkeit zur Astrofotografie offen. Mit 3m Brennweite erschließen sich viele neue Objekte!</div>
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Leo Bette</div>
Leohttp://www.blogger.com/profile/04919798908471525367noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-42980618738400379932014-05-28T00:56:00.001-07:002014-05-28T00:56:37.497-07:00Sternwartenrenovierung im Mai<div dir="ltr" style="text-align: left;" trbidi="on">
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Am vergangenen Samstag ging die Renovierung der Sternwarte weiter.<br />
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Ziel war die Reparatur des Lochs in der Ostkuppel, das Abdecken des verbliebenen Spaltes zwischen Mauer und Dach und das weitere Entrümpeln.<br />
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Angesichts der wenigen Helfer und des hohen Arbeitsaufwandes, haben wir uns für das Abdecken des Spaltes zwischen Mauer und Dach für eine Minimallösung aus Blechen entschieden. (Ursprünglich geplant wäre gewesen, die gesamte Mauer im Bereich über dem Dach mit einer Verschalung aus Holz zu verkleiden.)<br />
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Auf dem Bild links sieht man, wie Volker die Latten vorbehandelt, die später die Bleche an der Wand halten sollen.<br />
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Und hier schneidet Peter Blechstreifen zu und Uli bohrt die benötigten Löcher:</div>
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Die Blechstreifen decken den Spalt ab und sollen verhindern, dass Regenwasser an der Wand herunterläuft.</div>
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Das Loch in der Außenhaut der Ostkuppel wurde mit einer Glasfasermatte geflickt.</div>
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Zwischendurch gab es eine unerwartete und sehr angenehme Einladung zum Frühstück im Freien. Vielen Dank an das Geburtstagskind! </div>
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Uli hat eine zusätzliche Prismenklemme am Ostkuppel-Newton angebracht um Zubehör wie Teleobjektive oder ein Leitrohr anbringen zu können.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieWVtfmwBZHPpOAyeyPao1_7LpKgijplMlk8d_8-AdbbTZo48pvtlb6trucu3MqgnZIbt-lcA83uxnGeaQOLjAZjH7jnAinqqO6tYFYPNjetZOwQ9m5D9mGQgbJ_sv68Bm7LbU4t-zCtY/s1600/IMG_2913.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieWVtfmwBZHPpOAyeyPao1_7LpKgijplMlk8d_8-AdbbTZo48pvtlb6trucu3MqgnZIbt-lcA83uxnGeaQOLjAZjH7jnAinqqO6tYFYPNjetZOwQ9m5D9mGQgbJ_sv68Bm7LbU4t-zCtY/s1600/IMG_2913.jpg" height="213" width="320" /></a>Unter der Ostkuppel hat ein Paar Bachstelzen ein Nest gebaut. Wir machten uns Sorgen, dass die kleinen gar nicht gefüttert werden, während wir da sind. Im Laufe des Tages gewöhnten sich die Vögel aber an unsere Anwesenheit und trauten sich wieder an ihr Nest.</div>
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Leohttp://www.blogger.com/profile/04919798908471525367noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-31851699415854816622014-05-13T11:48:00.001-07:002014-05-13T11:48:47.664-07:00Antennen-GalaxieZur Abwechslung mal wieder ein Beitrag mit astronomischem Inhalt! Dem schlechten Wetter und der immer später einsetzenden Dämmerung zum Trotz konnte ich zuletzt noch ein Minimum an Photonen zusammenkratzen, das eine Bildbearbeitung rechtfertigt. An insgesamt drei Abenden kamen dabei 12 x 10 min L, jeweils 4 x 10 min RGB und 3 x 10 min Ha zusammen. <br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizIegBsHIpNF7dyrNxVJmPohqdqU7gZDEiHuTwHdD2zhyphenhyphenmHWDMHk5XliXLOhyphenhyphennXgnK2OYcwKs8yWVY2oNglJM4f0h9Io839UnOHNUa5kBGFReSmSjnJd3qWn0XjrXSDtK1t1T7-z-f24A/s1600/ngc4038LRGBPS.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizIegBsHIpNF7dyrNxVJmPohqdqU7gZDEiHuTwHdD2zhyphenhyphenmHWDMHk5XliXLOhyphenhyphennXgnK2OYcwKs8yWVY2oNglJM4f0h9Io839UnOHNUa5kBGFReSmSjnJd3qWn0XjrXSDtK1t1T7-z-f24A/s1600/ngc4038LRGBPS.jpg" height="300" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">NGC 4038 bei 1300 mm</td></tr>
</tbody></table>
Stephan StuderSteStuhttp://www.blogger.com/profile/01646203680949500976noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-2544447641002176472014-05-11T06:25:00.003-07:002014-05-11T06:28:23.203-07:00Fortsetzung Sternwartenrenovierung<div dir="ltr" style="text-align: left;" trbidi="on">
Es gibt neue Bilder von den Renovierungsarbeiten auf der Sternwarte. Das Dach ist jetzt neu gedeckt und sollte für die nächsten Jahre wieder dicht sein. Das gröbste und dringlichste ist damit getan. Jetzt stehen noch viele ebenfalls wichtige Kleinigkeiten an.<br />
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Kritische Stellen sind die tragenden Holzbalken, die aus dem Dach herausragen. Sie wurden mit Bitumen-Kleber abgedichtet. Auf die alten Metallschuhe an diesen Stellen haben wir verzichtet.<br />
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Die Ostkuppel war an mehreren Stellen undicht, es waren auch zwei Löcher in der
Außenhaut der Kuppel. Das größte Loch muss noch mit geeignetem Material
geflickt werden. Von innen wurde die alte abblätternde Farbe entfernt und neue aufgetragen.<br />
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Die Schienen auf denen der Kuppelspalt läuft hatten sich vom Holz gelöst und der Deckel schleifte. Das Holz ist an mehreren Stellen morsch.<br />
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Peter gab einen hervorragenden Blechner ab und hat ein neues passendes Blech hergestellt, als Abschluss und Abdeckung für das Holz.<br />
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Weil das Holz schon so verrottet ist, dass die Schrauben nicht mehr gut darin halten, wurden die Metallschienen mit zusätzlichen Winkeln befestigt.<br />
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Der Kurbelmechanismus der Westkuppel ist verschlissen. Der Kuppelspalt ließ sich seit ca. einem jahr nur noch mit Mühe öffnen, zuletzt gar nicht mehr! Zur Reparatur ihn Peter ausgebaut und zu sich nach Hause mitgenommen.</div>
Leohttp://www.blogger.com/profile/04919798908471525367noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-67894543264416484392014-04-22T13:28:00.001-07:002014-06-15T10:20:10.035-07:00Sternwartenrenovierung geht weiter...<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI0KVDFxM13DFRm92jIJ7XsZfPfaeYj1tIC7sBRwBN0jn7xnseFMcgLnt3-mWtflY2ybivCv-A8Ls2XK0KiRXCrpbQWmiolkALAv6fWlnzeEGWhUZ9CWywRql7CToPu8iJiroxQxV63Ik/s1600/IMG_2523.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI0KVDFxM13DFRm92jIJ7XsZfPfaeYj1tIC7sBRwBN0jn7xnseFMcgLnt3-mWtflY2ybivCv-A8Ls2XK0KiRXCrpbQWmiolkALAv6fWlnzeEGWhUZ9CWywRql7CToPu8iJiroxQxV63Ik/s1600/IMG_2523.jpg" height="400" width="266" /></a>Heute war der dritte Tag, an dem am Dach der Schauinsland Sternwarte gearbeitet wurde. Die letzten Reste von Dachpappe und Bitumenbahnen sind entfernt.<br />
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Der Flammenwerfer wurde eingesetzt um das Bitumen aufzuweichen.</div>
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Ein Spalt zwischen Dach und Mauerwerk des Ringbaus wurde geschaffen.
Er soll verhindern, dass Feuchtigkeit aus der Mauer in das Dach gelangt.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNjpP_rxFj-So1e3TVG-Cz5H-p1lDXI4ToJZxj5S9EFGS5vemXcE-gXQzmNpwvY0gT7HLVUHkalKbeaGmBNVGNpWwRuc_eNwt_ahbEvT3YmO-TshcMStU3LFeEl_CW_lR4PIldW4vPX58/s1600/IMG_2526.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNjpP_rxFj-So1e3TVG-Cz5H-p1lDXI4ToJZxj5S9EFGS5vemXcE-gXQzmNpwvY0gT7HLVUHkalKbeaGmBNVGNpWwRuc_eNwt_ahbEvT3YmO-TshcMStU3LFeEl_CW_lR4PIldW4vPX58/s1600/IMG_2526.jpg" height="212" width="320" /></a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh19iHpsUmSrCPu8R4Nj5haUM6S18Q1lc9y5Y3Qjr_zI6_z8HR46kwfwrJ2v1xXAyDN1AhGU7TJs8jq_yz_WIMCfbERrZIQLhQYHpxwAxhYQyKpCHSmeQQ6lBY9ZpYmiU4WKBDOgWiaq98/s1600/IMG_2542.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh19iHpsUmSrCPu8R4Nj5haUM6S18Q1lc9y5Y3Qjr_zI6_z8HR46kwfwrJ2v1xXAyDN1AhGU7TJs8jq_yz_WIMCfbERrZIQLhQYHpxwAxhYQyKpCHSmeQQ6lBY9ZpYmiU4WKBDOgWiaq98/s1600/IMG_2542.jpg" height="426" width="640" /></a> Der alte lose Putz wurde von der Wand abgeschlagen. Anschließend hat Volker angefangen, die Mauer neu zu verputzen.</div>
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Stephan hat eine gefühlte Million Nägel aus dem Dach gezogen...</div>
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Unter den Blechverkleidungen der Hauptbalken kommen Feuchtigkeitsschäden zutage.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtbQqSP0XtlaMBFkAfZxPonEXhhyphenhyphenj4ZG4C3w5bRm85yF_-BKlWyurkPIcmaJhZcpqPc8UTprraCtYEsyo42Oe4L-3kyh_tGBMcBTy7syS1FlyveK1A_csOHZWwHI2orndFQh9aLdDUc7w/s1600/IMG_2559.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtbQqSP0XtlaMBFkAfZxPonEXhhyphenhyphenj4ZG4C3w5bRm85yF_-BKlWyurkPIcmaJhZcpqPc8UTprraCtYEsyo42Oe4L-3kyh_tGBMcBTy7syS1FlyveK1A_csOHZWwHI2orndFQh9aLdDUc7w/s1600/IMG_2559.jpg" height="213" width="320" /></a><br />
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Das genaue Ausmaß der Schäden muss noch ermittelt werden... <br />
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Hans
Theo hat die Werkstatt aufgeräumt. Endlich herrscht dort wieder Ordnung.
Jetzt liegt es an jedem einzelnen, diese auch aufrecht zu
halten. Also bitte in Zukunft jedes Werkzeug immer schön an seinen Platz zurücklegen! :)</div>
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Wir haben das Gerüst von Volker an die Sternwarte gestellt. Damit ist sichergestellt, dass niemand vom Dach bis auf den Boden herunterfallen kann.
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Die Schindeln werden mit Spaten von der Dachoberfläche abgelöst. Vorn im Stehen, hinten aber gebückt oder sitzend. Das geht enorm ins Kreuz!
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Nach stundenlangem Schinde(l)n endlich Mittagspause.
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Der Stützbalken ist seit vielen Jahren verfault. Wir haben ihn nun abgebaut.
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Rüdiger hat seinen Kombi voller „Literatur“ aus der Sternwarte, die niemand mehr anschauen möchte. Der Kombi wiegt nun schwer, aber die Sternwarte wurde wesentlich erleichtert und entrümpelt.
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Marodes Holz am oberen Dachrand. Das Dach war dort nicht undicht, aber das Mauerwerk ist immer feucht. Die Anbindung des Daches soll geändert werden, damit dies nicht wieder passieren kann.
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Nun ist das Dach weitgehend abgedeckt. Es sieht aus, als wäre es noch gedeckt, doch das Graue ist nur Staub.
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Abdecken des Daches mit Schwimmbadplane nach der Arbeit, damit es bis zum nächsten Mal nicht reinregnet.
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Und dann endlich entspannen.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-19061630662609091712014-04-10T03:56:00.002-07:002014-04-10T11:31:18.684-07:00Galaxienzeit<div dir="ltr" style="text-align: left;" trbidi="on">
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Es ist Frühjahr und damit wieder Galaxienzeit. Die Wintermilchstraße und ihre Farbenprächtigen Nebel verschwinden schon in den frühen Abendstunden vom Horizont. Die Nächte werden kürzer und die Sommerzeit verschiebt die Beobachtung und Fotografie in die späte Nacht. Dass es sich dennoch lohnt, auf die Dunkelheit zu warten dafür sorgt eine große Vielzahl von interessanten Galaxien, die sich uns jetzt in verschiedenen Sternbildern präsentiert. Allen voran der große Virgo-Galaxienhaufen, der auf folgenden Aufnahmen in verschiedenen Brennweiten abgelichtet wurde.<br />
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Dieses Bild zeigt Markarians Galaxienkette, aufgenommen vor ziemlich genau einem Jahr mit einer EOS1000D und einem Teleobjektiv mit 300mm Brennweite. Es handelt sich um 9 x 15 Minuten bei ISO800.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim-etVwEkM0bz5QQOMbC8J_9PtsipJ98tBn5Ui_LkZTh1G86Ff3gezq-AR0CTDoiF9NsQMJUmfpBr6G3CUs6p4FM9BjKmHJwpj-JYL2sNkb59nhbJLPeLtX60DCWFQFkA_Rk4kAXyHGHI/s1600/Markarians+Galaxienkette+-+kleingerechnet.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim-etVwEkM0bz5QQOMbC8J_9PtsipJ98tBn5Ui_LkZTh1G86Ff3gezq-AR0CTDoiF9NsQMJUmfpBr6G3CUs6p4FM9BjKmHJwpj-JYL2sNkb59nhbJLPeLtX60DCWFQFkA_Rk4kAXyHGHI/s1600/Markarians+Galaxienkette+-+kleingerechnet.jpg" height="430" width="640" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3H4TAiU2S-Penwg99mDzVjSbWD13Y8BXnztBiaqjdSOt1iL8ewOUugsKb6OIXvC1TUoX-GrlHDFpvmOBHHZJ4yChxK0VbBy__dlZemFy1h_hUcVlZtaBDXaHbdristTlmGkePTZmVqnc/s1600/Markarians+Galaxienkette+-+kleingerechnet.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><br />
Die nächste Aufnahme entstand am letzten Sonntag mit der selben Kamera an einem Refraktor mit 650mm Brennweite. 5 x 10min mit ISO800.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSbLjGZVksO4Fg-lSqaX7_QcgRnyKV_DOPdrg8h6OT6GocXBJwoxNpr9aW07vaJlFQLQLh_jLRzllmNeGnAQ-DLEBdof_NM-L3ZNCAZLGF5SLXBRXjs3DG5al1YofzFSy0Z5UuwEXK_Z4/s1600/Markarians+Galaxienkette+650mm.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSbLjGZVksO4Fg-lSqaX7_QcgRnyKV_DOPdrg8h6OT6GocXBJwoxNpr9aW07vaJlFQLQLh_jLRzllmNeGnAQ-DLEBdof_NM-L3ZNCAZLGF5SLXBRXjs3DG5al1YofzFSy0Z5UuwEXK_Z4/s1600/Markarians+Galaxienkette+650mm.jpg" height="420" width="640" /></a></div>
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Die folgende Aufnahme entstand ebenfalls letztes Jahr im April. Aufnahmeoptik war die Astrokamera mit 1000mm Brennweite. Es handelt sich um 12 x 15 Minuten mit ISO800.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzo4R6_LGUJfEkXCjLZdL9yFWUnFglbS6cUqX1wHoFdkxbTRaU3HIhoPFGMZ3z18T97Eqj6fKv65jMomZM1-0NEZQ8xsI6zk_aSKC2LJcZybiY2C7dCo6kl-yN9NjUTSVTNYaAdrXsi3A/s1600/Messier+86+und+Umgebung+-+kleingerechnet.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzo4R6_LGUJfEkXCjLZdL9yFWUnFglbS6cUqX1wHoFdkxbTRaU3HIhoPFGMZ3z18T97Eqj6fKv65jMomZM1-0NEZQ8xsI6zk_aSKC2LJcZybiY2C7dCo6kl-yN9NjUTSVTNYaAdrXsi3A/s1600/Messier+86+und+Umgebung+-+kleingerechnet.jpg" height="426" width="640" /></a></div>
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Hier das selbe Bild mit eingezeichneten Koordinaten und Beschriftung der Galaxien. Wie man an den Beschriftungen sieht, sind noch zahlreiche Hintergrundsgalaxien im Bildfeld zu erkennen. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirxSDSrunpmZHfm92od2be0sD-QeoMpil4oXiRqUV_kiRLE6xAwmJDV7dplBN8X2SAokpqSdHiPu2o1osofxHDYvevyxN03F8B_LxGeX298L0KoAqghe0b-atoUINZoWN7XH27-EwtLx8/s1600/Messier+86+annotated+klein.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirxSDSrunpmZHfm92od2be0sD-QeoMpil4oXiRqUV_kiRLE6xAwmJDV7dplBN8X2SAokpqSdHiPu2o1osofxHDYvevyxN03F8B_LxGeX298L0KoAqghe0b-atoUINZoWN7XH27-EwtLx8/s1600/Messier+86+annotated+klein.jpg" height="426" width="640" /></a></div>
Und hier noch ein paar vergrößerte Ausschnitte:<br />
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<a href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAB4AAAASwCAIAAACVUsChAAAgAElEQVR4nOzdeXwkd33n//1/NGqpdbWmW2pd3bpaMxq1pLla0pyeU56j7fEx9viWD41tDLYxeMK0BbENGEN8QXOYI+YIhw3CYQ0k4DUGHCfkIM5FWFgSYNkQcpCE/LKbXf3+6O7qb1V9v9VVfejbxyuP5x+eVh2f+lbJwe/+zKf+y4bmIABUp0/81pciIzPaywCAyolP7Xr87Q8XsWNkZObwscu11w8AAICKuubam1vawkDtuu6GW/+L9l8kAFCZ3XFRky+kvYyMZn+4eooBUDcu2n/0r37vRe1lAAAAoDoRQKPWEUADgFsz2w8Oj23XXgYAAABQoo0tPTsShze29GivBEBBBNCocX0E0OUxPLbt5tveuGv+qPZKKqFvcLKnb0J7GYB2tD8DAACgbvQNTmqvAYAbBNCocQTQZXLn6y/8x3+ufenL39JeSSVER2cHIlPaywCAJl/o3ntTH//4s8Hece3FAAAAAMA6IIBGLesjgC6b/Qcv+farf37TLfdor8STUHj85Kmr9+4/zl+8AlAT2rsGf/bTX6ytrSXmj2gvBgAaEy8HBgCgRN3BkcjItPvtCaBRywigy6qlra/m/nr+9dff/m///O8/+ZufxWf2aC8GANzYs+/i05ff0Nzaq70SANUg1Dt+5Njl2stoHDsSh1/46ivaywAAoKaFwuMTWxLutyeArm/tXQNbtmzTXkZl9DVKAN3kCwV7xrSXUZ2uvXb5X//pVz/6wY+npndrLwYAAMCrts6B8Ymd2stoKD5/WHsNAADUrtb2Pq+7EEDXt/augckt27WXUQF9DRRAzy8cfew33q+9jOq0KTR67OLLF3Yf21hrvdsA0ICmZxZa2jz/r1Wgcfhae9+f/mjf4BbtlQAAAKjccesdI6NxT7sQQKM2NVIAvaE5yN/UBgDUga1TCRoPAWcTW+iGBgAAVa2to9/rLuUKoN/16LsrSnfc2dCq7+b2NVwADQAAAAAAANQiAmjU4M0lgAYAAAAAAA0vMX8kMuxtGAJQdrOJ46E+pxliBNCotZvbRwANAAAAAAAQfMtb3r5778Xay0CDGx5PdAVHHTYggK4Vk1O7jp+8zGJyatc6nLqabq41fSaABtbPIysPfPkzH2/lBWIAAJunP/q5ud2L2ssAAABAFVq3APr8+Qsnk1fGZ+Z7+8db2sJtnf29/ePxmfmTySvPn79AAK1i5M533nn3nXfeLabP4icVTaIL3p1zt981NT3fHRr2d/RndvF39HeHhqem58/dfhcBNFAnnnrk7d94/rP+ds9vGwAA1L3pbfs7AhHtZQAor7GJnYeOXKa9DABArVuHAPr8+QtzCwedd59bOOgcQ2sPgrWYnNrlkDJbsunKZdDO0XPf4Gbn3fsGNzvH0K4rkaTPBNDA+mnyhZpbe7WXAQAAgPXR3NrbyXdLAICSVTqAvursje1dA26O0N41cNXZGwmgDUb6XDBZdr9lcVQ3ZWHPYfcHWdhz2OHm9vaNT8Xnwv0xx4OUHkBHlmLp1XhOLDkt/jSwnP9RPJ0KWPZNpISfKrZRnMh+Lmf+ZDqeXo2n0+FIOSqXWsfL8XxrVpb8pp8uRh0rNF++q3WQ77Ls8S8OCzUXWJDCW06HV1yvcMHbkdug/LcJAAAAAADAo4oG0CeTV3o9zsnklQTQLd4zZcv2vf0TgeBwuYqR3pGp6Xmvx5manpceqqs7cue517/whdXX3fGGrk0Rxe7y9LmkANoUdFpDPVN8qYg4zRlxTi4+toomvBVpSg+LrVxqXS+nqFtjPrgygFbV5lBkgV2s2bcDU2TsGPUW2tIWKDsE4i5vR+4Wu/s2AgAAAEDNamVEHrCOtu04cOLkVdrLqDmVC6CvOntjcYeS9kGXPeGtZsV1NBt7HTxy6uVvf/e3PvNfN/WMlqWeEnufRdI+6HB/7LFHf+N3v/SlJ97zeN/AhGLfSgTQQt5qy/WE5E7YKxfzCZGiJbIUOouNqDFzcJeJrTw6LK7yQougupye3tEd2xfKcjnF3hrxKuQBtOnCrVltdhdrkWLft2WXzI9cB9CWZXcIoAtumf8+IHN2yQ3y/nTRBA0AAAA0AH/HwOFjl7fwnnBgvQQ2DYf7N2svo+ZUKIA+f/6Cy8kbdu1dA/Z50GXMdsX3+JWiQvMuHNJnS/HSDe688+433f+Wl77x8h99988Ho1NFFNDVHWnrNN07+9znUi7QPg+6tb1vz94j52593b59R1vb+2R7KdPnEgNoI4W0DkAwZZ1G6idGlvlDSaPSYoM/47CWeLS4yqVcXE64b3zP/IEyXE4RFy45ozSAztfmOgovYpfChyq0PoW2lD5Ixj0yBeKebofxYNAEDQAAgFq1fdehts5B7WVUOTqgAVS/CgXQBd866Gxu4aD7AHpw0HlwsMnxk5e9853v+sjTHzmZvLKU9DnzYsCyLJ29Qnv6nImexRcSGv9s3/LO19198y13bNt5UXEFbI3PDQxtcbi5Bd866KxvcLPHbxec0ueSA+hMPKf63LKXNLEVI8J8g2qRqZ/RLatqaPVWufMiVP5yPHC6EEkAnW8rdj24uYhdVIwu9XDumKpEuPCW0u8DpJm7x9uhfJYAAACAGrFz7nB715D2MgCgoQR7Rq+95ubyHrMSAfT58xcKRJADE5/+xKf9Hf0O21iaoFWb+Tv6JjfPKNpm5fHuQw++/fOf/mx712Ap15tJgcuydAWPbPREi3GzGElbMuiy11bG9ucMSxN0oe0rEUCvpKK5xuFoQowmU7Jm23yXsX1mhZgnlhxxGoe1zWIusnLns1T6cryQXWCuGEkaa4ytcJ+uFrGLXC4IFtdfHkC72FLxueRJ8Hw7VN30AAAAADxqbu3dtm1Pky+kvRIAqLTApmjy1JnyHrMSAXTBdw92BobuvOMe520sbyMsV5ZarnC2QgF0Jmu2HFnaE13c9sUp8d2Ddpa3ETpuXCB9LjqAXgrk47wlIZBVvu9O+uI+xZvf7Fx2ECvPXkrl8n+brMfleCG2YFunUtgvTZ3UKxWxi+NxVpb8yvjYw5aqWNz+uffbkVs3D29WBABtmnyh+OwB7WUAAKDSN8DUVwAoUiUC6PhMGTLK+Iz7jNKDKg+g7dmxNGIucRevxBvRHRr2uvuefUfuu+/8O9/56H33nd+z70hLW7g7NKw/gPbLZz6oYlzrJF9pL6o6InTXeCudg1Fq5VLrcjmemK/dOHUsOe0hgBbfMWhdyfIE0LkcOXsQhwDa5ZblCKBVt8PbdxIAoFd3z9j5Bx7b2NKjvRIAQF2ieRkANLIH0EPDU489/iGvc37FPLG3f7z00LO3f7wxA2jndmbjPYTiJ9Im6AoF0M6DU+z27Dtimfi8Z98Rf0e/u5tbOH0uIYC2v75veVGe2QmBryQNFEJbU0SY+1z40PV0ZucA2n3lzmdJr0YTQV9rbzQ6WYHLkWTcTpm15dpNTdBVE0DbhlooA2jXWxYZQLu6HeVq+gYAAABq3vT0wvjENu1lAEBjsgfQ87uPvvban2/f5e0VdmKe2NbpLaOUaut0mVG61R0aKWMyu54BtPiJ+PpB93uVyH4jrjhzrSVWLui6G26JbdnucEyZygbQwa7T7xfCykxI5/S+Ow9Tek0Jsusc0G0ALZzIsXIpy+VEIluWrr2+ApdTWgBtivgl460LDHSWrWTpM6CNNwoWejY8bFnJp4sAGgAAAOXn84db2vq0l+HVxpYemqDLjiUF4JJ0BEcmqy06o6zCALqzO5JYONLWOUAAXQT7jXj44Xd4DaAtsztc3FxX6XNJAbQpJLV+UjjrlHxudOAqZlkUiD5dB9AuK5dav8vxxH7t8kkj2e0LvJFPtpIlv1NRMbdElD2y+y1Viyy7m55vByM4AAAAUH675o/u3ndCexmoBtu27w33T2gvA0D1q8QMaEZwlPGw1TmCo8QOaBcjONymzyUG0JZZw0HnALpgj6oiQXbfiOrqJYTuK5dax8vxwrFn2R5AiyGvJAeXV+64S2GVCaCtb1wMbmgWsuaVpcVTZ7ZM7irqdvASQgBAQ3vivc/csnyf9jIAoI61+MM0QQNwg5cQ6j2O/bB19hJC6QxoFy8hXK8A2sax81Q+kNcU+NqHKec/KZwDqsPE4iqXWr/L8UJ6gdYmaPOliROfzcUoplWYd7H0QWd+5PGiHF5C6H5L65Kah3R/68WXrjl7czG3wzaHGgCAhvKhj3zujrveUsSOgeCI9uIBALUiefqGyMiM9jKAKleJAPpk8srSD3gyeWUDBtCqdmZLxFz09sURb8TUtOdvF/bsO3Lffeff+c5H77vv/J59R1rawlPTzt8ueEif1yWAlrTi5qnnHhTcUsKIKa0blzGAXsfL8UBxgeZp17ZLs7910ETWo+28i44AWjZsRBUce7gdymdpHbV19Os6NQAAxWnyha65/s5g77j2SoCibd++N9wf015GKQKborMzC9rLANzYOr1nU8+Y9jKAKleJAPr8+QulH/D8+QsNGEBLj5xJmTNBs2UWR+ZzS9Zc9trEG3Hu9ruMz9u7Bro2RYo44Lnb76qxAHpDszS4VEW9RiNzwS3VFVrCx7IG0Ot3Oe4pL1CMXOXnlebpzqmrPIL33ilcngBatsjqA7q8HcZm2gZAt7b3TW7dxd/IAwDUnObWXu01AKW47PTZsfFZ7WWUorm1pzsY1V4GAKBcKhFAv+vRd88tHCzlaHMLBy0HLGO8m0lyS1TeGRf2Ci2Zshg3GwVYImljy7LXZrkXfYObM58f2H/0Eu8n6hvc7HhzvaXPHgPoWpDLRnlxHEqQC/QLJuMAAKCRTUzOtXUOai8DAADUtwoF0OfPX2jvGijuUO1dA5b25zIG0MZL/EpXxhkXlgqlfc324qUbqPYt480Vm6Bb2z0fzdL+bL65ntPnOgygiQ5ROr7GAAAAbhw8clmQvzkOAAAqrEIB9LseffdVZ28s7lBXnb3RfrRKRL1Vq7gcuULpc4vs5i7sOVzcoRb2HHa8uQTQzcEN+XENshHGQEF8hwEAQF3Ys+9Ed2hUexkAAAAlqlwAXdzbCC3vHmzMALrFe5pcufS5RXFzi3gboeXdg7abW0z6XJ8BNAAAADAYjbe09Xnda+mmc8EeYmsAQDH27D/5d7/4P32Dk9orQZ2paACd6YN2OYujvWtA2vvcmAF0i5dMuaLpc4v65nrqg5b2PhNAAwAAAOV08sQVHYEh7WUAAGpRfHb/N771WiA4or0S1JlKB9CZedAF30k4t3DQPve5wQPoFiFZlg59NkZCVzR9dr65526/y3gnoUrf4Gb73GfbzS0yfSaABmpDZ3d0+65D2suoFYnEgbHxGe1lAAAAAChdZyCivQaU6ODegw/ff6/2MmrXOgTQRgx9MnllfGa+t3+8pS3c1tnf2z8en5k/mbzSOXpu5AC6xZYyiy8hdMimy6vg3Tl3+11T0/PdoWF/R39mF39Hf3doeGp63jl6JoAGGsX0tv2P/sbT2suoFX0DE5tCw9rLAAAAAFCi3r7Y9//sL6ZndmuvBKX4tdff8fM/+Zr2MmrXugXQJdIeBGtnJNGiiubO63hzi0+fSwqgm3yhzVN7tP8SAgAAAGhY2+ZOPfHRl7WXAaBydu85qr0GQC8CaFTBzdUUQM/tOfWN3/+x9l9CAIB2g5Gtf/L7fxgI0ngOAFhvU9uPvu3dn9deBkq0saVnfs/F/o4B7ZUAQBUigEYV3FxNATQAu2Dv+MUnz2ovA1hnvf0TX/vK13htFwAAKFpnd1R7DQBQnQigUQU3lwAaKGTL5K7duw+vw4nGN+96+yNp7dcLAAAAAADqQ7kCaKAoJUXPBNBoIM2tva3t/drLAACg0pp8ofbOQe1lAAAAoFwIoKFPGdJnAmgAAIC60tUdmYrPaS8DAAAA5UIADX0IoAEAAACz6ZmF5tYe7WXUDRrqAQfTM7t7wuPaywDQCK674VbdQSQaUHnSZwJoAAAA1JX/9y//dOaK67SXUTeOHjvdN7BZexlAdeoMRHz+sPYy6lVLW19nd0R7GUCVIIDGuitb+kwADTQof8eA9hoAAED1a/KFtNegka+tT3sNQMPqG9gyPbu38meZePGFL7fwRQKqHlM4sO4IoAGUoLW9f+v0ngb/70kAQBE6uyNb4/PaywDWh88fTuw+3trO1/ZAPWvyhY4cSWovA3CDJmiso3KmzwTQAGpJ16aRqdmLtJcBXVra+nr7N4+Ob+/pm+CvuwJa+DsGIsNx7WUA66alrV97DagPfQNb9uw9pr0MALWODFpl/5EzwfC49jLqCAF01nR4ZTWeXo0lpz3t2Ns/obtyoFbNbD/Q2q7zP8MGojOXX32X9nWAFq3t/TsSh6+86pZblt942ZVL23Zc1MJfiwYAADViPLb9hhvOaS8D9Sq2ZW58c0J7GVgf11x783U33AqL2++894abbtNeBhw0UAA9FV945eVXit4daHDBnjEGd0Aq2Fvx97/HtiTuvOvXvv3Kn37v+//zpZf/6Jbb7h2Nbdd+4QAAAIBe/s7BP/3LX3z3L/6e/gwAZRKqBDcB9GI0vRq3W1nyl35VkaWY+bDRhJsdi0yQu0Mjuu8iANSVts6hK64+V+nu+F1zRz749G/95H/+cm1t7W9//I+PPfHh7TsPar92AKg/g1GmrABALWnyhZZuu/+GW+7TXgmA0o2Mb5/ZfkBrDRVJn10G0HmB5bJ2DSdS8fRqPJ0OR/LHF/+oRgszADSQHbsOPfnej/3ob36xtrb2w//x80ceff/M9v3aqwKAOtPZHX3jmx/yd/DaPcCzts7Bts5B7WUAAGpaKBwbiExpraGaAmh/Mm1qf44sxdLpcGQ6vLIaTeY7mo1eZkVsnW2sVrc8Z1Nmg3AQMYBWb5Zrr858EljObJAKmPNrfzKtOAvWW3dotKePOd0ArKKjM9def8dnPvfCN17+o09+6vkzV982qPn/KwMAUBGbt86vw2wrlF1kZEZ3ZABgvW1s6TmyeGVza6/2SoAyqVT6XHQH9GJUCI79yXR8eTEXBKcCmY0TKaOXWR5AZ9Ph3PYFWNJqVQe0LdS2jvjInE7YPbtBtlR/Mu2uBRsVERmZ2bx13uXGTb5Q3+Ck9poBrIPm1t6JLYnDRy+/5PQNB4+cHpvYyf/OAwDUpfQHPnX68pu0lwEAcCM+u49XJTWy+rr7FUyfix/BEVhejS8vbmgOCmH0dHjFlAgXmNeRnb9hSoQdepCzfcrZkypHcJg3Ez4xzfqwB9CmXVATWtr6ds0fqa/fdgBKG1t6OgKRUDjW3jXELz6ASmht75tP7OffMAAAAChocuvczl0XaS+jfKoygM6N3cjkyPkQWZynUSCAlnVAZ6ZkGHtZhmMIbz50mqFhe0Fi7iWK+YjZnF+bu6QZwQEAaGT33Pfr4YEt2ssAtOgNj2mvAQBQKxb2nfjAh58N9sa0VwJUlZa2sPYa1sHGllAd/cXcyqbPJQTQuX5n+yeyjaWyKbAls7blwuJwDFkA7bRZ/pjmsdSKBmrzoQAAaED3vPFtBNAAAAAF3f+Wd/3qf6/N7b5YeyVA9di9cOjjH/yQ9jLgUfUG0MYMDctcC9czoCVHcAigc13MBQJoy2ZGc3QqYDqXsHsiZTujy7HUQN3qDAxprwEAAAAAqllr+8D0tgPaywCqSpMvFOwZ1V4GvKh4+lxaAJ1Je81zLaLJ/DgLo7XZqRXa+pJA1fjmYkZwGJ9nKsm1QqfDEafdxY5soAEdOnDsR3/8rRPHTmmvBAAAAAAAAJVUfQG0mfH6wQzrDGgAtejE4qmfvPbqFZdcob0SAAAAAKhC7V1l/jujPX2bwwOTZTnUPfc9dM31d2lfIgA1Yj3S59IC6PzrBzMIoIE6MTi0WXsNAAAAAFCFOruje/afLO8xA8GR7lB5XoR74NDpXQvHtK8SgBpR1QF0dtSyOW4mgAaA8gj2jofCvE0bAAAAqEZNvpD2GgCgZOuUPpc4ggMAUBGD0Xh0dFZ7GXq1dQ52dke1lwEAjazJFzpx6mpyFgAAgLqzfulzhQPoyFIsM6PD+IfCLHOla1wilXtrov0y0+FIicfX3nJeXzdLWFXlOzMBrKOByFRsS0J7GQDQyDa29Jy56ubm1l7tlQAAAKCs6jiALpxEe8k0PeTaWjgExE4BdGvHYMnHL+vtK+VmVfs9qpeaAQAAAAAAak2TL3T4cNLfMaC9kgazrumz+wBa1hZaMKdbvw5o91Fsdnp1XDLD2mlLcyPzdHgl/yNlt2xkKSZvfw46BNCt7QNbtx3Z2NJTpqs2lRpPr8adOq+9JtrSm7UOfdnub6K4AvYLV/1Ie2s5AKCKhPti0eEp7WUAQINo7xrctuOA9jIAAOtj564D//x3P7/qqpu0V9JgCKArGEBnA8dYcjr3z6o0NhNxZmsOLJsyaH8ynftjZjP5QfzJdHx5UX2ZyiDYXfrs8qo9Zak1EUC7v4nCzZLdpgI/Ut47AEBjGRmdnpmZ114GADeGhyfnd+3RXgZK4fOHI8MMxAN0avKF9h+8pCMQ0V4Jqlz/0Na2Tpd/iV+pyRc6dDjp7+jXfjmNZL3T53IG0NmUVshtC43gyPexxpJLuUBWyDQjSzF7Ciw7vvCjbEwcWJY1JmcPmEsbE6l4etVVzmiqJFt2psjsqSUHsa+Y9Hotca3xx+nwymo0mTlv/hNzz29mY/Gw9v+hpoiDI0sxYfvA8mo8neq3LGP+ZqlOJLlZ6oNYVmDaXKHkR2W4idmNZSmzw4+aHYZ3AwAAoHqNj8UP7T+kvQwAqHVdm4a114Dql1g4Fuwd114GvKvZADqwLISAiVRclTubM01jl8CyEQLmMs1EypJFOh3fFrN6yC5d5IxCy3Nwg7nr2fwj64pZkmXZ9ToF0Pmo3bq7sIamOF4+ZULej5zb3p9Mx6XLaLlZkhNJb5bkILM7L2rr3JV/hCJLMXOMLr2Kkm9iNrLPpdvi4jj8yPpsAwAAlOL9jz85M7ugvYzq19415POHtZcBAABQ1zSkz94CaPMoYaEZ2ZrW5SJIhwDasos504ytpE2zfQsev/gRHC4C6EzEaWSU5r5sdQCqCnMt1+sUQOfjV3keavlWQLoI9huXP05uBoURvzoF0LITyW6W7CDzFyU7t5yz9stn83Q3V1HMTcxe3fLiBtukFIcfOS44gFI9mf5UZHRWexkAsJ7GY9ua3Q5Ya2jx2X39Q1u1lwEAAFC/9KTPZeqANk0zEMZEOOTORhdz1qI4gsM6VKHg8Yt9CWHhERzZ9Fk8uIcO6PyKKa/XcQRHIqjY3bKx9I8OH5qvJb8CTgG07ESym6U6iPkShCHLbq7C+02UTE2RfoWgCKAZwYGq0drePxiNay+jXBb2nmhu7dVeBgAAAAAAjafmA2hZu2ixHdDZwQhGqljw+EW9+C4zvlk2NzlHkj4HXc+ANr/IrqgOaHUPuGVj6R8dPjStgG2odMHlNQXQ1pulOoh9YnjxAbSLm5i7dxax5LTTj6T3DtBqbGLnjTffrb0MoA5snto9EOWtVgAAAAAak7b0uUwBtGVGc3MwsJwOR0qbAZ3JeXNdqAWOb5sX7DA+OPN5bvqEJRTOf5LbQBKGCl3Piv5Z44D5LlrxejODI/KTjo1LyxxZEkCrZ0AXHUDnRz8nUnHp2GW3AbTkZqkOopoBLb2K0m9ijsNtkv6omO8zADjoDo1qrwGe7Ni5X3sN5bWpZ/zHP197+dUfaa8EAAAAAHSo/QB6g9BOmw9tCzQ+5wcpxJJLUWsAHZQEtarjNwsdrytLflV2KcTKkrkZkskMqunJpsHK6h5qS44pvV7zuZaX5B3Q5pMWjG6le4mrJyTdxtqmwxHzMnoIoM03S34Qywqohj4XCqA93ETLyrsOoBkADZRVky+0dXpPS1uf9krg0sjYzH/7yu9srK+RtU2+0F33vv2yM+e0VwKgvHrDo6sfeUp7GUB5NflCdfb/iAEAuulMn90H0BXmJfKbii8Ee8f01+wGo4QrY1PP2KaeCj0DtD8DQKPo7B7WXgOAEvX3j//Op5/WXgZQXqfPvvGeVM082PQZAEAtaNgAOrGUazs1zZcoqDs04m/v133bAABADZua2f/53/497WUANeTBRz786OOf1F4G0AiaW8P+ziHtZbjRP7T11KXXay8DAOBIc/qstwNamA5BmzAAAFhfwd5x7TUANeTEpTddcsVt2ssAUG18/rD2GgAAjho6gAYAAACQ1RGITkwutNVI2yMAAABqgf70uaYCaA3zlGWvXizTYZkyDAAAAENre//5Bx7/87/+59ff+5CPgaoAgKrU1BwcGZvVXgYA1/RHz7UVQGsKbb28HbHarwUAAADVqrd/y1e+/qd//8u1555/pTtUIy/cBgA0mJa2viNHT29s6dFeCQB3Sg2OR0cmu7sj6xZAC/Oa06vxtCk/9SfTlk+EvdLhiHVfcyOz7afpdO7lhILIUszYyxQKL0YLHdbcwlzM5wXD4sCyapi1tDyHY6ouJ3PV6vUpZ3nKW++uGTxz0y1nkdTsvarc58L7KjPPniFXoXAE06KJK+/1SSi4JtmD+5Np92/UBAAAyGjyhU5ccsM73/2xo8fPNvlC2usBAABAjStD53JkaKIrMLSuAXQ+M40sxfKRYi6MsyeY2aTYmreaA2tXCa8p1MsH0ItRoT05sJyvwZ9M5/7ZlH56/dx6amfWISGq8lSXrLycDYlUXFzw5aJGkbgtz7byipWRk/SMO+7ouqrAcvYggeX86rm5O8I2+ZUv4kkotCYE0A3qprNnw330qQEAAAAAgKqieexGyQG0+MdEKp5OBWRpXS6Jk+StQoTnJoA2z2JWjcUwBdP5YwaWjZ5Zr5/nLjCfgTp2ATtPqc6Xl7nkfJeu/JjW7RU3JWnqjM53BNszULfliZQrI7Yei/XL4ldPAbSyqmIDaPESjJUs6kkosCYE0A2qfwYrhg4AACAASURBVCCmvQag+sW2JHr7N2svA6gGXZuGtdewoTm4befBQHBEexkAAACedAQiOxOHtJdRC/SHziUH0EJDrhHA2dI6YxdZfprvoXYbQJv7ryUBdLm6noXPracrJYC2ZO5x4xJM7eTqy0mmbMmy6TiZRFicQWFdVbfliRQrY67Zn0xZuoAdDlLsoglDSFQjOKTHMR1fDKC9PwnOa0IADQBqpy69fjK+W3sZtajJF6qSvBLlcvDwpYEquKfXXH/H0HDZX7UNAABQWc2tveEBWlvc0B86FxlACxN1xRHMuTAu2wpt7GLMUnAOJe0zoO3hsosAWhxSYdnAiCC9fu5wOimHLNUyQ2NFMjvY8XJMbba5fe3fCpiGV1izcrflCZxWTNUdnA/rzbd1Vd6aXURVDo+o9VCWpXZzXeonwXlfAAAqYDAav+KqW7WXAQAAAKB2VDBKnpicv/zMrYePnWnv8vBywmI6oI3JvJZXwJleRZhI2Qfv5nnvgHYawZFImd+CWNYOaPcJo2pLa3nqeSYuLkc4S5kCaOvpROqVyb8UUThR/qYrD1Lsorlg7yVXfnlQiQ5oAAAqgvfRAQAAoHZ1BiKTW+e0l9FIKpg++zsG77nvob/867/7zh//cH7P8coG0LkJD7K3C0rGJZc+A1r1EsLghmZpUlnOGdAlvIRQVZ5jAC3fvmIBdIGc18VMZCH2VYwo8R5AF5E+N0sCaMUQ5yKfBA9rAgAAAACogHD/Zr6aBWrLxpaerk1R7WU0ksoG0Pfd//a/+v7P/+i7P1rYe6LSAXTQn0zH35G2jcswokYxc5TtK3kvnKPIUszUe2safGzfvVzzoO2t355mQCvKUwbQDpcjpvnlGsHhtHriywbtK5NIyRrSVUGztwBaVZXMYtQyEdt0KKfzFvOEOK8J6kVvX+zjH3mmvWtQeyUAAAAARE2+0PS2/S1tfdorAYBqVcH0OWPL1O4zZ88dO351RyBa8QB6Q/PiWHo1/mZr72e2IdT25jfTpA5TSmifAS0NH4UCTImnan50/rDmHNbj5+Zua1UAbRtF4lyeKoB2uBxhpLI5cnUTQHssz9L0LV8Z8ZjZGpSzSuQprdeq5BKp/JbmTuRCwzG8PQlu1gT1YTy27bu//wc94XHtlQAAAKCR+fx9Fx09o70MAEBNqXgAXRyXAbQ3Qsdu+ajeFFdB7rqz0RzcUKGbDuhw6tLrA8ER7WUAAACgkXWHxt54/t3aywAA1A79QfN6BtCVzW157VtVIqxH/YiMzGxs6dFeBgAUob2TCUIAAABAY9IfNK9rB3SlRJZi6dU4U3cBAABsWtv7Dh1Ktrb3a68EAAAAwPrSnzLXSwANAAAAtebWXu01AAAAAFh3+lPmugigPb7jri5Mh1cq8Zo7xmUAAAAAAAAA9UF/xFwfAbRDZlrHAXSF3rhIAA0AAAAAAADUB/0Rc1kC6Onwymo8nSfGl/5k2vKJsFc6HLHua25ktv1UmiZHlmLKFw+WHkA7V+i0V+VjXFdnCSyrKl+MSi7KOc1XHCo7gLuYGdyZJ8Rg9HSrPndcDcvZ5Xff44IIny8vFiy74Koqzi7sZVrJ7I7+ZFo8OwAAAAAAAFCI/ny5nAF0PrKMLMXyqV8uvbWHttnuXWvcaQ6sXQWsjtlceQJod5G6016ito6B2259fWtbX+mPkYdc0jqlZDEqdE8Hlo17pKpctX1wQyIVF+/4spuAvvAleI5cJf3gjnff7YIEA8vZgwSW8yujKM/1qiqHxlgOTgANAI1ufv5QV3dEexkAAKCOVe2LIpp8oZHRso8eBbzZPLV7fu9J7WUURZn5jk3s/Pt//L/+jgHt6XOxAbT4x0Qqnk4FZDlgLlCTxJ3+ZLpQGGo9u7k9Nt9MGksuiafON58KKaHYyiprsy1coX134USZCNK6RBMPZv44HV5ZjSZN7cP5ehT9tqYihRwzsOzYJuyYeArpbaZUcQ1lx7Rur3gqXF6alwBatRSy7T0F0KoL9BRAu14lp7MvRm3fwRBAA0DD2hQaafKFtJcBAI2jszv6b7/8j77BLdorAdbN4omrB6Nx7WXY+dv7Lz52Kf9bCHp1BKKbesa1l1EUZea7saX3yquXtUfPJQTQQj9sYHk1fvcN+w5dOXXfanz5Ytkusvgy30PtNoC2xN9GVBdYXjUVY0R42WTc0q8d9CdTtrzSuUKRJDd0KNK4fCMNz0SruVBVOJpDkaactPgA2hap5wJ6+ZWK2y9G0+lwMmVLlt1dmmWWhVCh/HPlUkgfleIDaOEChQEjqhEciuM4fZXicHbTjwigAQAA6seeuX1XJE9rLwMFJS+5RnsNwHpqKcdf0QZQZfQny+UPoIXZtUZz8eJ4+oNXves3//Jv1z7/7Nfi6UeF8QjGpALn3NA+A9r+zj37ABBhGyOvtM5nyO2VyRadoj0PyaZ9coLiIIr83YjFm4MbxEDZoUj37yE0J54dXUMnTlyZ/Vs2lhkapo5y2eWL25tqE/d1d2n2B2llyd8cbOsclH6uXor87AtT+7nIspdzBOxhcotQnvuDKM9u7+gHAABAnUjd84YXn/1N7WUAAIAGoD9ZrmAHtDH31vKWNtPc5ERKEdQGNzQX0wGdD+zMQWc+Kc6/Jc9Wj/AjlyM4xD5c62XKO15LC6AdinSeIyGybRkIDudO6qZUsUjxE3MWnz9LEQF0dmEHxgd27Dq4saVHuuDypcg/UaKiOqCtF+iCvU+84EFUZ3f/jQIAAHWnyRfyd/RrLwMAAACocfpj5coG0LkBC9PhldWRvUNnb7zvM8//8ZsfeF/kmg/JphWXPgPaPJ3AbQe0jHzchGOF1okQqspLDqAVRZbwEkLjjJarc6xcvn2ZA+hwJGgd8CS9NcKHigN6D6CLSJ/t5bk5iCKANg2KAQCgwfT2T8xs26u9DAAADIHgyIvf+OPWdr4fBVBb9MfKlQ6gg/5kOv6OdCZw9HcMDI/v6gqOCmmgGAvK9lVOUlaILMXMM3PF9mr5DGjjzXKJlLnLuNCID0uFpuRxMSqMA7ZEouLZhSO4S2mVRVp7zz3NgDYvtep6839UbB/0J9Pi1wkeR3AsRi1jo43R0tLP5UuhCpq9BdCqC5RRle36IPIA2rFgAKhTYxM7H3z4Se1lAAAA2DX5QpefuUV7GQDghf5MeT0C6A3Ni2Pp1fibrY2c2RDW9o412QgLxU/l0Z6kBTs3omFJTPTE6cDSl+CpDq6uUNw9FRbfXJdImbfPVxVfXvLaAS0v0pyYqwJo2ywUI7SVztdWBdCq7c0La45lXXVAGwtlGdOs+FyyFMo5JOpR3R4WREFeXuGDKM6e+5HLgSoAUEda2vris/u0lwEA1WxkfHtHIKK9DAANoiMQ2Rpf0F4GgGLpz5QrEUB7IzTMlo/7Ucj1w117eAOoyBMFAAAAVI0TyWsHIlPaywDQIFrb+/oHJ7WXAaAo+gPlagigiU1RXjxRAAAAAACshyZfaGSMDjCgaulPk6skgAZQLXz+cHvXoPYyqsr+g5cEgiPaywAAAACAKhTYFL3hupubfCHtlQCQ0Z8mE0ADMOkfnJye3au9jKoyMTnn7xjQWEBPePyy09dqXwcAAAAAgKGtU+d/JwLu6I+Sqy+ANr9AT2YxKn8rYInqdmJDkz+89cKH5z/5nZEbLxgfdm87Ov/J78w++vnmzoi4jfghgOrR0tY3PrFdexkAAAAAAMPU9ILeXiU0jrndx3z+cFH76o+S6zSALnwQuzoPoGfe9ZwlbhY/Gbnz/ZvT786s2NhtD5FBAwAAAKK7lu/YNrugvQwAANCYrr/p9V2bhr3vqD9HXpcAOrIUS6/GcwonvEUG0KXHx6UcQb1vZCmWTocjQX8yHV9erMDzNx1eSYcj0+GV/CLH06vxlSV/bptM3Dxwann7ky+Ej1y3oTnYNrx9+1NfDh++VhY0T0cfXp390Mut4S1lqnAxalRlWoF8zbHktGR7YWN/Mi1enbG94vP87QgsSxbE8eyKyvO7Zw9uvqGZu2DZ1/KJ+YBZ4jaZkuzHcVo683VJl1p8OKVX5FxVEasBAMWIjMxs3kqyA6B6DQxubm3v014GAACAF/pz5MoH0ImUJcwKLEuzLUGdBdCVll0uawGB5XwEmQmgw0euG7vtoclf++CG5mDmH7q3HZUG0Jt/Y3XqwQ+Wq0KhksWoJTvO5pimrNZ4QgLL+StS5ZuKz223I5GyBNCqswsWo8JzGFg2UldZ5Cp5aFWHVRbvT6bjy6mo4vdFXA3xl0goTLXUxmqorsjNknpZDVSNjkAkefoGXgOCWtHZHe0OjWovA1XC5+/dO8/bCFCSjkCkty+mvQwAAAB99IfI6xBAO8/KMDXt5rtQ81meYgPxsNn26lT/stC/ubLkFwJBsUlWOEj+4LkKM1Favs1TbIzNN9LKw3FpAK2q3+FE4odL5lhWXkAu+HOIXKfDK6tTj3xqMr0aT6/OvP9rwblTs08ZR/vCpkwAHVnakn7Pzk9+Z+fTkjZq6dkDyw69w/KVEXYxPRtiXL4uAbTy7CpdW5Yn0g8EhIOLp5aVUTCANv92ZJ9Y617S1TBJpOLC74tsqRXfjsi/6XE3YN38S0oAXbWafKHBaFx7GWhA3aHRYmeTAVm+1t6FXbu1l4GadubMTfff/1btZQDVo6WNFn4ACG7dMttIfVr6Q+QKBtAjY7Pn37ziZRCzJVN2zsVy/5xISacumA6Sm4CR+dyfTIUj2Y2FxFPMu3OnFnY0BZT5vE9UsANarF91IktV+UkI6gKM8zp0QGdO99nokesyrdA7n16NP/mF5s5I97ajs499IZ5+a26hsusw9i7TCA7V2d0F0Na2XOEmivclnQ+IjZktqhEcQpSs+NxNAK04u8LkjU/H33ZO0fMrvfuFAmhTSWKTsnkv2Woolle11PKHU37VtlZxKWFfAmgAEr/81doXnn9ZexkAgPXRPxDz+Xu1lwFnPn94ZvsBMmgADa7JF7zntpuDoaj2StaF/gS5sgH09MyeTz7zaXtU6jByNx9gKWJrIeFajKZXYytp80RphwDaFt7JTzEdXrH3Kds3VjY7O/eNWvLKwicygmmnAozBCNYZ0NZe70c+lpn+3H3oLTPpr0Yz/7zt6Oyjn+97q+Xs031vXZ1+4vnAzCHZWhUzbCQXEwvRquWw7nLP/OWsLPmbg02+UHR01v65ZC/L8b2e3TZJxiw/niKwbLoLedZw1vQMmJ/tQjNq8iVJfpskS+3hiixPZl5H16Dr1QCA4M65o5GR2UqfBQBQJbZO7mjvHNBeBgpqbuV7AgBoKPoT5MoG0FmynFdsm7W8QS4bAiqmZwgtrsrXskkC6GbTWxCzp3bVxSzmwtY80WUArahfcSJrVbks0qGARErVhGvpUZ16+MOZAFp6tOG9Q2N3f0jeAe3q8gW5YFScCyF2qQsjOLz1IJufq3Q4Emxt79+z/2T+702Yu92tVRXdAZ1IFb5k+dBkdUprfT6N++46gDY9Y85L7fqKFN/9tHcO7Fk4mF3ngqsBAAAAAAAAzfTHx+sVQMti2XwAbR2OkbYG0KoNsuMFFqOmDFodQDeLH0p7iqXVqjqg3V6pun53JypQrXkxJQUYUaY9gM4eTXwJYaYzeucnvzP/yVe2vX915NAWp5V0T9lr7HkKs2phC3/eXMIMaBd5q2IUiVOUbJtqYo343cw2sZ7IZVu3+ooc1oH0GQAAAAAAoHboj4/XLYCW/G19RQC9GLV3QKs2yKeH4ofmHNA4SCKlfL2hbAa0dKaHJZgz3gsnKBhAi6WqTuRuBnS+ADHilE09lr2bTnk0Ib60JKqqy3c3A3oxKsSp4qHM3ygUel+f+ZuG/I7yz2XPoflHqrNbXy1YOG9VFe9wUcX9SLoaYge0cqnNG6uuSHJq76sBAAAAAAAAvfRnx+sbQDfbZjjI3yyXCts7oFUbSF7olw5HhE7SlSW/Yo6HJfY1f6gMoDeYZ/vKMjjrCOZMJqio3+FEueki6dVYckkMBCUF2N5iZy5AnU1Ljyb2z4orqb58ly8hND0AphS4wFhwE7FNWMxVVZ9LnjFxMIjy7JZR44p9zYXJU29llOw48cPdCA5T07Sla1661Nany76vtCrPqwEAWBfBnpGL9vPqVwAAAFRQky900eHT+cGnqBn6g2MdATSKU2j2hT+Z9jKoARXBXQAArL8mX2hTaER7GQCq38aWnvDAlkqfBQB0aW7t0V5DHdvY0nPFVbfy/tIapD84JoCuboklsW3ZcSyy/LWHWF/rcRdC4fGrr75F95UCAACg9kxMzp27437tZQBAhTzz3scuO3VaexlANdEQE/vbB5p8PdUbQPf2b9Z9V6qNMElDOaUBjSXUO37mqiXtZdSoKy69cmiIrh8AAAAAqEPdwWhzC03QDcHn721t69NeRi3QEEDv2LE/1DtepQF0S1vf4omrff6w7htTw5p8WYGu3sM7h++5fPL2U1vmtkba2nuMH2kvEtBofHymo2tQexkAAAAAAKBoe3cfPHroYu1lVD0N6XNFVdsIDnevbiv/SV2PXyg00Lk4mYj5om3Dv/f4nv/7wrG1F4+vfe3if3/+yBdWEhPRgUIBNEM8aorybYd1Q/VATodX3L3uEgAAAAAA1Kkm3QXUAv2RMQG0R4Uj46oIoBOTkR9/4qKff+bwI7fOrL104p+eO5p+/Y5/f/7o7z+5t783TABdL2rtZhXzwKuvsTK/PgCAoo1vTlxYeVx7GUC9mpnetXtun/YyANSf9Ic+HxmZ1V4GgMrQnxdrDKCFocZp8a165Q3Uaq4Dejq8kg5HzItjnfts+6ntGv1toc+vJP7lC0fOHJqYjo2tvXTXncbGT1+494Z4LoCWjpZW3gJ/Mi2eV2g+XYzKS3UvU4l4IcIxFZcpO4hlG/kDEFhWVau6kNznwusfPa5GflUVZ1ddb3ZHfzIteflkZClWde3PZc/EHQ5Ya/k7ANS7nXNHn//y72svA6hXIyNbN0+QEAEovze/5T09fbyLC6hX+vNiXQG07e/OJ1K5PzZ2AJ39o3URMlln7pPCSzQy0P+Pzx5efevc9s2Rw7sue2P68eeeO7Zr65a906Mf+cBqPP3mnq7eDc3BwHJ+cQLLRh7qGEDbM9DmxahwCcJxPPAn0/HllMPNUpzacTELPgDW4RXKCzEWKrCcXxmPq2FbVcfRGcLBnQJoV8uy3tYzgK7OFQAAAAAAz3Zun0/s2K29DAD1RX9YrC+AVv/F+XxzaLY/1JI9GX/M/EO+aVTafxpLLon5o3Bw4+yy4yRS+Q0SqXzjbabsfPGqGoQAOrIUE04nKcC8FLk0TZK4+ZPpggFxYDlbw84tQ2tfPbb2tYvXvnbx2h+eWfurm9f+6qa1l5Jrf3zV2pdTp9KPRkO2dzzmr1q5th5T4Onwymo0mVmBbD9vvmtYPE52F4ew2JTpi63H4tcYsvI8BdDKp9RLAO24Gm4DaPF6HQJo+xBkTw+/Zftp8bCubpzssPJf4dzRosfyq6q4j/mufPMKSEtthBHYAAAAAOpfT+/Ia19f/bMXV/v6xrUXA6CO6A+L9QXQ2YxJmkGrEmfLH81HiCzFhHkFRkYWWM7PbQgsC9mZOWy1HSefWmbStEwB2QTQHCnKasilh4mUGJbJCzAF0JZ43bwy5mt0DqC3DA/86otHXnho7qaLt7zu9M61v7xp7c9vuv2ybbce3/zVD3wk/v77ewO99n3FllvZdZmHTihSP0tQHjenjZKMPn856rBYDBmFejY0B/3JVO6fpctSfAAtXIjxRYJ6BIe71XAbQJt+VCCAtvx2eH34s3ckshQz3xEXN87psNaq7N+4yO+j5RKcf9HMB4QOPf2Tp6++e3YXbxwG3Orsjs7vPqa9DACAFvuOXHP1TW/RXgaq08aW0OtvveXec8sbW3q0FwOgXuhPivUG0EHXM6CdAmhrz2ZCOtEiHY5IRy07HMf4cDGaTgUSKaMrOZactgTQkhqaF6Pp1diKODRDXYDpc2N6g3OWap8BbQ3gOjp6vv3Ynr/5+EXzU9HRwcG1b55c+/alI9HBM9f/ejz90VvevD3/EsJEStqCKrsu2+2z56diw7hlR7GvXMjKhVxVFRab68lkwY6zL0xNuGnpY5YrySEC9jC8xc1qyE4hP7u9r9npvMpnrODDb/7c8g1EwRvn/Dtl+Z013z4jgLbdEXma7PhAEkBrdcW1b/zvf7/22Rf+2ufv014MUCu6Q6PaawAAaPHM51/7w/++1tYZ0V4JAKAB6I+JqyGAFti6L10G0JLPzWFZPtM0OlgFDsfJNzsvL25oXoyuLPlNh1J2ehoBtGzKhKwAMT7LJt32IxtHKNABbWjyBS/ZM/arLx559Yk9VxwYX3vx+P/5r8duu/XBeHr1jo8dnIkN5gPoHH8y7dDBKjmdpRG1OZtlK3eU5pjW/F0W19oTRmEx87lkfvVERXVAWy/E5TPsvBquz+4hUTUns14ffvP29qnTTjfO4ZF2fn7Eq7PfR+slSJ9AW3mM4NBnx8Kp51/88S13vaPJF9JeDAAAhmc/+8VtO/ZrLwOw6Nw0OhDV8BrJJl+oyUdTLQA0Gv0xcZUF0GKqVWIA7bYJtNDxI0uxdCqcTMeS0xuap8Mr6XDSPjTDKYDOjqw1IlFVAaZBw6pFCG5wNwPa0OQLbvQF77xkyy8+e+g/fvvo2peP/Z/PvieeXl1++sDx+dEmX9AeQFs6rD0H0JK81UWOmeu/Flmaf01zHtQ1CKsnvSgZaXZZRPqsWI3RvUNOuyiSU6frtTHN5fD68Je5A1r1wLhoWC5QqtMBeQmhdv6OQf57BgBQbV78nW8k5g5pLwMubWzp2bxlp/Yy6tgTH/3W89/4BzoGAKCR6M+IqyGAzvQUC380D5YVk0Qxj8uMo3XsshRnyGZGVcjG4OZfK+fcxWyefZzZ3W0AnTtI7krlBeSPJkal1sxXuHDJT8W1yixdJmJubglNjw8+cF08/cjT8fTqoXOTIwP9mR81+YIbmhej1onGha7LPCnFuDRzefYdgxua1Tmm6TGwh8W2DxMpyTwHZdDsLYBWXIjiGXZcjZkzh+f3OA7GlQfQjgXbRZZi5mnRhWdAmx9+1QxoNzdOcVjLzVUE0PL7qJwBrQigC38ZAwAAgCq3dNPt//HLf+nsZjCFZ63tfbGJHQU3u/vChx/78MsE0ADQSPRnxNUQQFv//r715WymF7vlJlqkV+PLSwU6oM3bx5JLYpwnjgYuOPEjsCzMVha7Yj0E0EFJCG4pQMjjLO+dM/UFm5JK+wzofM1iAJ0jLGBuZnS3z7zUpkHS6rUVt88nj5LjS9anqADa9CZA8UPLMirnMMjzXNP7A/MFqy5EwdtqFDy78nodWW6Wp4ffsr0iMna8cfLDmn6FlR3QkvtofrwLj+Wp9wHQ0dHZkfHt2suoWoHgyMEjl2kvAwAAlMjnD+/YeUB7GbUosGn4wMGT2ssAAFQZ/QFx1QTQMPNnx33or6QWNfTqlWGWdI2q//bnwWg8MjKjvYxq1tkd1V4DAAAAAADVRH9ATABdncofpcVn9x0/dY3u66rV1atViSVxigvDkQEAUqPj2x5++DHtZQAAAAAoN/3pMAF0Awn2jg8NN2pTcOMSxrN4G+UBidGx6Vd/50uBTfTYogb4/OHNWxe0l4Fa0eQLjYxt014GAAAAgHLTnw4TQAOAW5Ho5Fef+3RnYEh7JW5sbOk5cvjkxpYe7ZVAi/js/sff+yntZQCoOaHw5i3TBwaiM/x/EAAAgNqnPxpuzABa/g66yp/U9USIahzUy0QLPZpbe4vZUfkCRgdlv8UlHnA6vGJ/KSW8afKFZmd3ay8DAFBD+obi597wzs9+6bW3PvKJrTMXaa8HVc7nD0/F57SXAQAA1PRHw1UdQAeCwy1tfRVY9woE0IUjYwJoeDYyvn3plnu871jczfK4V+GntORnphp/EQAAqHM75o5//dW/+8HP1/7yx2snTi9rrwdVbmNLz/AoHQMAAFQt/blwFQbQwrDa9Gr8oQfn9ywan5cv/ay5Dujp8Eo6HDEvjnWer+2nha9xMVrwUPnPlbfAn0yL5xVaVlXHdy9TiXghwjHdXmZm9Qo/AIFlVbWqC8l9LrzWz+NqiKsqn9Tc3pVwuB3+ZFryUsHIUqyYBS/Db1lH16Dwd3VLPyBfewAAsN6mZg99+vnvfv9na6/86b9edKxBXl4NAABQl/SHwlUYQNv+xn0ilftjYwfQ2T9aFyGTdYrxpZclWowKpwgs58PNwHJ+cYTPHQNoewaqPr57/mQ6vpxyuFmKUzsuZsEHwDq8ovBCBZbzK+NxNfKrqlj2ArdDejpXyyJRht+yuV17BwYnynhA99eye9+JjkCklHMBAIANzcHW9v59h6+64bYHLk7e0tM/qb0eAAAAFEt/KFx9AbT6r9vnW1OzTaCWYMv4Y+Yf8q2m0v7TWHJJzB+Fgxtntx7n4he+d+K2p/IbJFL5xttM2fniVTUs7k6vbjm+I7dL/nSSAsxLkcvgJHGeP5kuGBAHll0M0lUtfiIVT6d62vu6g/OqtfWYAk+HV1ajycwKZPuX813D4nGyuziExaZMX2w9Fq9XVp6nAFq5UF4CaMfVsN+1RCquvh3ijrLTWb/IUaxMvuHa/B2G9NfH+SlV7Wi517Jeb1tJxvbZjd0Ns+7pm/i7X/zvu96QKrDyAADAhY0tPW2dQz5/WHslAABPmlt6Du07tNEX0l4JgCqgPxGuygA6G0tJM2hV4mz5o/kIkaVYNmecDq/kw83Acn5uQ2BZCD3N6Z54nLn0b03uuSEq7pULyLIJoDmMk9WwOJleHd0f3ZBIiaGbvABTHGyJ180rY77GogNoIci27ht/3enUm+7/5Ic+vPMd0usyD51QZIWWoNw4TmZfI6OPShq61WGxGE0K9WxoDvqTqdw/S5el+ADaMrsDrQAAIABJREFUtFCRXLSqGsHhbjXsd830VMg/LxBA548pXxnLb4Tzo1vwKXX8vZN+bWO6F5Zg2vxvANdjoOOz+1rb+wtuhuyT0DFQSqxw5rIzPeEx7VeBUvj8Ti84bfKFhoYZ6AkAAFBjmnyhmfhO7WUAqA76E+HqDKCD1kHG+WTNQwBtbahMSCdapMMR6ahlh+MYHy5G06lAImV0JceS05YwTlJD82I0vRpbEYdmqAswfW5Mb3DOUu0zoF2/vc2eDCZSRnfqdHzue3/wzR/+ybeOv0d6XbbbZ09dTcc372hu9TWyciFXVYXF5nXOZMGOsy9MffRp6WOWK0kVQMsjVMeHucBq2H9kbT12+lx9XvMzZrtGearr7tdH8rnqmbf2Yku/CxHutW0Ij7JUlGpicm4gMlX07ttnF9o7B7RfBYrW1R09dDjpsMHGlp7Yll1NuussC38HX03Vs9NXLJXybzMAAACgTumPg6s5gBZElmLKAcfOIzhsn1sHGuQyzUh+OIDB4Tj5ZuflxQ3Ni9GVJb/pUNKY2BRAy6ZMyAoQQ7ds0m0/snGEAh3QBSRScfVwan8yHU+/7ab73vzxDzy94x0Ot8Bej+r4LgJoa/4ui2vtuaSwmPkQM796oqI6oB0XSv0MO6+Gw7JLUlfV52a2GNe+MvIRH4pHt/BT6vL30fwFg+R1mrKHyt0IDgBetXU0xFcIwZ7RN7zu3pa2Pu2VoEK6Q6NN/C1jAAAAVJm3P/K+nr6JSp/Fkf44uEYCaFO/ZGkBtNsO6ELHjyzF0qlwMh1LTm9ong6vpMNJ+TgCVQCdnZNrRKKqAkyDhlWLENzgbga0k8J56GI0nR4Y6wtsmne8Bba1VR7fRQCda/gVWRpjVUMqLDUoxo94D6CLSJ9drYZy2WfSH+kfsycmrt6fqZxDXeDJd/frYzpa4QBa0gFtnQri9AwX+0JFAMjqDg5rr6E6xWf3aq8BQMNq6xzUXkMVGo3t+N//b2162wHtlQAASnTZlTf7dTb96M+CqzmAzvQUZ/84GV/aKaR1liRRzB8z3ZROAbRp4m1mVIVsuG3+tXLOXczm2ceZ3d0G0LmD5K5UXkD+aGLgaI3nhAuX/FRcK+noBvPuwl2wTjQudF3mSSnGpSmO72oEh6ke+eBga2exeRyHffUKHlMoyRxAKy5E8Qx7Ww2HZX9XqK1PfTscRZZixiXIV0Y5A1r6HUOhp9TdTHZj9ogpgBZ/HezPcLF9/QAARz5/+In3PqO7KQNA43oy/anEAk0GVqFw7JU/+P7QyIz2SgDoMhLbdcXZ12kvA7VPfxZczQG09S/7xw4J/11kdMVms6rcRIv0anx5qUAHtHn7WHJJzB/F0cAFJ34Eli2BWm4zDwF0UBKCWwowjmYKQ21Tnk05qX0GdL5mRRewYma0qQHZ/i5E2x/F7fMxper4ZQigpa9MFKc65AuTT2+QB9DWuRD5FNvLcG1vq6HYUfyp6nMnpkWWrIz5gXEz6MbpKXX+GwnJ/C+1rKRU2KEDmgHQAABotbGlR3sNqEvtXUPaawCAKvTAgx9YW1vTXgZqnP4guOoDaJj5s+M+9FdSixp69ephdDLtzwAAaDa3e3F4bJv2MgA0Gp8/HB2d1V4GANQm/UEwAXRtIYBj9QAAALShAxqNo71r6KLDp7WXgYzW9v6JyTntZQBADdKfAhNAAwAAAKgZLf7wFacu0V4GGkGTLzQQmdJeBgAApdGfAhNAo5a0tPVprwEAAABlERmO9w1s9rrXxHj893/7E9qLBwAAqAX6I+AaCKBDPaMVWX3eY1aDmnyhY8ev6to0vB6nq4dxyc5U00imwyvSF1QCAACU2ey2vRObd2gvAwAAoH7pj4CrPYDeFBp+59se6gxU4G3IBNC1yd8xsC4nqrVR0cU8z+pr5LcDAADUspa2vjr4a3Nbtux4+IEV7WUAAIBapj//1c5VB3R712DmH/zJdDztPhOcDq+kw5Ggct98xCaJ4Zp8oYGhSfXBF6Pp/MENgeXVeHo1nl41d84uRtO5z7OEfSNLMfuHxi7Li8bBM5dgMDWoSg4iXpRQQL4wVVXZHf3JtHB202I6rIBTkc3T4RXLZXq90swRJB9mrrS4JTJfqbB91bU/lz0TdzhgreXvAAAAOaFw7KPPrH76c1+t9dG9Tb5Q/8CE9jJQQ1rb+1rba/6rFwBA+egPf9fH1uk9geBISQF0Ti58dBkLmlo4Zfs6BtDtnYOHj1za5Aspji+PX7McRzeY4s5EypSHLmf3CixnPwws5wuT56TKgxgXtRgVWlkDy/IFFA4ui2Ul/bDqAFpaZPZHKctenq7Un0znihfPbg6gvS+RdC+HC9FnPQPo6lwBAIATnz98/k1vafGHtVcC6DW9bf8//PPaP/3L2q75o9qLAdbTyOjM8OiM9jIAFGFkbHbzZEJ7Gag7+qPh9TEytr0jEC1HAJ1IxdOpgCX3TKTMPbyKEFO6by5Uzbct5xLqwHLBAbhFB9CL0XyRyvjPSyzrNMZX8rl8tIKkKvF0slN7DKCz57Xu5eVKxSKDgeVVS2Je9BLJ9rIPQc43jMeSS+JVCM+PuLDi9uZm7aSpFzvftW2uwX5Y24NqOlr0WP7Oip3g0v5x872WltoII7DrXP9Qbfd8OevaNBzsHddeBlBtmpqDRw6favLpr6QxjY3Pfv2FL7/60kuvvvTSiy98ud/7i/VQLs2t4cuuvPnM2XN1MIUDANAg/B0DxgAAoEz058JVwkMAbQSOQvJo2yCfl5kyR/m+6g7oCgbQph8tRtPpcDIlyR+NeRGqwRSFDyJPXYUmYlVV9lhWeigXIzgkt8O2l9crjdgvRDGCw/USqQJo4ZKnwyv5HQPL+Tkepicq+z1H0JRfR5Zi5sA3bo6Jc0+aKl63HtZalZF6G89zZClmWqiUMVlFuIT8Ac1HkHxD4/6XFNVjY0vPgcOX1/F/dQd7x/sGHaYkAXWuvZP/OKk6CwuHvvm7X0skLsr8saNr6Mn3PNFRibeYAECVafKFTlxyo/YyKmp8867Lz9yivQwA8Eh/8lsl3AfQQviYz+Py/Mm0rf/U+KNiX8cRHFKmFlSRJb5UBtDmvtpM9iqEvIVSb9NxsqfwdBDTJApFVfLFlzXhOqyAuUgh4XUM7gtfqXCLC/TnFrtEwu75R8JyaiOotUa0ub3Mn0ubte1Pcv5rD9VhZQG0+XEyAmjbHZGnyZbVcLxqAEB1aGnrO3Dg4tb2fu2VNI704+8VO5rHxme/8sXnjax5Q3Owo2vo+c89d/rSq6W7Z36a6Yy+9w1vynzo84fTj7/3ntffl2mazoTXZ6+6MbPZU7/xhParBgCXgr3jzz3/iq+uB0ANRKb27D+pvQwA8EJ/7Fs93AbQlpfLWV8naM9VEynT+Ajpvt4DaEFRHdDWRM82TsT9xIN8s6rrgyRS8lc4FswZhcV0uwJikTvE43sNoJVXKm/lLnGJ8szJrPU7j9wB8y82ND9d5u2VveROAbTssLIAWp4XC0fIHlP2tU2BAzKCAwCqVXNrr/YaGs2F+1NGdnzh/pQlIB4bn33+2eekMzcyQXNm38yMjkxOnfncyLUz0XNmM+c4G8D6O3Xi8q1bd63b6a67/nZ/x4D2qwZQLmdvfNPC/tPay0Dj0R/7Vg+XAbQ1IDaFj6YRB1nCDA31vuseQNuGh0yHV0oPoLMHaescbPKFlAdRpc/qkSayxXS9AmKRx6xzuq2zht1eqXpIhbsl8rTOTu9gVHZAB6Xbl9wBLT4w7gJot6U6HZCXEAK1a2x8Rv0SXQDFWFg49JlnPtkRGJKmwwsLh1RDny3ZtBFeZwJo4ziWI4h5d7nM7jr21NMvHDhylfbFBGrOxOYd4f6J9TlXe9fgf/7H2r4DJ7RfNYCy6I9M/+xf1r7wlb/QXgkajP7Mt6q4C6AlzZtG+rkYlaSZzvM6xPbV/GQJ8SCVmQEt2cWfTItBeYE5GObhxcYp/Mn0xKU7vv2HP3ngwQ9JD5LpAVck7AVzZNUG0s+VRbo+XYErzf2zt7N7WeecyFLMPMO68Azo/DsVnWZAFw6glYe1PJmKADqRkszlUM+AVgTQRXwro0eTL9TeVcyEzU09Y+GBLdrrLyOfP5z+4Kde/c73Xv3O9z7z7Fc6AhHtJUGLJl9oy5btBNBAeRm5s5FEiz916IC2JMtnr7pRVwB9420XfvCztXc+/lntiwkAjYC/rgTD7M6jfUNx7WWgwejPfKuKqwBa2uua+VA+XkPIfx32NfWEJnJduitL/hICaFs95jkMqrZo5Rhls4TQSmze2PEgi1FrA3LhqkwnlW+giJLVRTrt5fYgmZfmqXuoi1wiKUsCm1/GWHJJvApxLrZie0VkrA6glYc1PajKDmjxObS9tFD8UB1A184A6G07D95x11uK2DEUjg1EprTXX0YXHng0kztnkuh73/SgdLOxiZ1ff+kPMzn1iy/9Uf/QVu2VA0BNuHB/6gNPpY15GiKHoRnV0wE9ODx79Q1v3Bzfp30l4V5r/b5PuKHM77n4kXd/UHsZKM78vktuvO1Ca7vnoShbp/d2dke11w9Y/Gb6vQ+8+X7tZaDC9Ae+1cb9Swg9ENpdwWKWwO0s7/qTT6L3H7wkFI7prqcAmgs25NqfT1+xlPnj2evueCr9cftmC3uPf/OV1xILxzJ/7AhEnnzfx+mVBgA3FhYOvfrSS6pRGwsLhzIvEsz8saNr6Mn3PNERGHKeAb2eATRqTmt7/9zuxfp+sVuDaG7t5Sv/GtXeFVlbW1tbW7v97nd63XdjS4/2+gG7WGxmYFDyv2RQX/QHvtWmEgF0zYwOqAUsZk5iKdfybJplUfeGhqd5BUpNEAPojkDk+S99wwijDarPxZ9mOqON7unMYe+5722ZpulMeH32ujsym0kz7gbX5AudPnP7zI7D2isBUHaZNmfL6wdFmXz51ZdesuTUmR0znxuxMgE03GihAxpYF7cs3RHsGbV/7vOHv/fTtbW1tWOnbtReJAC4oz/trUIV6YAGKiA/v8LDuyKB9ZJJis+cXc6MgZbOgB6b2Pn8f31Z2oAjTu3IzOjI5NSZz41JHZnoObOZc5zdsMa3zP/0H9Y++ey3tFcCoOzEXmYAQD35g2+9sm3bXumPfP6+7pAkmwaAaqU/7a1CBNAAUAb2ERz2+c4Le4+rhj5bsukLDzya6W62HNZyhAsPPCqdNL1r/mhP3zq9Kb7aNPlChxfPjm+e114JgOJsbOlpaevzd/S3tvU1t/aI7/MkgNYlGp3UXgMAAEAt0B/1VietAXT9T/JFaZQvYHRQ9qElJR5wOrxS8I2aqAeWpNjyxwyHDmhLsmyMkC4ugG7vGhIjG6D+jMZ2vPIH39deBsqryRfq6Boaim7dOpWY3bZnamouOjzV2R0x/oVGAK3Fxpae6668qqNrUHslAADUk9mdh/oYT1+H9Ee91YkAel352/u111A7ikt+Pe5V+CEsOdFuvOe8MVmSYul8DIehGeXtgK5vbZ2Dv/7wk63867Sx9Q1OfuK3vqy9DJRXR2BoKj539Ejy2rM33XLTueuuWVo8dunM7O7ApmHttQEAoMLbDlGcX3vgN+b2HNdeBspKf85btbwF0P5kOp52H8ZNh1fSuRfHyfbNB3NFZHyL0XT+4IbAsnRM8GI0nfs8S9g3shSzf2jsIrzsLnMJBlNbq+Qg4kUJBazc4i9QVXZHfzItnN20mA4r4FRkdoyy/Thur1SxvPkrVWwQVExwll6psKTFzHqutg7oSpSEapRJio3Rz6ppGwt7j2deJJj5Y0cg8uT7Pt4RiDjPgCaAttg5d0R7DQDKy+cPxya2X3LqzENvffj5zz333778lS8994VHHn7k8tNnt0zuamkLa68QAACp/QcviY7Oai8DQBXQn/NWLU8BdC5DdBkLmho/ZftWIIDOchzdYIo7EylTZLyc3SuwnP0wsJwvTJ6TKg9iXNRiNLcOLW3hwLJ8AYWDy2JZSRetOoCWFpn9Ucqyl7crlS+v7fbZ1t84S+ZEuZ86BdAFanB8SqssgC76WlBLMknxpz/3lVe/871Xv/M9MWW2yOTLmc3ENDnTH5353IiVCaCrWXvX0NXX3kHPC2DRGx7t6fX8tqjApuj8/KE3vuFN3/zdr/2vH/73X/ztj/7XD3/wnZe/+WtvvrB379FNoRHt1wWgQlrbBxgdhprW3NqrvQYAVUB/yFvNvATQiVQ8nQpYcs9EytzDqwgxpfvmQtV822wuoQ4sFxybW3QAvRjNF6nMFr3EsqqDKD6XD2SQVCWeTnZqjwF09rzWvdYngJY9SPIrFY8pPgNiU7bweb6x2rx6+e5y8SDCk5a7BdZvQew7TodXVqNJo8PddCJVScb22Y2LGWaNGiMd+oz61uQLjU3s1F4GUG1GR6dGRjwPNBwY3HLo4Il3v+PRH/7Za//00x9n/OSvv/fex566ePHSyPCU9usCUCHbdx0JD/KiSwBArdMf8lazwgH09p0XRUdnNmTCu+VF8R8szL29plBSvq+6A7qCAbTpR4vRdDqczGXo4kUZIzVUgykKH0QeQPuTaUltpqrssaz0UC5GcEhuh20vD1eqWl5vAbTwDBQIoPPHjCzF0uI4l5Qxq8TYMbCcf5bM+XI+Ybd9I2J9CGU7mj83dbuL98ISTJu/Y2AMdAMggAYgGhq+GZ7smrv/+us+9Knf/N7/9w9rmf/7p5/++Cff/977HieARi1pbe/nb8YAANB49Ce8Va5wAL2wZ3FsYocpuMx3sOb5k2nzh/m5E82tx/ekPx6Ohqz7eh/BYeqVFlniS2UAau6rzWSvQhhaKPU2HSd7Ck8HkceXBU+dX0y3K2AuUkh4HYN75ystvLyOG+Sa5d0tsj2Atl2jPNW1LGbuONaN7Z9Pz759dfrWS2wFWO+O9NsRy7cF1g0IoOtFky/UEYj0DU6Ob961eev80PB0d2jU5w9vIIAGFLTHmrpoX/makx3BcfebvvW17AiOv/sfP/jON7/5lvtTjOBADbn0ipt3zh3VXgYAAFhH+uPd6ud2BIflrXTW1wnac9VEyogLO08r9l3/GdDWHNA2TsT9nIR8h6zrgyRS8lc4FkwnhcV0uwJikTvE43sNoK3dx64WquAM7sJprC3Gzb/mMfe57IsQ27MkBs3W1N4SQA++dXVkz4DtOMr2fOsvxYpl9reXFUMt2NjS09M3MbP9wOFjV1x6+U2Xn7nl+Klr5nYvDo/O+jsGKn12NA7tySk5LLTw+cOxiW3JU1c+9NaHn3/2uZe+8tUvPfeFdz38rssvq8+XEF50+PSHP/bcZVfezOjbOsMNBQCg8Ujy1q3xPdozX7vk4onvfeOL4fBY1QbQ1kzNNEcishSz5apCl6h633UPoG3DQ6bDK5bs+OY2l39pzjSiwUUArUqf1SNNZIvpegXEIo9Z53S7bkO2XGmhayy4/sGRzu6oyxDccZh1Ohxx6oBWBNCy1Fv5EBbqgLZOBUk7BNC8hLAONPlCm3rGds0fPXvdHW976ImnP/rsM598/rEnP3b7637t0NHLIyMzvHukCmnPXklsAU86A0Px+PzRI8lrz950y9K5665ZWjx26czs7kBwWHttZffYkx/711+t/e6L3+nsjmovBrUi1DuW+XtXQHk1+UK9/Vu0l4Hq0drev3vfCb5RqzYDkalg77j2MmAjCVs3tvScvvymlrZ+7YmzxfVXnvn3778SjU5WawAtaTU1MsTFqCTNdJ7XkfupkAlaMtbKzICW7NJ+aTp2ycyG5mAmN5x/24WV8xeUZzTPdzZO4U+mxbRdPp9BkT67SGNVG0g/Vxbp+nQuDuI5gM4ecP9Fyfndi+46oIMbIksx4yCJlHlwijC1WTYDWpYjW4P+7NsX3QXQkhnQpgB6MerUAV3E9yuoOq3t/ROTc8nTNzz25Me++2c/+od//r+//Le1v/3pvzz7ha/deu5Nu+aPdjVYgqAxn/34p362trZW90nu7rl9ge6I9jKA9dTkC3V0DQ1Ft27dmpjdtmcqPhcdjnd2R+ryP4CPHb9q9bdfuub6O+vy6lAh+/Yd6+0jekD5dXYPHz1+VnsZqB5NvtBAhLcvVJ3zFx65/sa7tJcBG/2xsidNvh4t53UVQEtbdDMfykdzCPmjw76mptTcgODMjkUH0LZ68kGn9O1/K7/+2CUP58co+/y9re19ypMmhFZi80XlRzPLZ2WseqrKelL5BoooWV2k017uDuKwvAU2EA/odhqyKbcVj2yJic0fKgPoDeYJ2oXmwJhHcCTzEzxkJaXCDh3QDICuC12bhnfOHbnt9jf/t5f/5D/+c834vx/+zT888u4PHr34TP/Q1kqcV3s3bhVmu5deftNT6U9ofyQqrb2TuS5oUM0tPS1tfW0dA61tfc2tPXWcz7a299fx1QEAADQA/YFyrXA7A9oToSO42lX/i6praDHLrx5GJ9P+XCdC4djufSfueePb/uS1H62Z/++LX/q35Tue3XfRg3WW8wLA+tgUGjl9yZnm1qr+32M1ra1zkDlRAAAAFaA/2K0VlQigSdxYTKDebOoZm9u9+LrXX3j1D/5KaIBe+8nP/u2J9/7m8VPXREdntRcp8vl704889M0vfiqxY7fx4YW73/DqC5999YXPfuaDT3R0Dar2HRud+vqzz2S2fPHZZ/r7Y9ovB0Adu/6am/7xb34wl7hIeyV6+dv7K3TkpVvfeODQpdovEAAAoL7oT3VrSEU6oAGgzrR1DsZn9151zblP/NaXfvq/fvWf/29tbW3tX/997ZuvvHbf/Q/vPXCq2l4HcfbyKz/y2CPPfeR9YgCdsZDY6xBALyT2irF1R9fAkw+/zSGtBlA9woOTzhs0t/YODce112nR1tF/YP9igw+jaPKFtu862NZZkX/ZNvjaAo3jHe94IjJce3939sHUW8fGZ7SXAQDe6U91awgBNICa4e/QNhW3ubV3IDJ14NCld939wDOf+OLL337tb3+69tsvfPPBh588fcXSlqmF1op1rhVhbHTq+Wc+ODYW9xpAd3QNPP/MB06fvER62MxPM53R995+LvNhptX6nnPLmabpTHh99vIrM5s99fa3aV8NoEG0tPUdPX61zx922Mbf0T81vUd7qZCq8qFwAKrfwu5jLW3qFxpVq9jENqYwAagSza29rmMH/ZFubVnvADr/Frian+1b8w4vXn3sxDXaywBcam7tvbDyaHhgi64CWtr6xiZ2Hjh06Zmzty3fcf/D73j1hqU3LJ64emb7gUBwRPv6GDKJ8OmTl3R0DXgNoDPJtXTmRuawmdw5M6Mjk1NnPjcmdWSi58xmznE2AAAAAADVYzAan5rZ625j/ZFubVnXANqfTOdy5+nwyqr7d+v95oc++oPXXtP+INaZvqGp/qEp7WUA7mkfc9HS1tc/tHUyvnvn3JFLL3/fzPYDw2PbujYNV9Xfbj57+ZWZvuMiAuiFxF7V0GdLNn3h7jdkzmLk3dIjXLj7DUavNAAAAAAAtU9/nltzvATQkaVYOte/nC74ZrxcxJxIxdOpQO6T/F6JlPsm6K+sPr/2q1/KfrQYTafDEfnZM3WaY+7FaKb+5cVCG+e2zMucSLwKYRvrtWSOKdaW3dGfTJvPDqtdO3bzrvY60Nkd1V5DJWT+Sk7XpuGpmXvau4Z8/nBVpc8bmoNGTFzeDmhLsmzE3ATQKN22HftD4eqaog4AAOqVz89/bAIokef4NRAa9/n7tKfAtRBAJ1LmODUYWJYmvw6M6HY6vLJaphBWHkALrdamDYyaA8v5KFy1sfWA2YKNq1iMZoP17AHFDNqfTMeXU1EC6KIc2HOwxXGEJaqfzx/evutQfX+RMDR8s/YapDLDl0WWCLi4GdB0QKNy3v3oUwu7j2ovAwAANILtM4mOLm2vlgFQ+4qJXyenD3RtGtWeAld/AL0YdWp5ng6vrEaT2f7oXDhr7ynORbey3uf8bGhzqltoTIc0MjZVG1jOh92yAFq5seKA5j5uQ2QpZlSe/edFAmigjlVtAG0oogM689PMiwSNgzz58Ns6ugadZ0ATQAMAAKAm8M5DAKXRH+bWIncBtJiuSmTGTRgbCPOdI0sxe3SbH8qRZYp9hZ+WEEDnPxQanIUpIvkIWL2xwZSYywNoy3jrXApPAA3UrVoMoDNvCDQ4jHv++rPP2LfJ9EdbuqoJoAEAAAAAjUF/kluj3AXQpsjYPjHZ/EZBc1othMvmERxGOGtNtxUtxgKhXdoscyLLAZ2HTRfe2MX7EoX5JEK+rBzoAaAOVH8ADQAAAAAAykd/klujiu+AFtqTbW8XFDaWTU/O7p6d12F+t6G7NxwaPHZAFzqCZOMC3d+Z680VbNqYALo+hXp5UxaqKH3e2NLT0TUY/v/Zu+//tup78eN/QGxtybK1p/fee8VxhmNn70EIWUASCIEQSAlhBCgjhJa9IVDCnmWETSi7YXMTNqW0vS3Q23F7b2/v198fTqtrPBTJlvQ+R3r18fyhSEdHbykujV/66HM8RXmOsMHM5unpT2/yXHv9Xa+/dfj1tw7fc99TVntIuX3nrstG3jhSUWnTcy/+Ujny+RcP+YKV4q8IAACMZfuOi2rqJ4uPAQCYpHOIN1xNi3EP6FFWJY8ZoI++AvqHdx218EYT3x7QY5wh2sFHefjQ+vyvfxzmaLuIQEsstsDs2UvYNQwqCdAGk6ewsKqzbXL/9P5pPdNrq5vzHOEsvfxgSJ7tOy5qae9T/vvOXZcNy83tXf1RAnR7V//Lr74febjVHrrymn1RajUAAJAVKqg1WnziYwAAxAOu1sUYoH+wy4RizAB91D2gRxw2LPIOvVTguPaAHrqQ+ejLkKMeHO3hprnXRl2szQpoIG2pIUBnG5zhcMW8gTmXnnPWfTddddtPL9u0dm1TQ7vZym8pqWC0+LL0TtkZ2rv6h61ijhKgrfbQoz9/acFn0KvbAAAgAElEQVTitaOeSrlXWRl92vbdyo3KautTt52nLJpW4vWKVZuUw6665g7xPwUAANSppLxF/O8JAICEkm+4mhZzgNaN2Cvj/5LxyPXRM8OjrP9VDvu/LaSHbnYxdFvnoeuRxxegR9uoOooxD466fcf/vcZ/GbaOmwANpK1kB2id0X3UY0xWX3Njx+4d29959uHPXjvwyStPPnjrNfMG5vj8o1xXEAl3276HTtqyU3aGnbsuG1aBowTootKmRx8/OOqeG3qT57ob9ivdWdmjQ+nUSoCONG4lPSuHRc/ZAABksmyDa93x22y5YfFJAAAJIh9wtS6eAA0ACWK2BbINGt7JJNkBur2zz+svi35MTm6wu6Pnxj0//vTVp7544+kv3nj64MN3rVqyrLioWvz9yQQGs1dqZVN7V/+wpcpD7xorQI9cLh1RVNr09/8dHLqzh9K1lQAdqczDzrBz12UjBwAgpbSkdtGc+eJjAAAApCP5gKt1BGgAAmbNPaa8ql18jHFLdoAeq87nOsKBYJnSPc1WX2tz5yW7fvThi499/sbTn7124PGf3bhwzvxAoFT8/UFqrFi1KfYtOKKsgG7v6n/tjX/zh6oipyVAA5pTUV6/euly8TGAzNTYMlV8hujKq9rNtoD4GACgTfL1Ng0QoAEI0PqmeCJ7QPsDpdfuufSJe+7s6uidpHNkG1yFhVVL5i289pLdT/zspvtuumrbpo2tzZ3WHH67yBRWe+iBh5+NrFyeNN49oIe16eStgHZ5S4tKm8TfNwAAEshiC3z+2TdlFS3ik0QRLqwzmL3iYwCANsnXW+26/c5HwoX1BGgAGA+RAF1b0/LuSwc+euW5VcuOUW4xWrxlpXW9k6ctmDVv1oyBpoZ2t6dQ63E/PejN3vzi5oSf1moPnX3unsg/xrUCWrlXuZBg5GxXXrPPag8poXmsPaATGKBznYWRddZQP7ujgH+fABBn4ZN1aF9BcYPTw2VaAI2Sb7haYckJeQOVw278yVX7/KFqAjQAjIdIgLbZg2uOWb1z2+mVlf+3hlRncNlzQ8FgmctdaLKwsEUtDGZfYWlrMs4c2QD69bcOD83ByhUCR71rKKUvjzxGWR89bGtptuDIcIuXbSgsaRQfA0Ams9mDNbUa3rQNUEyfuaS4rFl8DADjIh92tSInr6CotHmsewnQABA3kQA9SefI0js1ffFGAAAARPfW25/ccvsD4mMg7bm8R7nmOWJktQfFZ0DSyFfdtEGABoC4SQVoAAAApLctp56zbMUJ4mMgvc2cs/rX3w7SoCfObPWvWLnBkkODTlfy3TZtEKABIG4EaKSA3uRx+8pKK1qLy5qdnhIWvwNQLYeroKioVnwMAGnPZPXrTR7xMdKA2Rbsm32s+BjpwWT1i88QYbOzb34CyUfbdEKABoC4EaCRbHqTp7KmY+6CY0/cfOaGE7f3z15RXNY8kQadZXCZbUG9iY3CASSeyeKz5Y5++VMASKCG5qmlFUm5zAaQHrasX1tcVC0+RrqQj7bphAANAHEjQCPZ/KGqhUvWPfjIc4c//u2Hh399674H+/qXOtzF4zubzuRp6pi/bM3OGXM2uP1V4q8OAAAAQMLpjW7xGdKFfLFNMwRoAIgbARrJVlHdcfoZF3z59R9//+3ff//t39/78Ks1608tLGkc39lCRc0XX/3k82///dGX/tA1baX4qwMmbtuOPc8cPPLMwSO33HnAav/B2lu9ybPnyv1PPPdBQ0vfWA8vKG565MlDyhkefeptT6BS/BUBAABANeSLrbjO3qVmW4gADQBiCNAqtOu8vdvPvFB8jESprOncvuOir379H0qA/uCjr9dtOK2otGl8Zyss67h63ysvvvOPp9/4y9SBteKvDppmyQl4faXiYyia2wdGBujFyzdddcOD++5+bqwA3dw+MDRPW3JCl+y9Y9hJAABxMbA1M4D0IR9/1SBU2JRtcBOgkRg6o3vO3BXZBqf4JICGEKBVKBCu9gYqxMdI4MtZsnzDE0+98sVX33/6xR/uuufx/lnLnZ6S8Z3NYg/PnHfi7r0PbzhlT2FZh/irQyrluYqa22Yk8ITBcOWUnn7x16UYGaALipv2P3CwoKRprABtyQnddf/B2fNH/yRGuVdZGb15627lRmVJ9aYt5yuLppV4vXj5JuWwS664U/x9AABxA/2LAiG+TQIgPcjH3/Sj7QBtsvpVdb1RLcrSO6f0zsnSE6CBOBCgkWxGi7e6rnvxsg2nnn7+llPPmbdgdVllq24Ce7oZzD5/fn2Oo0j8pSHFsvXOnLx88TGSZFiAVkrx7PlrLTmhsQK0UqhH3XNDebjSnZU9OpROrdwe2alDSc/KYdFzNgBkDnaeBZAu5FttWtJ2gM4vasgvahAfA0CmIUAjBYxmrz9UVVHdUVbZ5vGXT6Q+A+lqWIBevHyTsh45SoBubh8Ya9PnYW162449ytkiXXvUM2zbsSeyVhoAAGQsS05wyvRF4mNgwuRbbVrSdoAGABEEaABQg6EBemg+Ht8K6GFlOZKzCdDxqqzpPG7dqeJjAACQSjqju7isRXwMTEzCeuuCRccFwzXi2Vc9CNBpxWILvPvm28uX8z1QILkI0ABSJkvvzHOxd8rohgbo5vYBZVPmoUam4SibZrACOlGKSptmz18tPgYAAECcEtZb7Y7CLL1LMPjqTd7+Oas3b72gvnmGeH0mQKcbndH9s9vvmjp1jvgkQHojQCND5LmKjBaf+BgZzpITbGqdLj5GkvRMWzyRC1GMvAjhv960MVdAK49SLiQYOfiSvXdY7aHoe0AToJNKb/KabUGuSqJmLa1Tg+Eq8TEAAEga+UqbQEVlrS+8+sW/ff5f51xwg8HsE5+HAA0AcSNAI0OUVrQm8Pp1bm9JSVmj+IuCeuhN3nsfftXlLRvHY5UrAUYM29Y5eoCe9K++PPKxyvroYaunCdDJ5nCXrj7+nLMuuK1t8kIatGq5vSW2ER/2AECGsOWG2zr7xcdAkslX4wTyBKpuufPpdw//ac3xO7INHvF5CNAAEDfVBuhsg0t8BmAsN19383tvHRIfA4DatHUveP/LwU9+N3jB5ffa8grE5wEAYCRbblh8huhyckPTpg6Ij5Eabn/FMwc/nTnnuMSdUz4Zj6p36twzt+9qbZs2jseGChpqG6fl5BWKvwoCNDB+2QYXi3QylmoDdH1TL3vFQrWy9E4+IwEwUm1T33NvfPvR14Mnnb7XZA2Iz5OWjBa/LTdh32gBAKhQtt4ZCJaLj5EaxeVtv/5ucMPmcxJ0Qvk+OyqzLXjwuYODg4O33rhPfBiNBejO7gGnp1j8JxWYuNVrtszoXyo+BkSoNkDrjG7xGYBR5ToLTVa/+BjQIp3R43CXFJQ0+0PVlpyg+Dwub2mKn3Hz9mv23vSi+AtPHp3R3dg2q2fGSn+4TnyYdFVc3tbaxXViAADpw+4oTNyiQPk+O6psg/vM7bu++eJX69edJD6MxgJ0uKDWksO6BqQDvcnDCuiMpdoADahWWWWbw32UT6A7ume1tI+5aS8yk8HsraydPDDvuNXrti895uTOnvkef4XgPHqTZ+mKE0Ze9jCpPIGagtJ28T8LAIAK5RdU/+SyK8THALRMPs5GoTN6guGqbINbfBKNBWgASAMEaCAZbLnhFHc9qFyW3plf1Lhi9an3PvzqLz/4w8tvfHXeRTe2dc1hlwYAACLyC6qj3Nvc0is+IaBu8nE2ExCgASBuBGgASIFsg6u+ecaP99z+5W8Hf/fHwd9+P/jMwSMLlp4ouwgaAACtMFn9Z2w/R2/yiE8CqJV8mc0QBGgAiBsBGgBSINvgam7v33v1PV//fvB3fxz83R8HX37zV0uPOTmQXys+GwAAALRPvsxmiPEEaH+o2heskv4RAQAxBGgASIEsvbOsqmPTKee/euibr38/+Nmv//fG2x7vnbHMlpsvPhsAAABGpTd5bLma2FhPPstmjvEEaKen1OEukf4pAQAxBGi1cftKc50F4mMASLicvPz27rnHb951wSW37DjnynmLjy8qa+EiwAAAAKrV2TVz7ZpN4mPEQD7LZg624ICGzZrev3rpMvExkIEI0GpT19BdUFQvPgaAZMjJyy8ua61vnl5V1+MLVumMbvGRAAAAoHGJ6arZBvfJm0/XGd3ihVflCNDQsHn9s49ftUp8DGQgAjQAAAAAAJqVsAC9dcsZOqNHvPCqHAEaAOJGgAZiwT4J0DSnK/+YxUvExwAAAECiyQfZTEOABoAfWLJik91ZGP2YFAfoiuqu4vJW8XcGmaCktLG4pCEhpwoESivLVbQvisdffs/9B0xWv/gkGIcTt+6594kj9z5xZO8NByw5P7imTaiw6bb7D937xJGfPfJBTWPfqA+PHHPvE0duv/9tl68yxud1udlcHgAAIP3IB9ko0nI9NQEaAH4gEK456rLNFAdondGdbXCJvzPIBNOnz+3tnZ2os2WrbAV0RXWH+AyYiLqWgWEBuq5lINKd9SbP+pN+PCxPDztmks5hzgntvPCOkYclXO7RPssEVIXvrADIQP5gufgMkCBfY6Pr6J7tC1aJj0GABgBhbMEBAKk3LEDrTZ5zLtk/ffbaKA8x54Su3XdwrGOUe5WV0Ws27h562uNOPH/owurZizYph5190Z2xjFpZ0zU4OPj4gV+Kv2lALFonL+pfsFF8DADqMaN/qTdQIT5GUhlMnt4pAyz0yUjyNTa6bEMaXtKQAA0AcSNAA0g//TPnV1Q2i48RxbAAbc4JXXnLcyvX7oyShkOFTdfuOzjqnhtKaFa6s7JHh9KpldsjO3Uo6Vk5LHrOHirPVTQ4OHj6jkvE3zQgFtkGt8HsFR8DgHpY7SG+GIE0Nf6EarYFxTOudhGgASBuBGgA6efIoTe2bdkmPobe5BnrrmEBWqnGSnceWpOHPWSsTZ+HtekTt+4ZeqpIZR52hhO37hn5LEDaq6nrstqTvnENACA9FJc19w0sU+tnGONPqC3tM6328LAbg/m1ea5i8byrfgRoANGYLN6y0jrxMdSGAA0gnRjMXktOUHyMSTqH21e29dRdY/26MuoK6MjmziN3iJ4UdQX0sLI8e9EmAjQwlj/+4U87dpwvPgYAQBMO/uK9wcHB+qZekWe35YbHvndCCTVL7xp549wFx1XVdovnXfUjQAOIxmz1VZTXi4+hNgRoAOmko3vWrLnHiI+hcLiLx7pr5B7QZ11we/QAHWXTjFBh02vv/6W1859X3WQFNBBFlK8mAAAwzPSZS3bsvERkcyezLVBT3zP2AfIdNmMRoJGGuIwAko0ADQCpNzIxz160ScnBY23BoTxKuZCg8o/mnNDOC++w5IT0Js/dj76z66LbJo22BzQBGohLe9esLaedl5OXLz4JAABjkI+wUmbO37zv4Y8jVh1/QeQuvcm748K7b77/w6qGmSMfqNzb27+OAA0Ml+ss/OKbf9Q1TROfBGmMAA0AqaRcCTBiWBGOchFChdKXRz5WWR+t3B7JygRoYByuv+m+w59+29rRLz4JAKiQyep/4IGn+JROmnwIFgzQZ5z/s7HuOueyhy67/nkCNNJEKr+41z/n2GyDW/wlq4rOyBuSSARoAACAiJLy1v45x7BTBwCMZXrfIvEZMpt8BVZhgA4WNF9xy8vBwuZxBOh1J1+urKe+fv87Tl+VcqPZFr7i5pdHrrMmQCNFrPbQjp2X8nGfFFtuqKN7lvgY6YQADQAAAACARshXYNkAHdl/4+KrnzbnhIfGZbMtHG+AXnfy5ZGiXdM0S2nQysFKdw4WNF+//+2hDyRAI0XcvjLxGTKZ0eITnyGdEKABIEkMZl+4uLm2eWZdc39+SYvR4hcfCQAAAFomn4BVQmnESoOOLIuON0Ar66Yjq54jxwy7fWikJkADwHgQoAEgGfQmb1XD9JXrdp6/597dl9+/asOumqY+A5+hAgBSpaezt29qn/gYABJKvvyqR7Cg+ap9b0zuOy4Si8cRoK/f//bQqxrue/jj3v51kaXQymHD9v0gQANA3AjQOKq6uvaCwppR7zKYvT1T54lPCKiQ01sxa+HGB5/+/MhvB4/8bvDRF76eu+RkT6BKfDAAQIYwmDxGi1d8DACJI998VUUJ0LMWnzKsII/ctTlKgB660nms21kBDQATRYBGdE534R+/PHLopWdHvbetc+ZHh78RHxJQocKy9uNOPP/tzwa/+H7wi+8H/2dw8I77Ximu6BQfDAAAANok33xlmW3h9Vv2Dg3KkW2gIwdMZA/oSTrn6o0/rmqYyR7QAJBgBGhEl6VzHL/m+DkDC8QnAbTFn1+/bPWZv3j/70qAPvTp4PFbfhwsbBQfDAAAABok33/VoKZpVmSZ89BwHGOAHrpKOrLJxrqTLx+6/0bkVFfc/PKo66kJ0AAQNwI0AO0ymH1Zeqf4GKOy2MPtPYvO/vHPHn72q0ee+9W5l97dNXW5Lbdg1INXrz0l11koPjMAAADUSj7+QkGABoC4EaABaFdV7WSXt0x8jFFl6Z1Ob3lTx9z++Sf0zz+huXOey1c5Vi4vLmtWbUkHAADAuIUL63Ly8id8HvnqiggCNJBgOqO7vqmXX4nTmHbr8ydHvmxtmy4+BgBEZ7T489ylDk+Z0eIXHwYAEEW2wRUqGP2qywAwbgdfee/scy+f8Hnkq2sqZeldJmvI4Sn3hRsc3kqzLZSld4tPRYAGkiVL7wwV1IqPgeRRQ4DONoznE47m1ml8NAIAAIBE8QbKj1m9WXyM9MNf2oEJk0+uqZRt8Lh8VRV109unLJ88Y3X7lBWV9X3uQE220SM+GwFaq2688c6CojrxMYAomtr6b77jKfExkkQ8QJtt/nfeeKugiM85AEADAqGK5pYpTU2TXZ5i8WEAAOoXCFd3Tp4tPgagcfLJNWWy9K48d3l927zFq350xu67zr/isR0X3r1sza6mzoVOb2WWQRXroNM2QBeXNTe3zfAGKsQnSbi581ZacoLiYwBRZOldgfy0zaPiAXqSzlFZ1So+AwDgqHyBsg3rNv38wYcfuuf+JYtX2ROwmyEAYHR6k7u7c6rB7BGfZIKy9E6D2Ss+BqBl8r01lQxmf2F516xFWy67/vmX3hv8/M+DL7wz+JNbX5m3/PSSqh6jNSg+YdoG6OKy5jv3//y9D3+17YwLrPaQ+DxA5tAb3fUNXdkGl/gkyaOGAA0ASI3Ghg7jBCpAbV3n/Xfd8+Xhw18ePvzTPT8tKW0Qf0UAkMbsefz6D8AhHltTzGovqGqYuWbTJQ8897vBf/3n4Re/O+HUn9Y2z85xFItPmLYBuql1+rsffPXJ53+4576n2I0XSDGHq3DoP5qsfqPFJz5VAgXz17EpG9IGP8xAdI/t39fS1DXy9lxnwZKla4768IrKlpuuvfGLjz767MMPd597YSi/SvwVpbcdZ5yz5eQzxMcAAABy5GNritnyimqaZm04Ze9Tb/xXJEAfeONvJ51xXX3r3FxXmfiEaRugPf7ybWdccPe9Ty5etkFv0vwXcABNa27vq22YIj5GAgXz1y1btnbKFPZlg+YF82umzlgkPgagUU730fd0ttlDfX3zd5113o7tO7u7Z05kMTWOKkvv/PzIp+8fek98EgCA5kyevvzhZz8XHwOJIB9bU8xkDZZW9y4+9qwb7n73+8HBwcHB3w8O3vbg4ZUbzq+om2HOCYtPmLYBepLOYbWHQgW11GcACRfMX2ey+vUmt/gkwARl6Z1p9gUFYByMFp8/lMSFyUaLNxCq8PrLtPh/HOGCmh+ddaH4GLHLyQtb7VwrBQAQt6LyjnWbdouPgQmTL62pl230eEN1Hb0rTjztqp/e+srN931w5e2vnXTm9ZNnrPbnN+qMXvEJ0zlAY4KKy1uP37xLfAxAhdgDGgDSidkWKCptEh9DnTq7Bz458pX4GAAAADGQz6xSDGZ/fkl7S/fi/gUnzV++fWDhyW2TlxaWdRktAfHZJhGgEYXdUVhR0y0+BqBCBGgAAAAAAFRGPrMKMlgCLl9Vfkl7SVVPQWmH219ttAbFp4ogQAPpqbKmc3LvPPEx0hIBGgAAAAAANZFvrOKy9K5sg0dn9GYbPFl6l/g8QxGgoRY6ozvb4BIfI20ct27rjbfcJz5GWiJAAwAAAAC0JdvgmtLTn77hRb6xIgoCNNRixfI18+YtFx8DOCoCNNTPYPZYbAHxMQAAgLaYrH5bblh8DCRctsGV5yoSHwPiqqpaxWdIDvnAiugI0FCLbIMrS+8UHwM4KgI01O+5J5/+5vMvbPaQ+CQAAEBDps5YtGT5BvExkHBmW6CyplN8DCBp5AMroiNAA0B8CNBQv7tu/9m7b/7SZPWLTwIAADA+9Q2T6+q7xccAoHrydRVHRYAGgPgQoAGkqyy90+kqEB8DAIBJOofZ6ufTdAAxkK+rOCoCNJApikrqZ/YvEh8jDRCgAaQri81fX5uuOwMCAJAp8ovq0/dCc8Aw8mkVsSBAA5liYNaSB+97VHyMNECABgAAACK8gQrxGTBUdV23wewVH0PNdEa3VX2XS9GbPCtWbeLPLk7yaRWxIEADQHwI0AAAAIAiXFh31tmXio8BxMUXrGxp7xMfY6SS8hbxGTRFvqsiRgRoAIgPARoAAAAAAGnyXRUxIkADQHwI0AAAAAAARGHLDSf5KeSjKmJHgAaA+BCgAcjKcxUVljSKjwEAAACMSm/y1NRPTvLFMOWjKmJHgAaA+BCgAciqrOlcfsxG8TEAAAAAOfJRFbEjQAPppqyyTYXX800nBGhoyJQpA1Z7UHwMZLj27nmbtl5UXN4mPomGZOmdZ+26LEvvFJ8EAABAfeSLagqYbcFwYZ34GAlBgAbSTbiwzmwLiI+RkBcSzK8RH2MkAjQ0xOEqFJ8BuPP+Vz77zeCaE3aKT6IhVnvo8Ce/M1n94pMAANTAE6j0BqrEx8C46Yyu3t5Z4mOkEfmimgJGi98bqBAfIyEI0ABUqqq2q7yqXXyMkQjQABCX2QvW37jvmcbWfvFJAADQqGBBfaiwQXyMtLdp02lNzVOScWazzX/ChpP4blOCyOdUxIsADQDxIUADgOZkG912Z7EnUG3OmeguVTt3Xfb6W0def+vIPfcfGLrnldUeevTxl0a9a6ii0qbnXjykHPb8S4d8wUrxNwcAAChOPGFrY1OP+BiISr6lJoPB7F258gTxMZKHAH10WXqny1sqPgYAlSBAA0DKlFe12XInmowNZl9F7dTps9bNWXxy+5QlgYKGia8/au8aGFqZrfbQ3fc9FanJO3ddNmqDbu8aePnVD1ra+yKPuvKaO7hyAwAAQMzkW2oyFJc2ffDuEfExkocAfXRWe6i9a0B8DKSNguKG/KJ68TEwbgRoIGU2nrTz4KsfVVR3ik8CKQ53kcHsmeBJwsUtK9ftuvORjx545qu9Nz7TNXW5NTd/guccFqCHKSptevTxg8NWNytLpBcsXjvqQ4YuoD5t+27lRr3Jc+0N+089/Xxl0bQSr1es2qQcdtW1d4r/AQEAgIySpXdKbyQi31IxDrEGaLev7KRTzhb/QQfSgNUeYq2TphGggZR59IlX//Pvg9NnLhWfBKO6fM/V+YW14mMcVVX99N17H/z5wX9//ODvH37u14tXneEPT/ST4OgBesWqTSPvHbVKK5TQrHRnZY8OpVMrt0d26lDSs3JY9JwNANCQbIPr1acecXuKxCcBosjSO0urJvfPP3H67HXBgkahMeRDKsYn1gCd5yo6bt1W8R93ABBHgAZSJlxY3z1lXrbBJT4JRhUuqBGfIRblNVN27N732Iu/ffzg7+976vO5S7Y4fRUTPGeUAD1sn42ht4+16fOwNr1z12XK6mYlQEcq87Az7Nx1WWStNABA0848ZavR7BUfA4giz1160vYrf/H+/77w9n8tWHGayRqQGEM+pGJ82IIDAOJDgAYAbXH5KqfNWnv2xfv3XHfghK176loGDGbfBM85VoBu7xp4/a0jwxYmZxtcJRVtfbNW/PzJX4waoJWyHC6qX7769HWbzt1w4hkEaABQePzl4jMAmKRzhIua91z31JsfD7758eDG0/bmukpSPoN8RcW4EaABID4EaADQGL3T7a+qaphe3zKrpLLbkpOAjbBGDdCj1udJOkdr56x3PvrD57/+++++/Z9RN81QVkBPm7ni6+8Gf/OnwZ8/9SYBGgAm6RxOT8nui64yWf3ikwAw54TmL9t6x0Mf3HDXG5NnHKMzTvQqHfGTr6gYNwI0AMSHAK0hBrOH3RsAKLIMrmyDO1GXzRkZoJUNmkfty3MWrP3uL4Pf/3Xw4j03D92dw2oPXXnNHVZ7SAnNu398zZU3Pv6LQ//+8effDd0DmgANIKPkF9Z1dPVH/lFvSn3kAjA6u7O4vLa3tGqyyRZM+bPLJ1RMBAEakGGy+u2OQvExMA4EaBWy5YaXLl0zsiu1tEwpKpnopcYAYCglNEcoRVi5JODI25WHhArqzjjr8h/t+klBcaNyjcGRxyhnOPTuF++8/1UkK6dTgM42uKqrmmbPnNM7eToX2gIQhdNdXFjM398ADCOfUDERBGhARn5xU1vXnHgfxef/akCAVqEsvTO/sFZ8DAAYS7bBleFfyMjPr7zo7J1HXnvutaceGuibbeCvNAAAIFby/VQNbPaw+AzjRoAGNOO44zYO/u+g+Biak6V33njLfZHvO08cATrTuLylifrOPpBivkB5YXHdyNudnpKyyrakPrXe7Msvaa9qmFlaPTXXVSr+Voxblt6pM7r1pvj28/EGaySuzKNqtTUtP7/rti/ffvnzX760YfWanNwE7MQNAEAmK6/u9AQqxMdICfl+qgYvPfdyb+9c8THGhwANaIbdkT8wsFh8DM3JNrje/eCrvoFliTphxgZoo8WXmR12cu/cYdcZA7TCHywvHm0XGqPFl5OXn7znzTa6y2unr9502dSH8yAAACAASURBVO4rnz79/P2d047NcRZHOd7hLrXaw+Jv16hvVKigtqZ+ckPz1LLKNoe7OMZ/Dea5S215BeLzq0ogWLZj69a3nnnsyXvumN47U29yi48UI0tOQG3/9+d0F/GtOADA4uUnVtV2i4+RfPLxVCXsjgLxGcaNAA0A8cnYAD1l2sJgfo34GMhYOqPLxpJJjbDlFfUObLjtkS/vffa7Z98e/Nljn9Q1D4x1sC9U88wrX9/10Fsma0B88qGMFl9lTef8RWtO27575zl71h+/rXvKXL4SMW5ZemdhYfXkzqktTZ02e+qvXDR+jQ1duY4kfmAzDnX1nTl5avzMBoBqOT0lvTNSsZjJYvPX1ib3W1Za53IX1tU0i4+hKfLxFBNHgAaA+KgkQPuaNtStflBn+UGPM7sbmje95KlblYxnjN5civouGDnPuF9a29a3hmo9+TV7wdQUv8O5RTMiz5vAV4dxC4Qqu7pmio+BWOS6SqfP3XjH47++99nvBgcHBwcHz7rg1rEO9garDxz86o77XjNa/KkZL0vvzDYcffmtN1Axc9bym269/90Pvvq3j3/73IuHTjrl7LrGKUaLT/wdBgAN2XXeXn+oSnyMDFffPO3mfY+l5rmsOer6RFltsvROo5lvscROvpwiIQjQABCfjA3Q0SU2QA87la9pQ+obNAEamSbb4Pbnj7Jfxzjozb6a5tmnn3/3dXd/+Nrhwd/+dXBg/vFRjrc7isy2FC2JzTa4Lr/6vgMvfez0lo16QE39ZCUxl1a0Hrdu68FX3v/0i28/+/Lbw5/89prr75rcOy/XWSj+hwUAGrJ5y06XV8MXAwAgSr6cIiEI0AAQHwL0qJIaoHXmYMP6Jwp6d0q92wRoZIKmjrmXXvNEos6W4yyuapjZOW1VU+eiQEFTXFfwSyq9yfvym9989e+DBSXNox5QXNas7K5bVtm2Zv2pv3jtw//334ODg4OHP/nd9Tfd0zN1fp6rSPxVpAGT1a+enwoAAKBK8tkUiUKABoD4aChAD9vLYujx0e+qW/2gMbe8Yf0TbVvfGiv75hbNGLo/xrBEqyTjkRtoxHLyWAJ0vOePfrzeVlS55Gbl3opFN0Re4FgroIv6Loi8aWOdGYDO6DHnhA0Wv9o2TfYGqorLjr49pT9UOTBn5W13PPz1V9/+8bu/vfjyu6dt313f1GuypmirkMTK0junTFsgPkZE7/QFRaVN4mMgxXz+ssfuvbutdYr4JAAALZDPpkgUAjQAxEdDAXqYKMt4h97la9pQv/axyiW3GvPKx3p2pT4rT5Rl8JTNu6pi4fWRMyhjROLv0INjOflRt+CI9/xHPb5q+R3KyYceOTRANyy5Uhkpy+BRUrXy8ChnBqB1Jqu/uq576YoTdp6z58KLr9l88llTpi3wBipi7+k5eSq6cp3ZFjj73L0649E3v04NtX0sgdRob+sd/PPv165eLz4JAED15JspEogADQDxUU+AHnalvoixAqjZ3dB0wrOjLtEdetdRN1xWImxkpfCkf60vjlTjkaU7ckssuzmPfGnNmw4ODcrxnj+u4yP5OxKgfcHKSx/498jC6qHHRzmz+E+IphktPruayl2iGMxeh7tYfAzEzmT1FxQ31Df1NrVOr6zpdHlLY8+mepOnvqmXXSaQybINrpGXnisqqhUfDACgBfLNFAkUU4DO0juyWaSQXkxWX3Nzj/gYgBYdNUC3dsw0mL3JHiPGFdDKZhGj5umx7vI1bRgWfIcZuSGGkqSHbkkxbG+N3KIZyjmPevJRX9rQ1xXv+eM9PnLX0BXQpQM/blj/ZPOml4YeHP3Myf4BSG8ub0llTYf4GAlndxTUNfLFc43JNriMFp/J6tebPDHWZ+UahgBy8vKn9S0WHwPQnNqGnv7ZK8THAETJB9PoDGaf+AzaElOAXjRv8ab1Jwy9ZcPajVs2b5X+ccSE5DkLxGcAtOioAbqiuiMFS95iCdBFfRcMjaFD741y16hnHkoJr8PWWUdW/g7dE3nkKuajnnysASKlON7zx3v8qAE6EutHrvse68wiP5wAxHV29V128RXiYwDITCXF1R0tXaFQmfgkmIiZs5b/6OxLxcdINqenRLnqLzBUIFQ5SecQr6XR2XLz+2et0Bk94pNoSEwBWm90myw/WM03d/bixQtXiv9cAkDqqWcLjugBeuT63Mi9Ue4a68xDjWMFtCLb4PI1bVh+0Yc2Z2m8Ly3ShaOcf9THxnv8WAG6bvWDwY4tQxt09DNPRGVFQyp/lgAklkavUghA60KhsjuvuvSrN5768Y9Ot+exGxjUbu6C1fmFdeJjQFVMVv/ChcfqjG7xWnpUZltQfAZtYQ9oAIiPtgL00HXKyt7KkQA96l1jnXmoWPaAHnpvRHPrtJZ557ad8MREVkBHOf9Yj43r+CgBWtkzemiDjnLm8f/J+kv+4+M3A4FojR6A3uRxuArFxwAA9aiqbHjrybt/+/azP993bTicQV/G0pu8FXXTxMdIlP6BxSYrWzkhw8nXUiQcARoA4qOVAD10VfIknSO3aIayi7GnblWUu8Y68zC5RTPatr4VWfybP+VHFQuvjzxKGWNomTW7G6qX32mw5Y9vCw7lhJGnG+v8SiAe622J8fjoAXrSv2K9crYoZ57IH64543/reODRV4vKWsTHgJo1NfUcv36z+BgAoB42e2DN8hU3XLp74ey5eqNbfJ6UWbTqzENfDua502TjkQNPPFNZ3SY+BiBHPpVmGoPZn4JnIUADQHy0EqAn/XCT4opFN4xcHz3qXbE04kn/atCRqxcOTbST/pW/IwcMrbexBOiRGysP23I63vPHfvxRA3TktSuHjXVmTMScBWu5jBsAAPEymDwOZ77OmPSLkaiK3uStrJ8hPgaABJEPspmmrKrbkhNO9rMQoAEgPioJ0ACAjGW2BfmQBkAGsjsKxGcAkEzyNTYDZeldKXgWAjQAxIcADQCa09jav2L1Nre/QnyShDjvwmtP33GJ+BgAkEqWnGB9U6/4GACSSb7GIkkI0AAQHwI0AGjOO4f/PDg4uGjFyeKTJESW3pmld4qPASBlsvTOnLx88TEAIJnkIymShwANAPEhQAOAylVUd2zddu7QWxYtP+n5V7+qrmfpHABNKq9qX3/CNvExACCZ5CMpkocADQDxIUAjNaz2kJ21TsC4mG2BwpJG8TEAIIH43gOAtCZfSJFUBGgAiA8BGqkRzK8uKW8WHwMA0oMlJyg+Q3TWnOCJJ2wRHwMAAAnyhRRJRYAGgPgQoAEA0JzFyzZ4A6q+CqUlJ3DChjTZphwAgHjI51EkGwEaAOJDgAYAQHN0Rrf4DAAAYDTyeRTJRoAGgPgQoAEAAAAASAT5NooUIEBj/HqmzvMFK8XHAFKMAA0AAAAAwITJh1GkBgEa45frLOTLjMg01GckidHis+WGxcdA6k2dOsflKRYfAwAAAEg5+TCK1CBAA0AcCNBIkpLyltaOmeJjIPVuufH2xqbJ4mMAwKiWrjhhWt9i8TEAAOlIvoomUFfPnM7u2eJjqBYBGgDiQIAGAACZI5hf4/GXi48BVdEZXeIzAEgL8lU0gWy5+VZ7WHwM1SJAA0AcCNAAAADIWG5P0eYNx4uPAUD75JMoUkktAZqNL1MvS+9wugpKiqvtuSHxYQCtIEADAAAgkzmc+eIzANA++SSKVFJFgLbkBOsap4iPkWlKS2rO2rL5nusu33Tcaq+3SHweQBMI0AAAAAAATIB8Dx2Lw11aWNoqPkb6UUWAhojZM/q/+eWBP3744ttP3d3W3CE+D6AJBGgAAAAAACZAvoeOJZhf1zF5vvgY6YcAnblmTJn+6S8e/f6DF15+8Lam+lbxeZBwRov/0p/c1dDSJz5JOiFAAwAAAAAwXvIxFKlHgM5cXl/x8vkLztx84ty+AWuOX3weJJw3UPXWB98vWr5ZfJJ0QoAGAAAAAGC85GMoUo8AndGMFm+eI6w3ucUnQZJY7VzeM8EI0AAAAAAAjIt8CYUIAjQAxIEAjfHJ0jvFZwAAAAAAUfIlFCII0AAQBwI0xkFv8nT1zDFafOKTAAAAAIAQ+QwKKQRoAIgDARrjY7WHxGcAAAAAADnyGRRSCNAAEAcCNAAAGIdsg0t8BgAA5Mg3UAgiQANAHAjQAIAkyXMV603eGA/WGd3eQIX4zIhRQ/PUk7fuEh8DAAA58g0UggjQABAHAjQAIEl+/tSbm085N8aDXd7S/lnLxWdGjLL0TvZiAmIXLqwrKG4UHyMhjGaP+AzQIk+wNljUKj5GQsk30Exz2233fv7pr8XHUBCgASAOBGgAQHQFRfUbjj91HA/UGd3iwwOAGjg9JS5vqfgYE7d5/QmfvvWSzR4UnwSaU147o7l7mfgYiSMfQDPQ9L5Fx6zaKD6GggANAHEgQAPAxGXpneIzJM+ceSs//eRr8TGgUWwVDaSTjraeS887N9uQzv+vB8RGPoBiGK+/wh+sStnTEaABIA6pCdB5rkKDOdZtQBGdwez1h6rExwAQkess7OqZLT5GYvXOWHr/o6+LjwGtyza4Fi3baHcUik8CAEDiyMdWjHT3/kcefuhAyp6OAJ1ghcX1OXn54mMAcWls6mnvmCE+hiakIEB7/GXvvXv41lv2i7/Y9GDLDTe1ThMfA8BQlpx0+zJyY+vM8y++SXwMpIFcJ/UZAJBm5GMrxBGgE6y4tNHuIEBDY1Yfe+IpW84UH0MTUhCg7Y78A0+9uGvXxeIvFgAAAACACZBPn6lhs4d7pswRH0O1CNAaluso2Hbqjiy9/CQTYc0JstUANIQ9oAEAAAAAiI18+kwNf7Byy8lnio+hWgRoDdMZ3e0d08XHmIi29umX77l6y5Yzne4i8WEwDnmuokC4WnyMVCJAAwCgFfa8sPgMAABkMPnuCZUgQENMlt555hnn/uqzX316+LOWNnZo1aSa+smz5q4UHyOVCNAAAGhCtsFVW9ehN7nFJwEAIFPJd0+oBAEakuYvOOaXr799/z0PF5c2ig8DxIIADQBINn+oKtvgEh8DAABgAuSjJ9SDAA1JJouvorI1lK/qPRxmzVtdXtUhPgZUggANTcs2uPoGlq07/rTS8hbxYQCMpW9gWZ6zUHwMZAKT1T+tb7H4GACAdCQfPaEeBGitMtsC3kCl+BiZICevQG/yiI8BlSBAQ9OKSpuOfPK7P/5pcMvWXeLDAEDEGTsu/MO3/yU+Rgay2kPzFx4nPkYGunbv3h2nbRcfAwCSRr54YuLChfX1TVMTcioCtFYdc9yWW/c9Kj4GVCLb4LLZg+JjZAICNDTN7S19+LEXfvO7/1y0hJ9kYJxcvkpzTkh8jDRjtYeqajrFxwBSxhcoy3MWiI8BAEkjH08xcWZb0O4oTMipCNBAOrDnhauqWsTHyAQEaGidL1hZWdNpMHvFJwG0qLlr0bV3vnnG+Xc6POXiwwAAAKiSfDmF2hCgoWFZemeW3pma5zJZ/U5PqfhLhjgCNABksqXH7Xzq9f987OX/KK3qER8GAABgmOq6yVZ7WHqMMStkfUv/5OkrDBa/eA9FihGgoWHPPP/W19/8qaauKwXP5fSUNrbMEH/JEEeABhLIbPWLzwDEpaJu+vbz71i+dpfVni8+DAAAwDBWeyhlC/XGMGaCdPurXnn3Lx98OdjZu0S8hyLFCNDQMIe7uL2rP1xQKz4JMgcBGkgUu6OgrmGy+BhAvAwWf7bRLT4GAACAKo2ZIC054RvufOmFN76tqp8m3kORYgRoAIgDARoAAAAAgNEcpUKac0IOT7lIADVZA95ApXiHzVgEaACIAwEaAAAAAIDRyIfOsZRWtC5ZfoL4GBmLAA0AcSBAI7r2juk9U2aJjwEgMwVClWvXbBIfAwAAZCT5ygnVIkADQBwI0IiupKyxvLJFfAxAo1at2eZwl4iPoV1mW6Cquk18DEycPS8sPgMAaE64sK6je0B8jAwmXzk1oa6xN1RQJz5GihGgASAOBGgASJ4p05dYckLiYwCySssaXjzwtI5rXQJAnLINLpPVLz7GBFlt/kdvueL1R26LePn+m1oaWofddc81l1hzhr9Yvcl97YU7FwyIfCNTPnFOULbBXV7RrDO4k/1EoYJ6p6dU/PWmGAEaAOJAgAZSzGwLiM+Qscy2oNNbbrJmxB/BtGlzzjvnQvExAIXPXyY+AwBADVYsWHDV7h9N0jmsNv/dV1/s8xUpt+/csnFkgyZAT5DNHhKfIV0RoAEgDgRoIJXMtkBlTaf4GJkpWNg0Y876levOnjZrrS9cJz5Pss2du+ym624WHwMAACBCWfI8alAuKqx89JafRHq0IkqA3rllo7J0+vm7r488auiS6tNOmMivuvJ9EypHgMZwO3deVFLWLD4GoE4EaACZwGQNTB1Y8/Bzv371o8EHnv5y8oxjDGaf+FQAAAAZpb25Y9StNibpHCsWLIh9BfTOLRuVZdTKOZUGrRysdOeiwsrn9l83gaXT8n0TKkeAxnCBUFWW3ik+BqBOBGgAmSDXVbJk1RmvfDj4xpHBVz74f/OWbbXmFow8LCc35PYUJfapNcqWG+avTwAAIIGGBuJh2ps7IhtDj3zIsI48bK105Jhhtw+N1HGSj5tQPwI0AMSBAA0gExgsvu5pK+967PAv3v/ffQ+93z5lid7kHXlYaWl9V8dU8WnVoKW9z+kpER8DAACkjVE32Zikc7Q3d7z+yG2jrlYeK0A/t/+6oVc1VB4eWQqtHBbZbDp+8nET6pfRATrb4K6pn5JtcIlPAkAlTFa/1R6KcgABGkDqdXbNdHlTHTddvsqOKUtnLdzc1rPY4eF6aACgeZ9/9psly/irLKAZoy5JjlKfJ8W2Anqs21kBjaTK6AA9SefIcxeLzwBAJSw5wZ/tf+zA068GwlVjHUOABpB6A7OW+IIVqX9evcljtgV1Ro/4OwAAmLie3rm5zkLxMQDEwmrzP3DDnmGbbKxYsCBKfZ4U2x7Qk3SO7Rs3tDS0JmgPaPmyCU3I9AANABFuX9l7H3xx5JPflFe1jXUMARoAAAAAkFQjrzFotfkfveWKodtoDN1AQ6E05VGP2bll49D9N0aec9TNpmMgXzahCQRoAPg/lTUd9U29UQ4gQANQswu2n3Lxj04THwNAKlVVNlts/mQ/CwAAI8hnTWgFARoA4kCAngijxbtg3jLxMYA0du+1lzx00+XiYwDj5g1UlFa0iI+hLeecuaOiolF8DABA5om7QuoM7iy9SzyGIvWEA7TNHszSO6X/BwMAsSJAT0S4oPqeO34mPgYwDkaLj6sWAymQbXAZzF7xMQCkWFllR0Exn6Mg42TpnXqT22z1mSxendGVpZcfKR7jqZAnbjhpZt988RiK1BMO0HsvvnRKz0zp/80AQKwI0EBmmjJtQWlFa7KfBUB0BcUNbZ394mMASDid0Z2CD3rtjgKTlf1qoBY6o8vjKawsr2tpaGuqayktrs5zhDS1RnM8FdJg8rICOjMJB2i9yS39PxgAiAMBGshMmvplAEhbdkeBx18uPgYAjSopb3W4i8XHACbpHNkGVyhUNq27d/3K5WedfOL2jRuOWbiwvbnD4QxnSc8WG/mgCW1hD2gAiAMBGgCGOuW0cxctXS8+RhrIcxWxzQsAABkiJzfY0dJ55ubjX7jnhs8OPnj4+fseuXnv+hXLayobjGaP+HgxGD0yZuld/lCVeOuEChGggdSxO4urG2dU1k012YLiw2B8CNAAMFRjy7SK6g7xMdJAc9sMu6MgZU9nzQk++vCTr796KOLll15vaZ028siikobnnjmoHPP8sy/7AixAHidLDn/9AwD8UzBQsmBg1oM37Pn+vaf/duTFvx1+4d9/+cRPzztzSmdPniMsPt7RjBkZDWZfa0c/m2xgJAI0kCJGi3/Rym2PPP+re5/4eGr/ap1RE59qYrhMDtB6k4ddCCBi19kXVFa3iY+hfpV1UzeeumfG7HUspEW8VqzccNWVN468vb2jb2iYtuYEr/zpjVZ7SHxgzTHZAl1T5utN/PUPGadn2pKbbn/C5eOzK+AHiouqls+f/9z+6/7y0fN/O/Li3468+KcPnr1lz3l9U6Z5vUXi4x2NfM2E5hCggRTx59dfevXP/+2bwY++Gdy0bW9OXqH4SBiHTA7QFTWd/lCV+BjIQL5AebbBKT6G+p28/aeHPh18/KXfBAsaxIeBhiiroRcsXBXj7UPvVVZGn3ba2cqNepPn2mtuOfXUs5RF00q8XrFyg3LYqI07c/DJEDLThZfe+pf/GWzrmiM+CaAqfn/J/P6B+6699Lt3D/ztyIv/efiF3771+N5zzujpmJybp/IPeuVTJrSIAA2kiMUeXnfSRb/8ZPDVD/8xZ/FJBrNPfCSMQyYHaAAqN3Pe8Qde/cN5l91jtav/m5uZoqi4Pr+wRnyM6No7+u7Z/9DIdc1FJQ2PPvLUqHtuKKFZ6c7KHh1Kp1Zuj+zUoaRn5bDoORtAurLl5je29ImPAaiNLSfQ2tR+6vFrn7j9yg+fveedJ39299UXH7d0SVV5nUHte0DLp0xoEQEaSJ1gQWPPjGO6pi53evkOmlYRoAGIyNI58hz50Y/RGd3homZbbur2EU6syT0DObnpls7NNr/J6hcfI4qhKXmY9o6+sTZ9Htamd551gbK6WTlbpDIPO8POsy4Y9YkAAMg0WXqn3188ub175cKFp6w7btNxqxbNmt3c0GrPVfkFA+Q7phrUN04xmH3iY2gLARoA4kCABiDi2OXHHHn1WfExkionL93qsyZEWeYc5a5hZTmyhTQBGgCAGOkMLqcrv6S4uqG2ubaqsbCgIsceVP1Fd+Q7phpUVnfoTV7xMcantanzjM2b5vXP0Rs9qXxeAvQ/lVW2cWVqAEeVygC97YzdLe18YxHAP5mt7N2ExIssXh4pyqYZrIAGEi4nL5+NwpFKXn9ZVU2H+BgZLkvnyDY49Ua3zujKVnt6doiXU0ycyeK79uLz//vzNz9++bHSktpUPjUB+p/cvjIuSw3gqFIZoE857ZyZA8vEXzIw0twFq8/adZnRQg/FD+iMbqenhL9TaYg1J/jA/Y+1tE4b64D2jj7lQoKR46/86Y1Weyj6HtAEaI3KdYRVv/Iubbl9Ze99+NW5u38iPgkyR7bBaTB7xceApsj304iaht7quh7xMTRHb/Rs37TxL0defeLO6/3+0lQ+NQEaAOLAFhzAJJ3jyQOv/uqbP5eUt4hPAvUwWnxdPXNOOuXsLaee0zt9odkWEB8JR7Vi5YZRLz84lNKXX3/10OuvHhpak5X10crtkaxMgNa0+rp2K18JFWLLDT/06AurjjtZfBIAGIN8PB3Klltgy80XH0OLHM6C9pauosLqFD8vAXqcsvXOcJjryAEZhwCNdDVrzvLWtukxHlxY0tjW2S8+M1SluKz5sr03/f67//nD9/+4/qZ7qmq7xEcCAAAYhq96jJd8OYWmEaDHacMxx3z3wYsGM98wBTILARrp6h//PfjiC6+JjwHtqmuc8uAjz//pr4N/+uvgsy/8srVjpvhIAAAAQ3l9JbW1beJjaJB8voTWEaDHyWj2NjXwry0g44w7QJ919qUV1VzlA+pltYd0Rrf4GNCuUEHt6Wde+OkX337+1ffnX3hlcVmz+EiI0Js8/lBlZXV7dW1nuKDGZPWLjwQAgAj+xjsu8vkSWkeABoA4jDtAV9d22XLD4vMDQJJkG1yVNZ1zF6yev2hNbUMPv92ph97kLq9sWbDw2NNP37Vjx/krVmyoa+imQQNAFLaom+NrEb+JYAKcxeWtrx/6SrxgQtMI0AAQB7bgAICxZOmdepPHYPayu6KqON3FfTMX7bv9ng/ePfzR+x///NEDS5auDeZXiw8GAEdlkbgwZk5uuKMj1gtjaILJ6u8bWGa0+MQngTY5TVb/sWtPEy+Y0DQCNDBRHn9ZtsElPgZSgwANAOnBZg8ZzV7xMVKgsLj+2GNPfO2VX3728ZefffzlRx98vG3b2ZXV7eKDAUB0BrO3pXWq3sSFlxKA31gxXvLhEumBAA1M1LJlawKhSvExkBoEaABID21tU4tL6sXHSIFQfvXyFesPvvjap0e+/OzjL99756OTt5xZVtEiPhgAbTGYvY2t/XzHBcgw8uES6YEADQBxyNgAnW1w6dnRFYDq6Qyu9vZp8+ctKytvEh9GJXLy8rt7Zl16yZXPP/vywRdeu/H6fbNmL/P4y8QHA6AtWXpnqLBBfAxAbfqn9Tmc6brFtny1RNogQAPxseYEPN5i8TEgJWMD9B0/ufDgfTfqjHx3D4CqVVW3vnHw5W+//tWeiy/PyUvX3wbjk6V3BvOru3tmLV26dvmK9dOmzy8ubeQqkQBUyxsod7iLxMcAYtRQ22K1peulfeWrJdIGARqIj8tdWFPdLD4GpGRsgD73tJNuuey8bINTfBIAiKKhsfuzDz/842++ueOW210ePjD+pyy905YbCoSrwgU1dkcBO4ECULOHHnj8umtvEx8DyHjyyRLphAANAHHI2AANAJpgzQksW3Lszh3n9PQMsFEpAADAeMknS6QTAjQAxIEADQAql21wGkyeLL38JAAAANok3yuRZgjQQKYwmDxs+DhxBGgAAAAAQFqT75VIMwRoIFM0NPVUVLWJj6Fp1GcAWlRV22W0+MTHAAAAgBbIx0qkHwI0AMSKAA1Ai2obekzWdL04OwAAABJLPlYi/RCgASBWBGgAAAAAQFqTj5VIPz8I0NXVrc3Nk6V/0IFUqKtpseawHAzxIUADyChTpy889M5nttyw+CQAAABICflSibT0gwBtzwvnOQukf9aBVKivJUAjbgToBPIGKprbZoiPASCKaTMWvf/hr3Ly8sUngTiT1b9k+fHiYwAAgCSTL5VIS2zBAQCxIkAnUHlV+7rjt4mPAQCIRUf3wNff/DnXWSg+CQAASBr5TJlpPL7SqVPnhuJPFgAAIABJREFUiI+RAgRoAIgVARoAkLF0Rrf4DAAAIJnkM2Wm2X3ORf/vL38WHyMFCNAAECsCNAAAAAAgHck3ygyUpXc53cXiY6QAARoAYkWABgAAAACkI/lGiTRGgAaAWBGgAQAAAABpRz5QIr0RoAEgVgToYQpLm8RnAFJp4eI1U2csHPfDG1um2XLD4q8CWlFd2xkuqBEfAwAAhcHsNVp84mMgOeQDpeZYckIiz+v2lupNXvGXHy8CNCDG7S022/ziYyB2BOih8lxF1910n9UeEp8EKme1+fecfXqW3ik+ycTZ7CGTdfz/3s51FqbH+4DUaG6ZWlTSID4GACDZHO6SbINLfIyjevyZd55/+bD4GEgC+TqpOSZrsKJmsshT79p5QXd3f+zHl1e1rzz2JPF3jAANiOnunOoPlImPgdgRoIFxMFt9F525lfAKAAAwqutve2rqzJXiYxyV1R6y5eaLj4EkEE6TSKrispb5i9aKj0GABoBYEaABAAAAJJbO6BafARlMvpAiExCg/8nvL6mtac5z8mkegDERoAEAAAAAaUQ+TSITEKAdk3QOp6vgpxee994Lj520foPR4hWfB4A6EaABAAAAAOlCvktO0jmzDe5sg1t8DCQVAdoxSecoKqp+9v47Pn71wE17L2ERNICxEKABAAAAAOlCvktO0jkra7tr6qdM0jkNZt8ZP7rYaPGLj4SEI0A7JukcBrNn4Zz5F+w4o7d7GldJAjAWAjQAAAAAIC3IR8mILL1L+S8t7TPFh0EyEKD/KdvgNFm81GcAURCgASBdGS2+ju5Z2QaX+CQZxeEq6uiYoeNtBwBAgHyUROYgQGN0lpxARWWr+BiAqhCgAWhXuLBBfAaVy3UWis+QaW658fbBwcEF81eKTwIAQIaRL5LIKBoI0Fl65+JlG1ibPEnnyDa4pvUtNln9KXiu6pr2c3ddJP6SVaK5rc/u4JdSEKABaJXVHn7jvW9LKtrFJwGGWrtm45H3P2ps6hGfBACADCNfJDEOVbXdGr1gowYCtM7oXrP+VHV+I7Kmtn1m37xUPqMvWCn+qjNQTl4+H4FgEgEagJY5PaXiMwBpwx+qFp8BAIDxks+RGIcsvauheZrO6BGfZBw0EKBjUVjSWF3XlfrnDedX1daymAjIFARoAFAns9X/6buHwvlV4pMgE5RVtv/tH4Mub5n4JAAAjIt8jkSmSZMAbbT4LDlB8TEApDcCNACoVltbr/gMmAhrTtAbqBAfI0aFpc3iMwAAMD5+f8mcGTPFiyQySpoEaABpL0vvFN+KJ5MDdGtr7/tvvSU+BtQjVFDb2jFTfAwAacMXrOycPFt8DAAAYuF0F+e5isTHGBdnlt6Z5wiJF0lkFAI0AG2orGyur++QnSGTA3QwXHnm6WeJjwH10BndfPcIAAAAGciSE3jzjXdff+1to8UnPkz85FskMhABOonsefnllS3FJQ0mTf4rKW5mW6CotEl8DKQx8UtBZnKABpDGyirbuMoxAABAjHRG91VX3rx373XiX9KNn3yIRGYiQCdLrqNgxYp19+5/4Nab7pjRt0BndIuPlGwGs5dfX5HeCNAA0tLBVz74yVX7xMdIlEC4WvwDSyADubxlZZVcnh0AVE4+RCIhwkVN4jPEhQCdLFXV7Y88+Nh/fv+nv3z3H7vPu8Tr5zLZgOYRoAFA/RYuWZfrLBQfA8g0OXn5LEYBAHWTr5BIlJ9e/2h+cbP4GLEjQCdLeWXLfXc/+Nfv//Tnb/+46+wLXZ7iJD1RcWljHr9lASlBgAYAIFGs9pD4DAAAZBL5ComMRYBOFmtOcM7c5Xv3XHXh7ku7umcmaWMgp6f48Ief7Lv9HvHXC2QCAjQAQEqa7edmtgUG5qxQz7Wbgvm1rx36jcHsFZ8EAIDkkE+QyGQE6CTSmzzBcJXbV5q8bemz9M7167dM7pkt/mKBTECABgCIsDsK5i9ao8ErHUWjqqSepXdOnrpIfAwAAJJGPkEikxGgAYyuuq577vxjxcdQlYQEaF+gvKV1qvhrAaAVuc7CYH6N+BgQl5OXLz4DAADQJvn+iAxHgMaYDGZvSXmL+BiQ4vKWFhQ3iI+hKgkJ0JacgNtbIv5aAGiFL1BR19AjPgYAAAA0S74/IsMRoDGmS/bcMDg4WNc4RXwSQCXYggMAkFQuX8WyY0+fu3iT2RYUHwYAAKQF+fgIEKAxpv7ZKx5+7EWnh6WawD8RoAEASTVlxsqX3/6PF978trZphvgwAAAgLcjHR4AADQCxIkBHbDttp8NVJD4GAKSZmobp9z/x0c37f5Ff3CI+DAAA0D758ghMIkBDi7L0TvEZkJkI0BHz56802/ziYwBAmsnSO33BGpevQnwSAACQFuTLIzCJAA0t6htYVl7VLj4GMhABGgAAAACgEfLZMYHsefmh/GrxMTA+BGhoj9Hiyza4xMdABiJAAwAwkt7kEZ8BAACMIJ8dE8jpLqqsbBUfA+NDgAaAWBGgAaSr0vKmqVNni48BLcovbrh0760JP224sG7vT24Rf3UAgHQ1f/7KK/ZeIz5GMsk3RyRbniN/1aLF4mPEggCdatN6Zpy2aZP4GADGgQANIF21d0zftHGr+BiJ5QuUlZQ1io8xSecwWf290xfqjG7xSZLE7StLxmmLSlTxx4e46E3euI7Pcxb4Akn5+QGA6JpbepcvT+/f7+SbI5LNagvM7J0hPkYsCNCpNmvGrAt2nCE+BpBUtQ09JmsaXqGOAA1ADcy20BU3H9z38JF9Dx+5+OoD5pyQcrve5Nlx4f6Rtw8TLGi6fv8h5bDr97/t9FWKv6IkCeVX1dZ1iI+hsDsKxGcAkq2ksnvFmh/F9ZDGxsmzZi0WnxwA0o58cIQKBfNrpZ6aAA0g8Zyekiy9U3yMhCNAQ1XqGyYfu+qE0rIm8UmQSmZb6MdXPxWpxutO3hNpzas3XlTV0Dfy9qFqmgZuvv+DyGFmW2j7+XeMlaqhfrbccGf3LPExgAiD2Sc+AwBAPHRChaz28ImbzzKYfSLPToAGgFgRoKEeOqP7ofsf+Z+//u3ii/aKDwNBwYKmK245OHIVc03TwMjVzcrS6d7+taOeaujC6lXH71ZuVFZVr9xwvrJo+ub7P2jvWXzciecrh51x/p3i7wBsuf+fvfuOb6u+F/9//7esLS/tZcl7bzteSTzikb13QpxFQggEQoAQ9t6kbEIhEPYKI6ywAjSUAmW00AuFAqWl9/befumgvT+q3x+iwvWKbEvnfSS9+nj+kRxrvG3APefljz+Hnx8AAIDB5FsnMAQBGgCiRYCOK43OmptbKj5GotDobDtPPevLX3++evUm8WEgqHfelhFXOg9su2J4HR6tVqf9KzSHu3N4j45wpw4fj7Ts3nlbnn79fy+77pG0Y+VsAIBKaHS2utpWg3l823MDSGTytREYggANANEiQMeVwezqnt6TlJu3xInW4PAHKviKpbIh+2mEjwxZwjzk8aNt+jykTUf6dThARyrzkFcY2HbFiG8EAFAVqz1PfAYASpFPjcBwBGgAiJaqArTO6DBneHQGh/gkAESEW/NoC5B7520Z3prHWAE9pCz3zttCgAYAAEhA8qkRGI4A/b1Zc1dN65wnPgYANVNPgHa6Cvq6+9YuX9nb1ed05YvPA0BhY9fnNK3VlOG//KbDgxdHp425aQYroAEAABKffGcERkSA/p4ly2+0eMTHAKBmKgnQOqOjr6vvncOPffvZO28//2hvVy/roIGU0jtvy/D6bMrwrz/xysGPGXG3jSG7dpgy/DvP22/K9I+9BzQBWm10RmdlzVTxMcQ5Pdw5YBxKy6dwvQMAyU6+MwIjIkADQLRUEqAtmd51K1Z9+9k7//ztB99+9s5xy1eaM+J7PZltL7zn4HsLlp8k/rkDCK9iDm/0HBYpwpENoAcfHC7cl4c/bPArR7IyAVqdzJm+nv6l4mPIyrblX3ndgSwrO9tGy5zpE58BycHqKLj3wRcuuOQmLWsgANWR74zAiAjQABAtlQRondHR193/8xcOfvvZO+8cPtjb1aczxvfs3+Epf/rV32044SLxzx3xs3LJypYp08XHAIDosZ4XEFFS0fr1/4R++fH/ZmQHxIcRYc70ZVuD4mMoYHrXfO53nVDkIyMwGgI0AERLJQE6TWt1uQv6u/vXrVjV193vdBUo8I7GDB9nn8mtvLwhN3fkBbMAoJiWqXObWmeJjwFgbE2t/eVVqbsRUG6wsqq6VXyMeEvX23//X9+WlDeH/1pcNiUzJ0V/5JA45CMjMBoCNABESz0BOk1r1RkdlkxvvNc+AxBnzPA5vZW5BU0Ob4XR4hWfB4ircy+65fQ914qPAQAYwu0rM2VwHiIs25aXrreP8lH5wgiMIYUCtNbgaGntYZuqlJKbV51jzxcfQwHTu+bpTS7xMZKeqgI0AAVY7Xln7tpz+s7dOTaZ37S1ZAUq6/v65m9dtPqM3nnHV9T1mjL94l8WAAAAKG/tuu1FpU2jfFSJhmjK8C5ZtkE8ZSIRpVCATtNa7U4lflEd6nHSKed29ywSH0MBq9dus2SRJOKOAA2kmtbWGd/8/nf/7/e/a2npVv7dtQZHQWn7ig3n7Xvog2fe+Nut97+75Liz8opb0/X8NB0AAAARCjXEhindH/7ys6ycoHjNhDrl2At6+peN+KEkCdDpervB7I7+8eYM7lgCYNwI0EhBzW39vTOXiY8hxZdbdvvN+2678Vavr1T5dzdavDVNs8+76uD/hkKhUOjrf4bOuvSBqoaZejOnMQAAAIiQL49AmtZmyvCVVbaN+KEkCdDe3PLKmvYoH6wzOvactMXhzBMfG0BiIUAjBWVZgzZnofgYggxml0FojyODxVvTNPvsKx75+p+hUCj0+V9DZ158X2V9v940jh+6AwAAIKnJZ0fgmJIkQI9Xdg6bFQAYNwI0ACWl6x15xS2L15x5/f43Djzx6713/GThyl2Bwimj33wGyaCkbAp3eQIAAFGTb4vxs/vCOzdtv1R8DExeigZoAJgAAjQAhZkyfKXVXR1962Yt2j6997iSyk6DhTSZ5Jau2OzyCmz5AgAAEpB8WIyrk07/0ZqN54T/7PFXag1O8ZEwMQRoAIgWARqA8nQmV46j2BOozXEU64wym4EAAABAleTDomKa22ZnZAfEx8DEEKABIFoEaAAAAACAasiHRSAa/6E3uTQ624j/HlfWTM3MCUzyPwad0XnDZRcfffrhiPtuud6SyW+PAkg8BGgAQN+s5Ym7RUZxaVNeYZ34GAAwSfn5lVZ7UHyMlGI0u9eu3WIwcydkVZGvijGh0dnFZ0C8/ceMviUl5c0j/qucm1c9+VughAP0/FnzI0d27zh578UXSP9XCgDjRoAGAPgClUaLR3yMibFk+czc4RBA4jvvjDNn9c0VHyPV+HLLxWfAv5OvipPn9JQuWLxefAzE23+Mtvw5ert3nBxe2vzCwwfcnsIhHx0eoJsb2yOLoC2Z3oP7bws/fceWrZHHjHYcAASpKkCn6+3iMwAAAAAAJMgnxVjJzAkm8ebOGp395FPPN2f6xSeRNdk9oAcvZ25ubB/eoMdYAR3+ULgv5+dXHH747vDDRjsOALLUE6DdvvKfvPXFjl2Xik8CIAUZza6p7d3iYwAAACSEqpqpW088M9YvK58UY6W8qv3CS24QHyN+li7frDe5xceQNakAnZ9fcfCu2yLFeXhrThtpD+jIiuYhT4+E6dGOA4As9QToYEHdrz7961XXHYjJq1VVt/hzy8Q/KQCJQmd01tW1io8BAACQEDKyc4MFtTF9TfmeGFsGs0d8BsTVZAP04YfvHhyXjz798IgBevDB5YuWhrfgGLJievmipeHQPNpxAJClngCdprVaHYVagzMmL2WyeLQGh/hnBAAAAACJwmjxVNdOFXp3+Z4IjEssV0CPaHiAtmR6H7r9psb6VlZAA0gsqgrQAIBU5nAXt0+fIz4GAMjS6GzbT7sm214gPglSkEZnsznHCmJxIx8TgfGK5R7QaVrrzm3bGuv/7VcyR7wJYXiBM3tAA0gsBGgAgEpodDZLll98DKiEzhibX4oCElFVfQ9350aKkY+JwHhNNkCnaa27d5w82v4baSPtAX3k8fsjkdqS6T24/7Yhe0OPcRwABBGgAQCA2sxbsPbn73+2aOkG8UkAQR5/eZY1KD4GEH/yJTHRaXR28RlSUAwCNACkCAK0rHS9PSOb5X4AAPybCy+5PhQKXX3d7eKTAIIqqttd3lLxMcKycgJev1qGQdKRL4kJTWtwbDz+NKu9QHySVEOABoBoEaBlBfJrOroXiI8BACrn8lfWNPWLjwHF5OZVL12xOa+wTnyS8Trx5LPZyhxJKSPL73CJbA2MpCefEZOA3VUsPkMKGkeA1hudHm9RWWldeVmd11usN7HRGIDUQoAGAKhfaVXHqvVniY8BHFNdY1cgv0Z8DABIHPIZERiDL7B+NN8HaK3BMeRfa0uWb2D9iSVlTeG/6o3O8rK6xXMX7ty27bRt2xbPW1RRXk+DBpBSCNAAAAAAAAnyeRFIG7Myj/Gs7wP0ihXri0vqB/+b3T9zSSgU2n/n/eG/utwF82bOO3jXbV+888oX77zyxIHb58+e7/bwSyUAUggBGgAAAAAgQb48InVMrDKP4fsAbTC7hvybnZmdGwqFQqFQ+K/FRdUnbNj4yRuH//vDn/73hz/99Zsvbt+0uaSYX5gCkEII0ACQ6PzBKnOmT3wMAACAcZKPkkgyMa/MYxhrD+hAXlVp+ZTwnwsLq7YMrP/VT54LB+iP3zh8woaNRUXV0v/5AYByCNBobO4prWgRHwPAhJVXtWVZg+JjAAAAjId8rESCUrIyjyHamxDaHXkze2bddcO1Hxx5+hdHnj5w097ZvbMdznzp/wIBQDkE6BRnyfJ/9sWfXn39ffFJAAAAAKQS+Y6JSdIZXWddfG/XzIF4vLhKKvMYog3QWr29sLCqr7t/YNWa9avW9M+YWVRUrTXYpf8LBIBYam7tfeftDzu65o34UQK0uBWrt1TXTRccoKtnUcOUGeJfByAejBZvYdlU8TGQBPQm977730zXc6UAAEBMxKYA1jTOfPDQr4a49/EPqup7xetkKph8gFZ/ZR5DtAE6TWvV6u1WezA/vyI/v8JmD2o5pwSQdGbPXfE///3XZcs3jPhRArS4UCh08233iY8BJCVTpr+8tkd8DCQBU6b/qVd+pzU4xScBACApxKuHnnvZvWdffLd4mkwR0QRondF1wVXPLVxxXYJW5jGMI0ADQCrIK6zV6GwjfogALS4jO3e0fzoAAAAAkHTiFQS37Ljy2lueNWfmRo6YMnNv2n8kvDJ6YMsFkeOzF22NrJgOHw/H6+OOP3//Q29HllFHHhaJ2uGHDXluyhocoEdbyBzI3xS/bTpkEaABIFoEaAAAAACAguJSA7fsuHL/w+843OWD8+i5l90bbsT+/Ib9D709Y9ZA+M/77nsjsk1H39yNVfW94QdHXiGcnsPPDVfs8HMHG+14Ehsely+46rktOw7c/sB79zzxq3ue+NXw0DzGKumN268MP2vfA+/Y//UPzpSZu/fHR8LH125Wdd8nQANAtAjQAAAA/TOXNDZ1iY8BACkgLilw9qKtw7d+9uc33HzXkUiS3rLjyvBC5nCMHrJTRzhAR2pyTePMwTl7y44rR1zsPHvR1uTb8SP6fZnDcTmSj6sbZu5/5IOKut7hjxkeoDduv/LMC7//0lU3zAy/SPjB4e7sy2vYd//bal46TYAGgGglX4DWm1y7z75Ca3CITwIFWLL8NfUd4mMgNelNrowsv/gYAGKioKjOl1shPgYApIDYd8DwrQiHr0QeEpEHx+Jwgx6+BUc0AXrw9h0PHvrVkE0/EkVM7v43uBeHbdx+5ZBlyyMGaF9ew4/uOBJZ9Rx5zJDjgyO1ChGgASBayReg0/X2zVtPZ1fl1JGRnSs+Q9j5F98yrWuh+BhQjMNVVFLWJD4GAABA4oh9BAyn5BGXJ4+2AnrIY8LbcUQZoIds3zF70VaVB+jJV+YxDI/L0Qfoffe/Hd5nI6Jr5kBkKXT4YTMXbCVAA0AySL4ADUiZu3B9WWW7+BgAAEABWr09x5bn9paYLB7xYYDEEeMCGN6FebRNMEbbA7qmcWYkWEci9QQCdPjd1RCgY7KceQJitQJ6tOOsgAaAJEGABoCwM844r6GRHV0ApWVk5y5etjFdbxefBIie3uSqb+xYtmxg3bqt3TPme3yl4eOlFS2l5c3i4wFqFfsCOGQ3jIhIRw434sFbbQx/YvjBE9iCY//D7xy3+TzFArRUZR5DrPaATtPa1m29uKKulz2gASA5EaABIGz9+hMrq1vFxwBSkNtXJj4DMC6FxfWn7Tz7P3/58Reffvnwgwc7OucYze40rVVndOqMTvHxALUad+DT6Ozpeke63qk1OLUGZ7reqdE7NDq7eHmMH19g/YknPpSbt1E9lXkM4V68etP5kf00hvfi8GMGb7URCdYbt185eP+N8ONNmbl7f3wkfHDIYmq1IUADQLQI0ACUVFBY3dbaXVpaLz4JjimQX/OP70Lq2WYdANSjvrHjvgMP/eGrP/zhqz/85y8/XrFig81RMMbjs61Bg9ktPjYgatx1L93gNFp8GTl5VmeJ01vp9FbmOIot2UGD2Zuud4jHx8kYYy2zRmf/xzd/KSufIj4kjokADQDRIkADUExuoPxHV1796bs/O7DvtuLiWvF5MDaD2X3xZTdyT1cAGK6iquXaq2/86jdfff3l12+89uacOcszsvxjPH7Vyg3t7b3iYyMpZVmDvTOXi48RhXF0PY3OYTB7s+1FntzqYFFzcfnU0qrO0qrOovKpgcIml68qy1qgM7pVvhRahTtmILZSNEBX13Vk2/LFxwCQQKjPAJRUXd1y9PCzX3/8iw/f/MmUpuni8wAAkoPW4Jg1a7GSe1/k2PP6Zy6+/NJrb77x9s2bTi6rmJLOj+sgxOEuXrPuZPExjmUcUS9d7zBm+O3usrzilsq6nqa2+VO7V3T2rensW9PetbyhdW55TVegoMnqLNGbPeINOnUqs87oysjOc3gqbK4yc1Yg3eAUH0lcigZot6/clOEVHwPDmTO9Hl+J+BjAcARoAEpyugvPOHXXK4eevPjc83MD5eLzAACSRjCvSuF3zLYFS8qaqmrafLnlWoND/CsAqFu0RU+jsxvMXpurtLCsvaF1bvesdYtWnnrc5vM2bb900/bL1m46d8Gykzv71tROmZVX3JxtL9SblFgHnTqVebR/KObMQG5BU3XDzClTFzW1L6yo6/UG64wWn/hsslI0QEO17M6CxsYO8TGA4QjQQAKZPW91SXmz+BiT5HAWVFQ0uT1F4pMAAABAKdEWPa3BmWUtCBQ21TfP6Zu7cWDrhbsvuOPy65/Ye9vzP9p3+LK9B08759bVG8/unnlcdUOfL1hnyQ7Gaj/oFK/MYzBl5haWTe3sXzew9ZKd59x+yp7bVm04t61rRW5Bk97kER9PEAEaAKJCgE5EGt33jCZbvtdTX+ovCXgtFnvkuEYnPyTiITMnwAIrAAAATIZGZ/N6FV4KMI6iZzB7nd6KsurOaTNWrt107kXXPHzng289+tynT7705ZMvffnIs5/su/fo2ZfcvWzt6S3TFxeVT7U6S/Qmd/SvT2Uer3S9w+Wrap6+5KQzbzrw+EfP/ORPh1774+0P/Hxg6yV1zXNzHMXiEwoiQANAVAjQiUijs5YEPD+5pu27Q73v3TTtifOaf7q3/duDM/5z37SO2gABGgAAAMBoVixa8t2X7yr7puMoeuasgC+vvm7K7NmLtp529q233Xv0sec/ffrI75557etnXvv60JHfPfzsJ9f/+MUTT7tuxqyBqvpet7/amOEf8iJU5hjSGl15xa2zFp5w/R2vvvCzvx1577sj7373/E//fMneJ7v6B7zBOvEJBRGgASAqBOhEVFPk++aRrofOnpLn8/m9ucVFxfnB/KDff/nGmu+enLGgPZ8ADQAAAGA05gyPgm83vqKXZSvMK2qe0r5gyaqdF1z54L2Pf3Dola+eff0P33vtD0++/Ns7HvzZmRfcsenEZ2cvvLW5/YKS8pOozPGjN3mKK6YvWH7K7Q+88/LP/+/Ie98dee+7l97++97bX+mbd3ywqFl8QkEEaACICgE6EZ25vPzvj8/oqMsP5gZn9c+eN3teVUWV1+Ury/N+daDjvjMbCNAAAAAA1GF8RS/HUVxQ2tYybfHy4864bO/BB5766OlXf//s6394/7NQ2M8/Cb3wRujm/X+Zv3R7Q+vcYNGUTGu+eIhMYlqDK1jU0r9g697bX4msgH7ujW8uuvbxjr7jPIFa8QkFEaABICoE6ETUWpn77cHuW09pLMrLLyspKyoo8bg8Lodr55Ky/+/JGWt7igjQAIBYKatsNVqUXCgHAEgm4y562fai/JLW5mmLlq7ZdfE1j9z/5C8PHfnd+5+Fwg362df/8NQrX+1/+J09F981d8m2+pY5gYKmjJw88RCZxDR6h8NT0dS+cMsp1+67/+2DL/7ukcNf3rD/9TWbzq9pmpVlKxSfUBABGgCiQoBORBqdtbUy98u7u7492Pv4+S1XbK6594yGPz7Q9b8PdS3vLGQPaKSI0sq23Lwa8TGApGfK8IrPAABIWOMuepbsYG5+Q0PL3HlLt+++8M79D7391kehZ177Ohygn3nt64Mv/ObWA6+fctZNfXM3Vjf0e3JrTJm54iFyMvIK68d1H0XlGS2+YFHL1O5Vy9ft2brzuuN3XL1o1a4p0xb7gvU6o6onjzcCNABEhQCdiCKJ2ZbjmFqdu6KrcEZD0ONwhY8nU4DWmVwub5n4GFAnvcmtNTjExwAQ4fJVzJq/obt/VUZ2QHwYAIAKTLB1unxVFbUzuvrXbth28YFHQgcee+/gC7956pVfFB1OAAAgAElEQVSv3vk4dPDwZ3c+9NaFVz24ZtM57Z3LSiqn291lerNHPEROxvSuBVlWtS/iNpi9nkBtaXVX7ZTZ1Y2zSio7nN7KFK/PaQRoALLKa2eIzxAlAnRsuX1lUzvmio+RNAIF9YtXnDjhp1syvRfvOUtHowQARcxZuCkUCoVCoZap88WHAQCowESKntboyrYX5RU3N7bO27z9uRNOvfrCqx68/vYXbr3nJ0++FNq77/C5l92z8cRL++dtrp0yK7egMTMnX2twiofIVKA1uEyZuTmO4mxboTHDn653iI8kjgANQExZTfeR90N2d2Is2xxvgM625XX3LpadWWtwVFS3i3/pRnTqrgv/9OeQ+BjjVVbdacrwiY8RcxqdbVpbl/gYAJAiemcfFw7QjS2zxIcBAEibYNHT6OymDL/TU9HZc3XztEWzFm5ZvfHsE069+pTdN155/W+37LhyxbrdfXM3NrbNLyxrt7lKDWavRmcXD5FDTGvvqaluER8D8UaABiDJ5ioVnyFK4w3QBrO7uLRJdmZThrenb4n4ly6ZWLJyxWcAACS6LGtee+eiKW1zDGZuWoiU43AVWR0F4mMAajLxqJeudxaVbXf7q4vLp9U2zWrrXNY9c13f3E0Dxz/R1b+2Zfri6ob+gtI2p6fCaPGpcx1uji2YkeUXHwPxRoAGgKiwBQeAVFBZM9XlTZgfDQIAEk5N3fTS8mbxMQDVmHjR8wXW+wLr0/UOo8Vnc5Xm5jcUlbWXV3dV1vX0zr6+rLqrsLTNF6zLcRTrTR4Vrn1GSiFAA0BUCNAAUsGuMy9tbusXHwMAAKSI2oZO8RlETTDn+QLrI3/W6Bx6k8eSFcxxFDu9ld5gXWPreQ5PRba9yJyZqzO6qc8QR4AGgKgQoAEIKq1o2X32FeJjAAAAxJDe5Hro0Rdc3sS4LVAcTLDlDa7PYRqdPV3v1BndBrPXmOErKDlBb/bojK50vYP6DDUgQANAVAjQQDJJ19s3Hn+aRmcTnyRKRounSHpbeQAAAMTURELe8Po8mYcB42K0eBcuXK01OMf7RAI0AESFAA0kE53RecbuS7UGh/gkAAAASFXjzn/RZ2UCNOLEl1s+gWcRoAGoVEZ2rqqW+xGgAQAAAAAxMv7wN56mTICGqhCgAaiUJctfUFQvPkYEARoAAAAAECPj63fjDcoEaKgKARoAxnLC9j0XXXpDut5OgAYAAAAAxML44t0EajIBGqpCgEbcORx5CXSXJ2CwdL39gw+/+t0f/u70lBCgAQAAAGAIr7+cS/7xizbb+QLrJ5aSCdBJLNuWH8ivFR9jXAjQiLu1S5d5vUXiYwATk1dYX17VlsYWHAAAjMntKysobhAfAwCgsHsfOFTf1C0+RkKJttlNJiIToJOY0eLNtuWLjzEuBGh8r7ikXmd0io8BQd7ciuKyKeJjqBYB+pjamqd99NrTubml4pMAAJSXkZ2bY88THwMAoDCtwSE+Q6KJKthNsiAPebrTW2HOzBWvkEhZBGh87/6772tv7xUfA4KybXkON2vVR0WAPqbmxvZ3Dj/m8xWLTyLLkukL5ldXVbcVldTn2NiDCEgh3tyK8C/NAACAEZkzfel6u/gYoqKqdZNfvzzkFUKh0M9++VfxCgmFZWT5p7XPMJjc4pMQoAEgKioJ0DmOgvqmnpLyFrKmOlkyfS2tPccff/IF51+289SzensXOFz8XAdIFYUljVM75oiPoUJefxn/twUASNNal6/YUFHVKj6GqGOnuljtnjH4dXRGd7reIV4hobBTTjjpb1/+avnileKTEKABICpqCNB6k3vdxtN+89Xfn3j6p2WVLLJTo6KS+u0n7vrgnfdDodCXn35++aXXNDZ16k1scAQgpa1ZvZnfsgIApGmt/DzymJ0uhns3sw00Wps7H/zxvqrKKeKTEKABTITdVVRT3yE+hpLUEKCzrMGLL78tFAr97r9CU9pmis+D4RoaO2740a2hf/3v2UPP9/YuyMjyiw8GAAAAxNXS+QtzbAHxMdTtGJEutsmYAA31SIYAna63XXj6qRlZXvFJgNSRZQ3mF9WJj6EkNQRojc42rXPBVdfddcJJ5zo93OtPjapr2i675Oq//b+/hAP0Q/c/2tE522TxiA8GAAAAxJXdwa1oj2nUPOcLrI95LyZAQz2SIUCnaa3z+mdz31UAcaWGAJ2mtWp0thx7gZGgqVYeX+nixWvuuuOeo68eferg08dvPrmkrDHlb7QCAAAAYNQ2F8NS7HAVv/v2Lxyu4ti+LDBJSRKgJ09rcBjMbvExVCKQX1tRPVV8DBVatHSDL1ApPgZEqCRAQ+XS9fa8/OqOztkLFqzs619UXtls5P9cAAAAAIwS5mKbibNtec8cejHblhfzVwYmgwD9vUVL1m/eskt8DOVpdDZLpm/IwYrqqZ0zFovPpkI2ZyErGVMWARpR0uhs5gyvzVmQke3X8h0jtV2x94GCkmbxMQAAACBt5CoX10ZMgIZ6EKC/p9HZUjMs5tiCjQ0sdgaOjQANxIPR4r1x35NZ1uTcMXDZmpPt7hLxMQAAACBthCQX70BMgIZ6EKABICoEaCBOquu7xWcAAAA4JruzUG9yiY+BBDRCj1OmDtOg40pncIrPkCgI0ABir6qi4YQNG8XHiC0CNAAASBEGszszJyA+BqAqU6fN/OTDj6+75kYaNMZvaIxTrAsToONHb3J3dc42WjzikyQEAjSA2EvX23OsyXbRQoAGUk2OLa+0rKmwuN6SNfRmCQCQ3OyuovKqNvExAFVZuXJD6O//98E772fbguLDIKH8W4bzBdYrGYUJ0HFlzvBN7IlOT6n48AojQANAVAjQQEpxuApXrty479a7brz+tlmzl1qy/OIjAQAAQTZH/tKlxzW3zBCfBInmhwanfA4mQKvTpi2n213F4mMoiQANAFEhQANpWqvO6JzWtUSjs4lPEm+NTV3PHjr87Td/+/abv91804+LShrERwIAAEAC+j7AibRgAjRUggANJIA1y1YeeeJB8TESXXXd9Oq66RN+OgEaSNNatQbHlPa54mMooLm158iLr/39z9/+/c/f3nXnfeUVzeIjAQAAINF8X9+kQjABGipBgAYSQHtrx7m7domPkeh0RqfO6Jzw0wnQQEopLm289Za7Xnvl6AvPvbxmzfE2R774SAAAAEg0tjTRCkyAhkoQoAEgKgRoINWUVkxpbettbpnh8hSLDwMAAIBEY0uTTsAEaKhEKgZob25FKmxeCSC2CNAAAABQmCXLf/DJl4+++dHRNz+av2hd5LjO6Lzh5gPh4/c9+PTwm+WGHzD4KQAUJ99/xQcAwlIxQPfNWp6ZExAfA0BiIUADwBg0OpvB7NGb3OKTAEDSCEfkHTvPD//5mr13NDb3hD+08/SLIn/evefy4Q1aPEDbXfz+EFKaL7BeJfFXJWMgxaVigAaACSBAA0g+RktserFGb6+s71m08pR5S7cXlrWLf14AkBzyi+qffu4nkdDc3Na/94b9wx/W3Nb/wstvuX1lgw+OEaB377k8vHR68LMGL7UOJ+/J0BocVXVd6Xq7+NcQEKGq5quqYZCyCNAAEBUCNACVSI/dTmKL5y+12oOTfx2nt+L0825/97PQO78OHXf8BRnZMXhNAEg+NmdRR8/S6B8/PECPuNvG7j2XDw/TowXowQ+OlOvBS63zi+oPv/QWe3ekLI+/PMce43svW7L8KfXTCLUFX7XNg9REgAaAqBCgAahBff3UVSuOi9WrGcyumLxOfknLjftf/fCr0Idfhc644A6Xr0L8CwUAKqTR2bJt40h7Q7bguOHmA4MDdHNb/xgLlkcM0PlF9QeffCWy6jnymCHHhxRtg8npcMa4SEK1Tjz57HkLY3amEbZuw8lVtdPEPzVl+ALr07RW8dg3GAEaakCABoCoEKABqEG63h6rfTNiKCMnuHTNroef/fW9T/yyb+5GdoIGgFiJ7Ixx5PX3r7j6thG34Fi+akuUW3CEVzeHs3XE/EXrhmzisXzVlsFv5PEWzejsE/9SIHFpYvfLWyqnwvqcRoCGOhCgASAqBGgAGIPVWVxZ31NR223J5lbPABAXu/dcPuJiZ0uW/6FHD0d26giLZgX0aMdH3NMDwNj+VZ+t4qVvCAI01IAADQBRGTFAV1a3nX/e5eKzAQAApDij2ZWZ5RMfI7byi+o3bdkV/vPgZc6WLP9Z51wZeVj0K6DThsXlnadf1Njcwx7QwCSptj6nEaChDgRoAIjKiAHaaPEUlTSIz4bJyC+qT53fCsQQ3tzymvrp4mMAACYvO8cfDJSKjxFzy1dtCW+UMeT2g5ENoI+++dHw+pz2rwA9eKuNyMN277l88P4b4cdH9voYbVNpACPyBdYPqs9WBUKezuge1+MJ0FADAjQARIUtOJKSRmeb0tqnMzrFJ4EIS5bf5iwUHwMAgElqbetds3aL+BhJRm+Kza16Vcuc6RWfIdH9e3oOi3vIm9610OYsGtdTaNAQR4AGgKgQoAEAAJLG1hN3v/n2x+JjxMqcucsvvPAq8TGSSZY1WFkzVXyM+NHobDU1LUYz9w2euJGuEJUIeTqja7xPIUCnJo3O3jm125zhFZ8kjQANAFEiQAMAACSNmvqOtQMniY8RoTe5rI4Cf7DK7SuzZPnT9XbxkcAubRjDKJeH8plvRATolJWdkys+QxgBGgCiQoAGAABAzGl0tmxbXmVNe1fPorkL1s6cs7KlfWZuXnXS7/8QQzkONtSCohKrPqcRoKECBOjYMFq8v/z0HwUlU8QnwXhlZvsHVnOLZxwbATpMa3CIzwAASA4Gs7uwuL6iqtXuIh4hdWVk59Y3dR+3/uTrrr/zgYef23/g8TP3XN4/e4U/WMU66GjYXMV9c7igg3JGvzCUb3yjIUBDHAE6BjR6e15xy+HXvyit6hAfBuNlyvAsmLNIfAyoHwE6TWtN19t7ehZkZPvj/UYAgKSnNTimTZ914w23P/TA4+vWneBwF4mPhCSQY883SOxpmxcsO2Xzhok9Nzevet7CtfsPHPyvP/5fKBT6LhR674PPd55+UVNLryWLky5AXRKxPqcRoKECBOgYKK7suOyGZ5448t+nnL3PE6gVnwdAPBCgwyyZPvEZMElz+ma2NyfzTXUAJASrPX/btl2ffvz555/+9rFHDlXXtouPNAaNzlbX2C1SNjEupRUtOfZ85d83XW/z+4sn8ESNzlZR3b7x+NPe+vknoX/97+//F7pl3wMz+pY43BN5TQDx4AsMjHlJKB/4xkCAhjgCdAxM71v71q9D730ZOvT6n2qaZonPA6SOQF7lqpXrlXkvAjSSRl6wzOdjpSEAYRnZuQMD2371y08+++SLu+68v6xc7XvZiWRNJD2NzlZdN33rtjM/+PDLSID+LhS68+6DfbOWe/zl4hMCSDv2xaB83RsbARriCNAxUNM064FnPn/r09A1t72UX9IqPg+QOjQ6W7Y1oMx7EaABALK0Bnswr1J8jFjR6GyVVa2bN+/Ytevcnt6FZn7DBilJo7MVFDcsW3n8E4de/cu3oVAo9M9Q6Muv/nzRJde3T5+TZQ2KTwggiitB+bo3NgI04icjO+APVh/zYQToGDBYvHXNc7pmrS+v6VbJbSI0OpvDyRoNIJYI0AAAWeYMT2trt/gYMaTR2bJyAk53sc7oFB8GkGJ1FLRNm33qrgsfe+Llt37+61dff/+Gmw8sW7G5uGwK/2kA4pKgPofRoBEn5ky/y1t2zIcRoJNTdk5u9/QZ4mMAyYQADQAAgJjTGhy+QGXbtNlLlm/asHnn2oGT+mevqKyZyh0IAXHRXQPKF8BopGaAdvvKxWdAGAEaAKJCgAYAAEA8pOvtOfa8YEFtRXV7cdkUt6/MlOEVnwpIcclUn9NSMkCn6x0NU3q0Bqf4JEgjQANAlAjQAAAAAJAKor76k+96UUrBAA1VIUADQFQI0AAAAACQ3HyBgfFc+sl3vSgRoCGLAA0AUSFAAwAAQGGNzT3+YJX4GECKGOdFn3zUix4BGrII0AAQFQI0AAAAFPbr3/zvxZfdJD4GkArGf8UnH/WiR4CGLAI0AESFAA0gUZy685zW9j7xMQAAABJFctfnNAI0pBGgASAqBGgAiaK1vS+voEZ8DAARpgyv010sPgYAQVqDw2B2iY+BEU3oWk++6I0XDRqCCNAAEBUCNAAAmBi7s7C+sVN8DACCDj/20B9+9a5WbxefRCWcroK6ulbxMdJSpj6nEaAhigANAFEhQAOC0rlaS14Xn3NuMK9CfAwASGLpevvcOUvEx0hxp+849cc3/Eijs4lPohKZ2X5/bpn4GBO9ypPPeRNAgIYgAjSA+KqsbquqaRcfY/II0ICUjCxfY70qFsggHk498SSvr0R8DABIYoFgxQc/e0tr4Ke5wA98gYGUqs9pBGhIKCptMmX40gjQAOLNnOk1Z/rEx5g8AjQgyGBiz0QAAADExuQu7uSj3sQQoKG8puaeLGswjQANAFEa8RzFG6hatmq7+GwAAAAAgGikZn1OI0CPzpTh1Rmd4mMkNwI0AERlxNOULGtedX2X+GwAAAAAgGOa9C+2yoe8CSNAj6ara15lVav4GEoKFjZasgNKviMBGgCiwhYcAAAA47J7z2XVddPExwBizpzpNWd4J/kiJWVNejYZU1Ysrunk0+GEEaARYXOVGC1eJd9xaIBuqG+zO/LStNbG5p6a+uni3x2AKBnM7oYpM8THQBIjQAOYjCUrTnB65W/1DgBKKqtszbYFxccAYi6QXx3Iq5rki8ybvzLHnif+uaSOFK/PaQRoiBoaoD/52atbN2xO01r9wSpvboX4NwggSi5v6UmnnCs+BpIYARrAZFx65R1Fpc3iY0Svtb3/1tvuFR8DAABgknyBgRhdzclXvEmiQUMKW3AAQFQI0Ig5T27FoqWbxMcARmQwu4tKG8XHUBtzhsfhKhAfA0BiycjOzbax0BWQEbvrOPmEN3kEaEghQANAVAjQiDmNzmZzFomPASB6Sxctv3DP2eJjAEgs3tyK4rIp4mMAKSimF3HyCW/yCNCQEq8ArdHZxL/RAEAMEaABAAAAIFFQn4cjQENKvAL0zP5FuUG2kAYgo7tz5rw5i2L7mgRoAAAAAEgIsb58+z6i5RfWzp61WLzlTdh4A7TVFpzdO0d8bCSBeAVoc4aXRdAApNx96y0/ee5QbF+TAA0AmDyrPW/D+m2cJwMAED9xqs9pWltjU+dF510s3vImbLwB2mByFxfViI+NJMAe0AAQldiexJgzfRuPP038kwIAKM/jKxWfAQCUpDc5xWdA6ojDyiH5eBcryb0Fh8NVVFM7VXwMjIgADSAu3njn97PmrzOY3TqjS3yYmIjteYzHX37P/TFeow0AAACo0IzuOVZ7UHwMJD1fYCA+v7cqH+9iJekDdF39dPExMCICNIC4aGqZWVgy5dkX37//kVfMWX7xeSaPLTgAALIam3uMFo/4GAAwXqyAhgLidr0mX+5iKEEDdLatoLSiTXwMTAYBGkC8VNRM+8v/hf70t1BuXo34MJNHgAZShy9Qufq4beJjAEM4PSVsHg0AwHDxvFiTL3exlYgN2pThd3pKxcfAZBCgAcSLRmfrmLG4ddpc8UnGUN/YsWDhmmgeSYBOeul6e0V1O3EHaVqr3uQKFtSKjxFvFdXtlqT4DRUAAJDKqM/jkogBGkmAAA0gpRnM7mxrVBvSEaCTnkZnK6tsJUAjdVgdBel6u5LvqPDbAQBGlJEd6Jm5UnwMYJIc7uKpHXPjfJkmn+1iLh4BWqOzi39eUDkC9DFQIgCEEaABYJIeffylLdvOFB8DAFKczugsqWgTHwOYJI3OVlR6QjzfQr7ZxUPMA3RZZdvus68U/7ygcgTosWgNjsb6VoPJJT4JAHEEaCAVWO354jMkMaujQM9pFQAAiIX4X6DJN7t4iHmA1ujsNmeR+OcFVcnMCa5cuWnwEQL0MZgzuNU4AGsaARpIAUazu31qP9tEAIrpmrEg2xbVRlgAAET4AgPU5wljD2goYHrHnC8++53NURg5QoAGgKgQoAEAiK2Zs1fwawcAgHFR6rpMPuHFCQEayjBavIP/GvcAXVHd7g9WiX+HipOyyta+WcvFxwCgAAI0AAAAAAiiPk8eARoi4h6gXd7SnORd1zBn/pqbbr1PfAwACiBAA+pXVtGcke0XHwMAAAAxp+AVmXytix8CNESwBQcARIUADahftjWoNTjExwAAAEBsKXs5Jl/r4ooGDeURoAEgKgToFNE9rcvhzBMfAwAAAEAY9Tm2CNBQXswCtMniMppd4t+VACBOCNApwu0u0Juc4mMgropKm3RG/ikDAAAkAMUvxORT3RAand2c6Y/hCxKgobyYBeiDt131yC1XiH9jShp2V5H4DAAGI0ADSaO0opkADQDJwWB2i8+gMDabQurwBQaoz2lam9VR2NTSF8MXJEBDeTEL0Ol6e7reLv7tKTloDY7mtj5OLABVIUADAACozdqB7bPnrRYfQzEZ2cEdZ15vyQ6ITwLEm9D1l3ynUwABGspjD2gAiAoBepIKSxqzbeytDAAAYsnhLj5h+1niYyj7KZeJzwDEG/U5rgjQUN5/pOvtJWWNGulvLgCgcgToSWqdOsvpKREfI6Vk5uQuX3m8zVkoPgmQoObOXmzJ9IqPAQBASpG78pKPdMogQEN5/6HR2fIKasS/vwCAyhGgU0pRce364zblF1SLTzIZ/kBFR9c8o8UjPgmQoPp755ky+C8IKWTWjL6Nq1aKjwEglVGfFaBwgDZavOKfMsSxBQcARIUAnVLO2HnG/3z+6YlbTprMi7DiGwCQWD4+cjD027dc7nzxSQCkJtFrLvlCpyTFGrTe5J7WOY8GLcic6dfo7BN+usNTlptfP/kxCNAAEBUCtPIKi2ocrgKRt66ta7v4vIuqqlsm/AqB/Jp3P/hNZg73CAIAJIyiwsrmhlbxMQCkJukLLvlQqCQlF0HrTS7xz1fNTBm+uL5+Q9MMm7Nowk+3u0v9eXWTH4MADcgrLptizvSJj4GxSZ8PpaL5c5eWVzSJjzFhrIAGAAAAjskXGJC+2pKvkApjG2j1qK+fbo5zg1YDAjQgr6mlJ8saFB8DY5M+JQIQL9nWQLaVteoAVMQfrBKfAVCb4vLmXWdeLj4GYk4d11nyeU5hBGj1mMz+GAmEAA0gNtL1dvEZ4kodJ0YAYs/nL/XnlomPAQBhWoOjpX1m0p9ZAeP14/0HQ6EQd1dOMuq4yJJvc8ojQENhBGgAsbF82XF19VPFx4gfdZwbQb1y7Pm5edUanU18EgAAgOSjMzrdvmT7gbE3tyKVk7pqrrDk25zyCNBQGAEa6qU12HeeelY2e1MkCIPZldzpTTWnR1AjS5Z//4GDP3/vs5b2fvFhAAAxlJHlz8z2i48BIClt33FOXWOX+BgiVHN5JR/mRBCgoTACNNQrv7A29M9QV/dc8UmANBWdIUGN7K6iV15991effN07c5n4MACAGNo4sOX4jSeIjzG2VF5BCSARqenaSj7MiSBAQ2EEaKhaZk6u+AwYUWlJbVNDm/gYSlLTSRLUqKp26rTOeeZMn/gkAICUojU4yqva9SaX+CQAcEy+wICaLqzkq5wUAnQq+/rTT1csW6fwmxKgoQR/oFx8BsTWjM7e9atWi4+hJDWdJwEAAPwgubdBA5A01HdJJZ8CBdGgU1ZX1xyrI1/hNyVAQwk3X39zYVGt+BjiLrn8xq6eReJjYGLUd7YEAAAAAIlBfddT8h1QFgEaSiJAQwksyggrLptidRSIj4GJUd8JEwAAAAAkAFVeTMknOVkEaCiJAA0AUVHlORMAAAAAqJoqr6Tke5w4AnSKM2d40/WOGL6g21cxo3/VaB8lQANAVFR52gQAAAAA6qXWyyj5/CeOAJ3iNq1d19w0NYYvqDO6He7S0T5KgAaAqKj1zAkYN4PZZc7wiI+B5JBjC1ZVt4iPAQAAVEit11Dy7U8NCNApLl1nV/LtCNAAEBW1njwB43bH1Rce3Het+BhIDgaTy2rPEx8Dimmoa8nI9IqPASSWC/acs3HdRvExACX5AgMqvoCSb39qQICGkgjQSGBt0xe6fRXiY2BsfX2LLjjv8vLKhF8fp+LzJ2B80nU2rd4uPgaARJRjDXBzaWC8sq2BVPjdI53RqTU4xMeAGqj+0kk+xqkBARpKIkAjgVmdRQZz8p/JqZAvt7y0fEo0jzSa3Q8/ePDjDz9Zu3aL+NiT/azVfhYFAAAAiCksacjNqxYfA+JUf90kX+JUggANJRGgAYxbUUlDS1tvNI/U6GyzZy+78vK9VTVt4mNPkupPpJCoMrJz26fPER8DAAAAmKREuGiSL3HqQYOGYgjQE5Sut/fPXGLKYAs8IFUkwrkUElIgv+asc64QHwNAovAFKvkld0CcJdOXHov9rCpr2vMKasU/HSQlncFhzvTpjE7F3jERrpjkM5yqEKChGAL0xDndxeIzAFBMIpxOIfEYLewjBGB8brz5nrZps8N/drqLzdwSEJBQXdNucxRM/nVO2Xn+3PlrxD8dJB+rPb+zc/bKFet7exd4fCUKvGOCXC7JZzhVIUBDMQRoAHGhNThWrN6qN7nEJ4mVBDmjQiLx5laFQqEZ/SuGHM+x58+au0p8PADq19be5/GVio8BAFCVdL196rT+5w899/vffHH0yOt9fQsN5vhelyXItZJ8g1MbArQ6pesd4jPEHAEaQLxU1kyN8pF6kzNdZxMfeGwJclKFRKLR2V567cMc+9D1U0tXbP79f/3d5iwUnxAAAAAJR290Llq46stff/bHr37/9edfrlu3JdsajNN7+QIDiXOhNLSIdfcsam7tEw9zglI5QDtdBTqDU3yM4XKsgdrqKeJjxBwBGkCM5djz7jvw4J7dF2iia8rVlY2HDty24/jjY7KPXvwkzs2qiiIAACAASURBVHkVkoHLy5JGAAAATER4BfRzh577/W+++Mkrr/f1LTTE5zdTE+0SaWgRa2mfWVs/XTzMCUrZAN3X1Xv0iXt2bN6kVeVaY3WW8UkiQAOIsbyCmo/e//D5pw9Heb+LeTPn/vcHr7528J4Mde9imWhnVwAAAEhFTk9JS/tM8TEgy2rP6+iYtWL5QE/PfLc3LntAJ9r1kXyAU6GUDdAnDAx8+bPnHr39R+YMr/gwKULtAXrWvLV7ztsrPgaAcSkubfD6y6J8sNUWWDp/YXNjm/jYY0u0EywopLS0QZn7ugAAFJNlDWgNDvExEBMlJXXGce5+a3MWLl66XnzyCTOY3XZXkfgYEKc1OMwZ3ihXBY1XAl4cyQc4FUrZAB0MlK1YuLihtll8ktSh9gCdZcvz51WLjwEACXiOBSWEvvnj+28cFR8Dg5GNAExScVmTJcsvPgZiwukqGO8+b1qDI1hQKz45RNhdRU4PawuOIQGvjOTrmzqlbICG8sYdoI9bf7LDXSz9vQMAlJaAp1lQwqyZC5ubO8XHwGA33Hxg4ZIEXrkGAACk5BXWFZY0io+hZol5WSRf31SLBg1ljDtA5xfVq/xGYYAsj79cfAbEQ2KeaQHHZnMWlla0iI8RQ5k5/O48AABAjPkCA4l5TSSf3tSMAA1lqH0LDiCx6E2u/tkr4rTNFmQl5skWcGzLV205cN9T4mMAAMLsznzxGQBgiES+GpJPb2pGgIYyCNAAEJVEPuUCAAAJ47nHHp0+tVd8DACISORLIfnupnIEaCiDAA1Epaa+w+ooEB8DghL5rAsAACQMo9ktPgMARCT4dZB8d1M5AjSUQYAGopJXWJeZExAfA8NpDY7ikrq8/CqNzhY5WN/Yddu+e+fOXx3DN0rwEy8AAAAAGJ/EvwiS724qR4CGMgjQ+EF51bRgQb34GMC4dHb0/+zlF587+Fh19Q93UTtl57mhUOjIkbdi+EaJf+4FAAAAANFK/Csg+eimfgTohKDR2cVnmCQCNH5QUtGWm18rPgYwLmtXDfz2ow8+/+V7M7pnRw7WNnTccus9c+ev1uhssdo7JfFPvwAgeVgdBTZnofgYAAAkq6S4/JGPbupHgE4Iq9ZuK61oFR9jMgjQCqmra9tx4o4pTdPFJwGSTGXllMsvvOTM087055YN/2hdY9f5F+2NyRslxRkYACQJm7NwjACdkeXv7JgpPiQAADGUleNfvXSFAm/kCwwkxbWPfHFLCATohGDJyk30RdAEaIXcePW1oW/+cM/tt4tPAiQfU4bHYHaN9tF0vT0m75IUJ2HAvzFnenVGp/gYQMzpTc6yskbxMQAAiCGTxd3b1Rfvd0miq57J9rLpXQszsgPi2U4BNGgogACtkPlzl/z0xeeXL1klPgmAiUmiUzHAmqa1WjJ9bx59Z99td4tPAgAAADVIokueGPSy/KIGndElnu0UQICGAgjQyjFa3BqdTXwMABOTRGdjgDVNa9UZnXfvf2DnznPEJwHStNZ0nS0j0ys+BgAAKSu5rnfkc1sCIUBDAQRoAIhKcp2QAYC62B3Bpvpm8TEAAEhNyXWxI9/aEgsBGgogQANAVMY+JzOYXY/dceO29evF5wSSVbrerjeNuts7AAAAJia56rNVPLQlHAI0FECABoCojH1alpXjf//Fg3svOld8ztRkzvSJz4B48wcryypbxccAIMvMVi2ACjS3zXS4i4cf33XpU1M61oiPh3FJuvpsFQ9tCYcADQUQoAEgKsc8M7NkerV6e/jPpgxv+r/+DAW0tM+0OgrExwAAxNsl519cUlovPgaQ4qpqp4146rX97Acapq4QHw9R8gUGqM9II0BDET8E6OYpHeQSIB5a2nq1Bof4GJikcZ2cdfcuLixpFJ85HkwWT0VFk/gYAIDUxApoAEnP4y//9PP/qaqdFtd3Scb0HCYf2hIOARoK+D5Aa3S2VctWGy1u6e8UQAzYnEVdvcvExwjT6Gxd3fN0Rqf4JJik5D1FGx9Lpq+xMb5nwwAQb4vnzG+o5Z6HAAA10hocp+660JLlj99bJO+ljXxlS0QEaCiALTiQhCxZuWVVU8XHQJJJ3rM0AAnDkuk7+MBDR1966ehLL913592WrB92P9cZnTdc86Mjzz3f2Dh9tKfnF1QffupQ+OkvPHXI7Rlh+86YWL507dGXXpo/Ty0/DB7hS5FX7nKxbw8AIBUl9XWNfGVLUDRoxBsBGgCiorYTtePWnzzivV8AJCtLpu/eO++KVOPdu84a3KCXL12776ZbH7rnvtECdHNz5+A8bcn0XXfltYMTdqyEU/jwRA4MpjM6NTqb+BgAkGrUdlETU/KJLXERoBFvBGgAiIraztWoz4AKWR0FOfZ8Zd4rv6D64IMPhXt0+M/5hTWjBejw0unRliQPXli9Y/vO8MFwRz75xFPDi6bD8Tq8tPnoSy/tvera0QZrbu584alDYwwDpGmtJeXN3DwWqcnjKVy9eIn4GEhNaruiiTX5xJa4CNCINwI0ICY3v35K+zzxMRClZD9dAxADeYW1uXnVyrzX8qVrw0uMw6V4/rxllkzfaM13cK0eIvz0cHcO79ER7tTh45GdOsLpOfywsXP27l1nhfN05A8AgIh0vc3jKRQfA6nGFxhI9ssZ+b6W0AjQiDcCNCCmqW3OyadfIz4GopTsZ2wAEsng/TSWL10b7rxjBOjwquQRA/SQNh2pxpGuPeIr7N51VmSt9GCDZxjjTQEAgGJS40JGvq8lNAI04k0yQOuMzhtuvufomx9F3PfgM3G90ysgIl1vZ5fDJJAa520AEkBzc2fkFn+D8/HEVkAPycSRnD2xAB3ZoyNCzbciBBC2e89lFVVt4mMAiIeUuYqR72sJLXEDtEZnT9c7xMfAMckH6PmL1kWO7N5z+d4b7pL+tgXE2Izp3Q21U8THwCSlzKkbAFUbXJ8jfx1ieBoeY9OMGK6AHvKUtEH7hIh/3QCMwe4qYrUEMF5VVc1ag0N8jLGlzCWMfFxLdAkaoDU6+8033P7ay69nWYPiw2BsPwToiup2U4Y3ht8Cmtv6B69uPvrmR0def7+xuSfygOEBurmtP7II2pLlP/jky+En7th5fuQxox0HVCtdb9PoYvA6Hl/JtGn94p9OykqZszcA6hVeXzzGvQTHuO/f4F07wg++7sprI1tIj7YH9LgC9PA9N8YeCQCABJWVkxv665/WH7dJfJIxpNL1i3xcS3QJGqDT9Y4jL77228++dHtLxYfB2H4I0KUVLUaLJx7fC3bvuXzEUjzGCujwh8LPyi+qP/zSW+GHjXYcSAUanc0c058SYVxS6QQOmKDMnIA/WCU+RrIKr2IevNJ5vLU33JeHP3fwK0ey8gQC9Ih3HeRWhIoJFtS8/Oq74mMAKpFlDa5YvVV8DCSxqmq1rIBevfnCWYu3DzmYShcv8mUtCSRogE7T2rJygtTnhKDEFhxjB+jBS6QjD8svqj/45CtuX1nkFcJherTjAFKQRndsMXy7VDqHi5m8wrrquul6k0t8EigjMyeQm1ctPgaQmnRG56KlG8THAFQir6D2ttsfFB8DcTKnf+6s3tniY6jEjx/58MJrnxx8JMWuXOTLWnJI3AaNhCAfoAcvYV6+akt4C47mtv4XXn4rEpqXr9oSDs2jHQeQgiKV2WlzLu8svHpz9bVbqpd3FrrsTgK0GhQUN7z181//5dvQgsV86YAJ0uhs6Xobe7MCADBYUVF1USG/dPU9je6Hm977AgMpdtkin9WSBgEacaWuAG3J8j/06OHG5h4VroBeuWJ9f/9C6e+tAH4QTsw9jcF3b2z/51M9oed7Q4f7/vlUz7s3tnfWBdIJ0NLqGrv+9vdQKBTadtIe8WGAhKPV2z2+kurqlvqGqaWlDdnWgPhIAACols1ZKD6DuJS8YJHPakmDAI24UiJAj7ZOecSbEIYXOKtwD2h/oNw1aJtFAOI0Omtdse+3Bzp+e3fHaUvLQof7/v74jJMXlv727o4v7ppeW+wjQMsyWjwrVm895bQLSitaxIcBEotGZwvkVc6bs+S8PedffdnVJ207pb29hwYNAMCInJ6S667fH6ebWiWKlLxamUgF0+jshcX14jFOhQjQquL2ltbUThMfI4aUCNCWLP/BJ18+8vr7jc09g48P3wN68GPCzxqyN/QYxwGkGq3eds/pDd880jWvLT/gcYee7/3bY90+t29+W/5fHu2+67T69NgF6JQ8nwMgxpzhbWubsfeq6/7x/74JhUJ/+eOftm05ubikXnwwAADUKSM7V3wGQal6tTKRCrZ61ca//vF/auuSKu3FBAFaVcoqmlet2iw+RgwpEaABIB7cdudXBzpevqKlpyE4qzk/9PrCfzze01UX7GkIvnxFyxd3TXfbnbF6r1Q9pUMC0BocKb7eJynZHPn9fQueeOiR0L/+d9mFl9XVtYsPBmA0epOrpr5DfAwAKShVL1UmWMFKy5ouu+jKjOxc8R6nNgRoxBUBGkCiKvC5//H4jNDh/tDh3tCLM0M/Wxp6bUHo+d7Q872hw71/fqQ73+eO1Xul6lkdEkBZZcu0jjniYyC2MrL9nZ2z7r79jkiA3n36nvKKKeKDxUm2Nbe6ull8DGAyNDpb5EY1AKCYFL5OkQ9qSYYAjbiKTYDW6GwGszsjOzczJ2Awu9P1dunvRACSX3gF9EuXt3TUBqbXBEPP94VemtldH+yqC7x8Rcvn+6c7rKyABpCQtAZHSWnDurWb7rz19qcePXjlpVfO7F/gdBeJDxYn2dZAfV2b+BgAACQQX2AgtS9SJFOaOSuw796jFbUzxKNeDBGgEVcxCNBag8PhLi4pb65r7Kpr7CqtaHF6SrQGh/Q3IwBJTqu3HTi9/ptHuua35XscrtAzPaHne30u1/z2/L882n33LvaABpDATBmektKG6dP7e2bMbW7u9OWW8QN+AMAQepNLfAaISPnLE+GU5vZXv/dZqLNvrfgkMUSARlxNNkCn6+1uX1nr1FkrVm89+dTzduw8f9Xabe3T5/gClTRoAHGl0Vnrin1fHej44q7pOxaVhg71hJ7u2bmk7KsDHV/e1VFX7NMQoIEk5fGXp0KN1Rrslixfji1otLg1Opv4PAAAVTGa3RVVLfwfRAri2kQ8paVpbRqdXXyGmKNBp2ltBrPHYPaIj5F8JhugzZm+mvqODZt3HrjvqVdee+/I6+/f9+Azm7fsqm/qzswJSH9LQgoxZ3APrpSj0Vk1OuuMhuD7N7V/99SM0KGe0KGe756a8f5N7TMaguGPxuq9OMkDVKW2odNgjtkm70hiGr2dNAMgiSXlqi+9yVVVMzUpP7WY4MLE7izs718sXtOSEgE6TWvLzav159WIj6EqOqOrvrFzkj90mWyAdnpKOmcsvOra29/6+Se/+OirX3z01dvvfvqjG+/u6V/KXTigGIPJVVvTqjUk/2o4DBZOzBqd1W13rugqvGJT1RUbq5Z1FLjszsiHYvVenOcBQMLRmdzZ9gKDmR9RA0CCMWV4xWdQJ65K0rTWdeu2ffftd+JJLikRoDEijc4eyJ9slJ9sgPYHq/pmLbtl3wPv/eLzcIB+7xdf3HHXY7PnrQ4W1Ip/YwKQ9JzOfJs97r9vwakeACQamyXTX9vQaXUUaHT8iBoAkPC4JEnTWsVLXHIjQCN+Jhug7a6iju4Fl19165tvfxwO0D9755Nrf3Rnd+9il7dU+huTjHS9vaV1BreDAJRhtQWyc/zxfhfO9gAg4Rgt3vKqNqe7RGtwig8DAMBkcD3yL/IdLYkRoBE/kw3QpgxvZc3U1cedeMu+B5557uizh9/Yd8fD6zbsqKnvsGTFPQmplt1VKD4DgBjihA8AEk663mHJzjVavGmJsA307jPOO/rqG0dffeO+Aw8OPose7fgQ+YU1h595IfzIF5590e0tEf+MkOgsmT7xGQCkaa2+wAAXI/8iH9GSGwEa8TPZAK3R2Rzu4sbmnnkLj1u/6dQNm3cuWDwwpbXP5S1NhdvTA0gRnPMBQCLS6MKnvPKTRKm5ZcaIoXm045GPHnnx1camzvBfLZm+6665MZXXgiAmWlq6M3NyxccAUhyXIf9OPqIlNwI04meyATpNa03X23Ps+fmFdRXV7ZU1UwuKG6yOAm5ZCyCZcOYHAFDABAK0JdN38OEn5s9fOeILhj8aXhm94+Qzwgd1RucNe285+aTTw4umw/F6+fKB8MP2XnOj+NcBAJDGNchQ8gVtNNdcfFFFeaP4GJNHgEb8xCBAp2mtGp1Na3AYLR6jxaMzOjUK/p5jecUU6W+CAJIfJ38AAAVMIEDnF9YcfOTJEffcCIfmcHcO79ER7tTh45GdOsLpOfywsXM2AEAxXIAMI1/QRrP9+G3lZY3iY0ySzugqLDlBfAwkq9gEaCkGs/veux9wuovEJwEmINuW39GzTHwMRIPzPwCAAiYQoJtbZoy26fOQNr37jPPCq5vDATpSmYe8wu4zzouslQYAiODqY5hoI1e63qE1OBUua3kFNeUVLeKBb5Jc3oqislYWQSNOEjtAA4ku0xoc+wE59oL99z6XrmdPG2GcAgIAFBDbFdBDyvLy5QMEaABQPy49RhJt5Lr70XefeuUr8daWuAjQiBMCNKBqWoNz6coTxvkUxzffhXzBGvHhkwlngQAABcR2D2hWQANAYvEFBrjuGEW0kautc1ln3xrx1hZzs2ctsTsLFXgjAjTihACNuHN4Shct2yo+xnDl5U3Z1oD4GPFw3iU/Npjd4mMkk8mcCOYX1R9+6a2jb3509M2PXnj5bbevTPzTAQCo0wQCdPij4RsJhv9qyfRdd82Nliz/2HtAE6ABQFVIz6OTb2fiSkobTRk+Bd6IAB09q6PQF6gSHyNREKARd+l6u9tXLj7GcNnWgN7kEh8DCWHCp4PNbf1HXn+/sbkn/FdLlv+66/ePVhAAACkrfCfAiCF3CBx+fIhwXx7+mPD66PDxSFYmQAOA2lCfxyTfzlIHATp6OfYCj79CfIwJyy+sVfLtCNAAcGzDzwgtWf6DT74SXtc8f9G63WdfsfeGu0Z8zPxF60Z8zcGvsGPn+eGDOqPzhpvvOfnU88KLpsPxevmqLeGHDX8LAAAAAAmN+jwm+U6XUgjQKUJndJ1z1oU5tjzF3pEAje85PSX/P3v3Hd5mfe99/Pnfkm5tydrTkmx5771n4uw9CUlIApkQAgHKKqRlr4YNDaNJGWGPQCGMEqDslrKhlA5GD31Oafu0p+e0R88fosY4juMh6avxPtfr6pU6svyROaTO27d/d3vnLPEZQHoa8UVhPBPHq3Frx8yhUjzivQqLGx569LlRz9wY/gzxMzrinTr+9qGTOuLpOf6wsXM2AAAAgIxDfT4a+VSXUwjQSBICNL6mUhwGs198BpCeRnxdOLwsx7vwXff8ZJQjOztmHunQ5xFteugC6niAHqrMI57hrHMvG7pWGlmgvqm/rLJNfAaAFFNrnVq9W2f0aHQuleIQ3wMAkEJ9Phr5apZrCNBIEgI0vmGxhTZuPl2jc4kvAdLNiC8Nh3fh4dcyjzDGFdAjyvKKVZsJ0DnIZA3ynT9kAZc7Mq1nWp7G3tA8YHMWiu9Jc3qTLxSprq7tqG/oLi1vcrqjaq1TfBUAIMUCoXXU53GQr2a5hgCNJCFA41vCRXXiG4A0NMYV0PEDNEbtwmMcmsEV0ACyxtZ16/7r41fyNHaD2Z8p1/OarEGR77gbzL7KqraFC1ftOPnMM79z/ob127p7Znn9pZnyectlxaWNRr5lCCBBSM/jJl/NchANGslAgAayh91VNHfBavEZWWmMM6DjxzSPegRHnsbe2jFz+PHQJmtw97U/MlmDY58BTYAGkFky7hrewVnLRQ7ACRRUzJ699Ic33vbGy6+/9fO3Dj7+9Eknnlbf0G0w+cQ/JxhbSRkBGkBiUJ/HTT6Z5SYCNJKBAA1kjxM2nx6LxfiJ/mQ4/MvEeDWO336wu2/+Q48+N8Zxz/FHvvTq+8MfE78+Ov72oaxMgAaAPI29prYzFouN+o29jFZW3nz8hhOff/aFD9/54KN3P3z3zXduuuGW/v55DneR+DYAQApQnydCPpnlJgI0koEADWQVp6dYfENW4ivFNFEQLDn7pE3iMwAkm6J3rV9/oviMhKuoat206eSfHXrpo3c/+OjdD99/673b9uybNn2B28v/fANA9uPvFBMh38tyFgEayUCABoCj44vFNOH3R085gX8WADJVKFK1cOGqO/ft/+Ubv3zvl+++8OwLZ525q7ml32QJiG8DACQVf6GYIPlelrMI0EgGAjQAHJFa6zRZg25faWfPrnBRndNTrDf5uFVUiil613UXnvvSw3tfenjvXdddZrJ8c8hMYaT8qbtufunhvYfuu7WpvmXUdx96zEsP73367pu9Xn7OHYAYc36wvqF7zZpNF194xe6rrj/9tHNnzFhUEK4a+xDtjp75M+ccKz4eQ/hKAMBEUZ8nSD6W5TICNJKBAA0Ao9PoXG5faU19T//0xZu23jdn/rE9/QsqqjtszsKMu91WRtu5+YShuHzWSVuGGnRrY/tQd1b0rtO2bBzepuOGPyZPYzdZfLt3nXX4wwAgNVSKw2IrKCtvbm2b1tE5o76hO1BQoejdY7+XyRq02iPi4xHncBeXV3WKz8hEJeWtZZXt4jOAFAuE1qVzfVbrXOU1A+n3fTX5WJbLCNBIBgI0AIxCpTgc7mhL+4xj15544SXXP/bEP2/as//c869csvz42oZeiy2Ufl+l5YTWxvb4Vczxy6IXzJwzxoNNFt9Dt1x9pMfEfzd+ZfSOjRvib4w/7cnHrx9+YfWKhYviD7v6e2eLfwYAZAGt3m3OD9ocYYPZx3c0M5FG5xLfkHEsttAnv/t/v/3s73ZXVHwMkDLpnJ7jVIozUpKG3xmSj2UTNa2nv7+zT3xGQhCgkQwEaAAYhc7oLa1oXbR0/U179r/7weexWOyLL//x+i8+vujSGwZnLQ8V1vKXTxFnnbQlXoFNFt+9N125Ze2aMdJwYaT8oVuvHvXMjXhojnfn+Bkd8U4df/vQSR3x9Bx/2Ng5GwAAjEGtde664NqLL/8hX0Ehd6R/fU5X8qVsEpzOiMMZFp+REAToJPH4y1s7ZonPkEKABpCdbtqz/9obfjzpd7faw40t07ZtP+f5n739p7/EYrHYX/8e+/I///nIY8+vWrOtorpDb/KJv8bc0drYPuJS5Xg1jnfn4TV5xHsd6dDnEW16qGuPuLB6xDOcddKWwz8KxsNqDy9cso6fG8gsFltBVU2b+AwAACYnGKoU/NqD+jwF8qUMNOhk0Bq8NmeR+AwpBGgA2emscy8746yLJ/3uDne0tWPmzjMueOPNX//lb18H6K/+GnvmuZ9v2LizrrHPaAmIv8YctGLhongRjl8BPXS4c2tj+4j7E+aNeQX0iLK8YuEiAnSy2ZyF4htwJGqt8/B/QBqdy+YIi28DspvBzG0JgGRZtGi1xVYg8qGpz1Mgn8mQR4BGEhCggeQy5xfYXWSXzGOxhRpbpm096exDL771n3+O/fXvX18B/fCBQ1wBLWioOyt611Xnnzl2gB7j0AyugAaGs9hCdY194jOAXGMw++cvWstXFECWoT5PjXwmQx4BGklAgAaSa/O2M8857wrxGZgondFbUt6ycMm6G26+6+33Pv3DH//7sz/8/ZXXP7zwkuunz1y2cd0JnW094iNzgcniO3v71qH/OnQFdPzX8Rx8pCM48jT21sb2+I0Eh55t966zTBb/2GdAE6ABAKlBfUZaaWrubWrqFZ+RuQKhddTnqZFvZIgjQCPhCNBAKtx6480f//IX4jMwfirFYXcVNbVOX7Vm2/cuvObmW+65/qY7zzr3skVL19fU9zQ1dkYiFeIjc8TQAdAvPbx3xJnOZ520ZYybEMbF+/Lh7x6/PnrE0dIEaAAAkLMCBeWBgnLxGRmK9JwI8o0McQRoJBwBGokUjtZzHceoXO6i4pI68RmYELXW6fKWVNd19w4snDP/2Flzj+nqnVde1Z7viKi1TvF5wEQNDi6aOWuJ+AwAAIAsQ31OBPlAhiEEaCQcARqJ1DuwyO4a5X5fQIZSKQ6jJeDylkSi9aHCWoc7qjN6xVcBE+ILVsT//9btLfH4SsT3AAAAHJXFVmCxhcRnjAf1OUHkAxmGEKCRcARoAOPl8kTFNyC7GUxevz9aVlpTVFjpdIU1Opf4pCxQUt5isgbFZwAAAIxfqLA2Eq0Xn3FU1OcEka9jGI4AjYQjQAMYl+KSho/e/dBqH+syhOa2wX13PCI+FRnKZPE31DYvnD1347Grjlu+fLB3WnG0SqFBAwAAIC1RnxNHvo5JsTmjit4jPmMEAjQSjgANYLxCkeqxH2C1h1vaZ4jvRCZS9K7y0trjVx3z8G3XvPP0fW88fucNF583a9qgx8upPgAAAEg7E6rPVkexzuQX35zG5OuYlNO+c3FH91zxGXZHWGf4poMToJFwBGgACVZV2+XksA5MkNnq72rrvvHi8/745lN/++D5//fBofd/+sDW49aWldSIbwMAIFHqm/q1Bo/4DABTEQitm1B9rmlZePez/7Pz+w9ZHPwtaVTyaQynbt7U3z0w/C00aCQWARpAgvkLKs35BeIzkFls9oL+rr47rr30z+/+9G8fPP+3D57/3csHTtuysaaqQXwbAACJ8st3fjcwuFR8BoBJm8SxG/OOOScWi8ViscLyXvH9aUk+jeFwBGgkFgEaACDPYPK2NrZffNbOT3726F/fe+6rd5596eG9xy1fXlRYIb4NAAAAyJvsoc/FVdMuvOHllRuvMFi4TOdw8l0MoyJAYxIUvcecHxr1twjQAAB5aq0jFCpbOGvOled957G9199705VnbN3U3d5ts6fXl+lag6exuU98BgAAAFJsKrcc1Og9aq1T/CWkJflkhlFNQW520AAAIABJREFUIkAXFVX3dU8TXw5B644/dfe1+0b9LQI0ACAtaPWuwkhFV1vX3MGZM/unN9a1uNwRleIQHzacondX13aKzwCQGg53NFxUJz5jhIJITWExxxMBQEpNpT7jyOR7GY5kEgHaml/g9RaLL4cgleJUa12j/hYBGgCQLtRap9ni93gKHc6Q3sg9mgAIs9hCLm+J+IwRHO6o21cqPgMAcgf1OWlGb1h6k6+2ob+zd35JeeuRYhaSjSM4kFgEaAAAACRLuv0cQ5rTGdwuV1h8BgAgLhBaR31OmtErlUbn6p++9MFHXnj3wz/+4Jp9lTVd4uEsNxGgkVgEaKSdopLGFPxlVdG7xV8pAADZbcVxZ/74obfFZ2SQUKh07vQZ4jOy2+I5c95+8k5F5xJfAiDNkZ6TbPRKle8o3Lr9u/8bi8Visc+//N9Zc4+dROpSKU6DOSBe3DIaARqJRYBG2onFYvMWrknqh+jqmXvFD24Rf6UAAGQ3rcHr9JaLzwCGa6xrvvycnVybD2Bs1OfkG71SGS3B1cft+PPfYrFY7K33/tA7sHgSqcvuitY19osXt4xGgE6ShoZuX6BMfEbqEaCRdryBpP9NVaU4LLaQ+CsFAADIBSUldc88fJ/4DAAYJ+pz8h2xUqkUZ0VN17aTz7vk8j0rV5/o9uViqksTNOhksDkiBpNffEbqEaABTJ7XXzY4c6nTExVfAgAA0pbB7Fu59BjxGQAwHtTnlDhKq7LaI8FwDcdoyCJAI4EI0ECyNDd2aLP9pOmLL7nmf/4RO/OsC8WXQJZKcRjN/oQfrV5U0lhc1iz+6gAAAJAjqM8pId/CMB4EaCQQARpIlvKyeo3WKT4jqVau2vjhB79btHit+BIIUimOjs4ZZ35n1+rVmxzuogQ+s8tb4vaVir9AAAAAJImiT5c7ggZC66jPqZKAmKVSnJFog3hTy24EaCQQARrA5KkUh5XTtHOe3Vn4gyuv/93Hv/vgnQ87u2aK7wEAAJgQX7BCfENuUmudFZXNOoNHfAnpOYUSE7M0Ond1XbdKcYpntSyWVgF64ZL1zW0zxWdg0gjQAIApMecHzz3nwk8+/OTVn73e1NwnvgcAAGD8dEbvspUbdUav+JLclA5XQFOfxxYurG1sGUjcE8qHMIxTWgXog8+8ccppF4jPwKQRoAEAU1Vc2jhv/squ7ll6E395OyKXt1ilOMRnAAAAYAj1+ag2b/3O/Q8eTNCzyVcwjF9aBejh/MHy2bOXiM/IbgaTX2/0JvAJCdAAACRdeVX7R7/+44aNpxrNXjUZOsdYrIFgsFRvlP/5YgAAMBz1OeXksxrGL20DtMkSDIWrxWdktx1bT9qyYVMCn5AADQBA0vmCFY8+/sJFuy7Yu/vCpfPmq7UO8UlIjaKiqu0bN1178QXHLFlus3NoPgAAyeLxlSxbcuz4H099liCf1TB+aRugkQIqxTnOM9Yra7qs9shRH0aABgAgRS47e+evX3jw/puvzLcFxccgNebOnPvpL57/6sPXnn9kf31dq/geAACylc7oKSyqGc8jA6F11GcJ8k0NE0WDxlHpjL7xPIwADQBAivR29Nx0yXkLZ80e4zBoszVgsxeIT0WizJkx9/e/OPTVh68devju+loC9CgMJl8+14YDAFKF9CxHvpRhogjQSBQCNAAAqaPVu8e+FWFFeUNrc5f4TiRKOFyx6bj1l51/7tIFi61c+T4auzMyzgvWskYoUq3RucRnAEAOoj7Lke9fmAQCNBKFAA0AR6FSHPW1LSsWLe3u6FP0JAMAE2Oy+H2+Yp2BmxDiaw1NvQazX3zG5Iz9LTQASGfUZ1Hy/SuDVNZ0Vdf1iM/II0AjcQjQAHAU/kDJnTfu/tenb73z3AF+gh4AkLMqKpt//dbP1x67XnwJkB30Ro/Cz0OkCvVZlHz8yiyhwtpwUb34jLzJBmhF7znj+3f2zlgnvh/pgwANAEdRHK1+4ZG7Y1+8+6cPXu5o7RHfAwCAiOam7r98+sl3dn5HfAmQHUpL64PBMvEZuYD6LE0+fmFyCNBIFAI0AByF3uhZsWjp3uuuOnnTJpe7UHwPMFE2R1glvQFAdvAFStVah/iMw0VK2mYv3hot7xRfMkIwVCW+Achx1Gdp8uULk3bUAB0IN95wxxu3P/DB7Q98cMMdP3d4K/KmHKDp11mJAA0AR6foXB5vkcHkFV8CTMLsWYtcnqj4DABInjN23f7ye7Fdl98rvmQ4h6vooouu1hv5+gGQEQitoz6nAfnyhUkbO0BXNcz64T1vV9QNxv+rwVyw8/y9BksBARqHI0ADAAAAyGwLlu84cOjLZWs4HgTA10jP6UE+e2EqxgjQBnPBlT88NGomjhfkmQtPvPKHh+IXR686/ntDv7tu2+WjXjG9csOu+MXUZ120P/6A2x/44KJrnrDYi874/p1Dbxl6qrE/CtINARo4onxHpLFlQHwGAAAAxqbWOt2BKrXWKb4EQDqgPqcN+eyFqRgjQAfCjVfuORQvyCPE0/BQXw6EG6++/eX4hdLrtl1+2vn74g+rapgVf8yIx49xBfTw6j3GR0EaIkADR5TviDS1TBOfAQAAco3NWdg/bZH4DADIRNTndCKfvTBFR2rQQ/n48N+Kp+ERlyr3zlg3olkPvf1Ijx/14w7O3xJP2BN6L4gjQAMAAADppbSi9cof3CI+AznOYgvVN/WLzwAmhPqcTuSbF6buSAH6qFdAD7Xg4QF66I6FQ4YC9OGPH3rCwflbhr/LRdc8cfhJ0wToNEeABgAAX2vrnGVzRMRn5CaV4qiq7VL0bvElABBntYeb2wbFZyCdGS2BtDr6hvqcZuSbF6buSAH6qGdAjxqgR23WY6fkEWdrDM7fQoDORARoAADwNXN+gfiGXOYLVqgUh/gMTJpKcTS0zatpmim+BABS47u7rupLj/OCAqF11Oc0Ix+8kBBjHANd1TDrh/e8PZSGDeaCnefvHTsNDz8DOk/jWL3pwoq6wcPb8bptlw+drTE8QMerNwE6ExGgAQAQY7T4m1v46Wbkoqb6Vr3RIz4jsQLh+p/87E8Hnv/S7i4RHwMAKaDRucQ35HHhc5pKadtatHRDb/9C8cSWlcYI0Hkax/BTNY50F8ER/3XdtsuHn79x+APyNI6qhlnDT9sYOoLjhjt+vnL9+QToTESABgBAjM0RnjNnmfgMIPVKS2oUfVpkiwTSGn3bTrvmuC0XpNUPpANAdqM+p6VUt60LLr5+/Qk7xRNbVho7QAPjRIDOdQaz79STz9AbveJLAAAAAAAYP+pzupKvXZgileJS9F69OVhaucPqiJpthQZzgWLwqbUu8W3IRARo2ItL6sU3AAAAAMgROi5/QSJQn1Mv3xEZx/0q5FMXpkijcxutYYen3B9u6Oi9pKi8K1LaEYg0On2VpvyIRufJ0zjFRyKzEKABAAAAACmi0blqG3pp0Jgi6rOIqtpOg9l/tIfJpy5MhVrnttiLApGmspqBhraFi4+5q3Pg2Pa+Yxo7FpXXTi8oasl3Fit6r0qhQWMCCNAAAAAAgNRJkzvXpRWTtaCiprugsE58SfoLhNZRn9ObfOrCpKm1LlN+OBRtrWuZ1zdrw6JV31m96aJzLvpw7ZaLl6w+a2DOxob2hZHSDos9qtF5xNcig6Q6QJ+0/UyPv1T6T0MAADBeWr3bZPHrDJ5x/MQlAACYMEXvXrX2lFd/+R933f9CaWXH1J/Q5izM1spPek578p0Lk6ZSnDpTwBusrW6cPX3e5g0nXfHdyx64as/z9z8V233rz3Zd9cimU66ZuXBbXev8QKTRYClQKZwHjfFKdYAuLW/mtuAAMo7TXaTWOsRnACmmUhxeX7SjrXfOjHn9PYNFRVX8j3huMlkCgYJy8RmI4+ACIPtYHZHd19/zh69iv/8y1t2/eOpP2NQ63eYsFH9dCUd9zgTynQuTpta6LfaiovKu9r6VazZddMn1T9352G8ffeEvb/42duDFv+5/8rOr9rywbtvlXdPXlFT12VwlXASN8eMIDgA4utNPPauyqlV8BpBiNkdo3qwFt1+3+9WDjz5654+OW7UmFKJC5qLvnnXea88/Lz4DeRp778DCj379x8qaTvElABJIrXXNW7ThkSfevOKauyLRRvE96Yn6nAnkIxemQqP3OL0VFXWDg/O3nL7rx3sf/tVjP/vbwdf++c7nsYOv//Pxl//r7p/8/pxL7puz5OSapjmeQI3W6BPfjExBgAaQkYpKm8NF9eIzgOxWUlJ7/hln/O2378T++Ot/ffHRnTff0NrcJb4KIrj4PU3UNfQ++fSrBZEa8SUAEkujcxdE6mzOIvEl6Yn6nCHkIxemQmvw+UMNNU1z5i07ZdeVj9zz5OdPvPrfB1//1zufxw6+/q8nX/2fB5/9vxdfd3DxsWc2tC8MFjbrzUHxzcgUBGggdcz5oY7exXkauzm/IN8REd+T0fQmHz+DjIyjM3jEN0xIVWXTZbvO/+fnH8b++OvYlx8fuOtHne194qsA4Kg83uhde26qqmwSXwJg6qjPGUK+cGGKtAafP9xY2zx3/vJT9+yPvfhO7O1PY+98/rW3P4u9+mFs30Oxk854ed6S21u7Liwq3RYIrR8ivh/pjAD9NZMlIL4BWU+lOD2BijyN3eUt4dolINfkO8IzZy0VnzEh/kDJ+mPXvnXoyX98+v7n77zy3dNPr6xoFF8FAEdVU93y2zdfnjl9jvgSYKLKypsuv+SqsvIm8SXpIBBaR33OHPKFC1MRCK0PF22qazpncO4N67cePOvC/Xcc+OTxl/5+8PV/Hnz9Xwdf/+dPXvnHPU9+fv6VD89bfmptyzxfQZ3O6B/xDBMi/pLHyWDyff7q45FwufiSibK7isQ3DCFA2/M0dre3ZMcp5/CzpQCApMq4y/YVnaumunnF4uU7tmzbunHLD35wq9HiF18FAONhd4bFNwCTsOqY9X/8/aerjlkvvkQc6TnTyBcuTMjhOVitc+c7i0sqe7unrzlhx+6rb3vp3qf+8NjP/vaTV/7x+Et/f+CZP95wx8+3nXFj/+zjy2unOTzlit6bwAEJr9V6k38S73U4leI4e/tWg2lKL1bEi4derarpFJ8RR4D+mtkaFN+AcdLq3Y2N3eIzACAXaLROhysSjVb7/MUVNbn1Z291bZfdxVmcQOZpau5rau4XnwFMjsHk6+6eaTD5xJfIoj5nGvm8haM6atJVKS6DpSAQaaprnT9v2Sknn33LFTc/t+fed3700Ee33vfeD2598bRd+xatOqOpc0ko2mrKj6i1LqnxR63VRkuwq3e+RucW/7QL4gpoYEocrsKNx28TnwEAyG5uX+nV1+0VnwFgonyBMl+gTHwGgEmjPmcg+byFw03iImKNzpPvLCkq727pXjZ36Y7jtl62/aw9O8/fu+OcWzecdOX8FTvb+1aWVvU7POVag0+lOMVf4xgvPFy0MZtOAsl0BGgAAIBR+Asq3/3gc5XiEF+CVFL0bhs3CoaQ2/Y+WFHdIT4DkEV9zkDybWvStmw6uaNjUHxGoiQgrSpOxeB1eiuKyrpqm+d29K8amH384PzNA3NO6Jy2ur51fnFFj8tfpTMF0rY+T/GTRq1OEgI0AAAA8DWbs7C2oVd8BnLT8mM2ubwl4jMAQdTnzCTftibN5SlO1EnBqZe8PKrovfnOYl+ovrC0s7S6v7x2eln1QFF5VyDcaHOVpvO1z6n/nBOsx4kADQAAAAAAJAVC66jPmUk+bOWOVMZNtdatMwXMtkK7p9zlr3J4yi32Ir0poE6/U5Wt9nDKPpbJEpjQ46nVQwjQAFLnibtuOX3bVvEZAAAAANIH6TmTyYetLJZTgXJyvIHyRYvWpOZjGc3+pobO5D1/dtdqAjSyjVrrFN8wdRqds6dzQHxGws2dMaepoV18BgAAQ1SKo6GxR2/0ii8BgNyUDvW5vm2BwRIUn5GZ5MNWNsn0yJg1zNag2RoUnzGGjDsMhACNbFNb3xUMVYrPmKL5sxfEvvxVNFotvgQAgKxntYfENwBAbkqH+pynsZvyw+IbMpN8hst06VYJERctrisuqRefkUDitZoAjWyjUhziGxLyKqoqm8RnAAAAAFnPaic+yojX50CwzGjxi4/BpMhntYxDcUb6S0atJkAj3RnNfC2CiXF5SypruhPyVNnx/QwAAAAcidUe7ulfID4jBw1d+xyOVJqsAfE9mDj5TJYRKM7IbuPs1ARopDW9ydvZNUPRu8WXIINcdc2Pf/+HfyXkqS685IZTT/+++CsCkEBVtV3iG5DR+vvn1tZ1is8AgMwVCK1Lk5M3MDXy5Ss9UZyBwxGgke40umy4qSAylNUeNlq4HCOltAZPdW0n154jeR54+FC0rFl8BjJXQ2NPSVmj+AwAyFCk52wh37PSRBre7Q1IQwRoAEB6sTki4hsAAEC2cvtKdUav+IzcRH3OIvI9S0qW5ebC4gajOSA+A1kvIwO03uQLhqvFZwAAACDjXHbRZW1t/eIzAEipqe/hroMiqM+ZRWf01FQ3t7X0hMIVh/2ufMxKpSwrziN89OGnp5/xffEZyHoZGaCNlkBxWZP4DAAQ4fQUV1R3iM8AgIxw8o5zwoW1w9/i9hZrtBzwBWC8Zs5ZES3lr59TRX3OLCrF0d7ac9/tP3z14KNn7jjFHyj59gPkY1ZSZXdxHkFn9KkUp/gMZL2MDNAAkMvyHZFItF58BsbP5oza3cXiM4DcVFXTyWn+AKbi5FPPa2yZJj4jo1GfM45G51y2aNnHrx36zc9feOzufdVVw++fIV+yEi6nijMgggCNzKNWHCrpDQAwTtHy9rsfeeuBJz4or+kVHwMAAJBKgdA66nMmUimO7s6BZx7c/8HLz1507jkFofJhvzux6qTo3OLl63AUZ6SDyur2zZtOFZ+RGgRoZJ6qqpZIEYeAZzONzlVV26lSHOJLcpmem/MkSGf/sl9/Gfvkj7GBWWvExwAAAKQM6TmjWfIDrc3d0/pmlZbWqb/1V7MJJCej2V9d2ShevvJyrzjb7GFLfoH4DIyttLxl7dot4jNSgwCNzEOXzHpqrbOwuEF8Ri7Tm3y19d1qzkhNBIendNupV5z8nd2eQJX4GAAAkGL+gkqNziU+I/Woz1lqwtVJ5AroEbk5F4rzCAUF5V5fsfgMYAgBGhlGpThmz1slPgPIetRnAACynmLwFERqk/1RMo6id1dUNCXqqpf6pn6D2S/+olKM+py95DPWqHI8N+dpHPmOwqbWQfEZwHDTZyxxe0vjvyZAI8O0dsyMxWLiMwAAAIBMZ7QEauq5RcEo8u0h8Q2Zi/qcveR71hCK8wgGc6CouFF8BjDccetOLAjXxH9NgAYAAAAAAAlAfc5qkiWL4gxkNAI0AAAAACCttTZ3nbplq/gMjI36nNVSnasozkA2IUADwFha2mc4PcXiMwAAAHJZJFLR2fbNaSEqxWHKD9lcxYreI74NeRp7ILQuI+pzUVFVc2On+IzMlNw4xW0DgexGgAaAsdhdRVoDf7EBAABIH47iis55S7auWHtGa9cigyUovSfXZUR6jvN4o0VFVeIzMlDiaxS5GQlhtUc0Orf4DBwVARoAAAAAkDEs9siy1ac98uzvDr705cVXP1BW1SM+KZdlUH3GFCQgP1GckQyVNZ0WW1h8Bo6KAA0AAAAAyBjeYPXWU694+pX/fObVP/3o3tfrmmeJT8pZ1OfcMMneRHEGMIQADXxDrXWaLAHxGQAAYBJUisNiK0jBB1LrXCqtU6U4xV8ykJv0Jv/0Oetuufvlex9//6TTd4ejzeKTchP1OWd8qyLZHJHyipZRAxPFGcCREKCBb9y0++p//MfvQuFK8SUAAGCiVi5f+87rb7S1DST1o6i0To2xQGsKqrXuPMUh/qqB3OT0ljW0zmnrXlxU1qbWusT35CDqcy75VkVSKU6d0Rv/NcUZwDgRoIFv3Hz1NQRoYKIKo/UF4WrxGQCwddP2X7399sDA3CR+FMWhMQd15qAnUKGzBNVaLoIGkHMCoXXU51zyTT8akZspzgDGjwANfEOtdZqsHMEBTIzREjCY/eIzxsNqD4cKa8VnAEgSReeKFNWoknpVsuJQLAWF0YZoWaPG6OMUDgC5hvScU8jNABKFAA1kCas9LL4BSHP5jkhhcYP4DAAZrbCkSWcLayxBnSXIERwAcgr1OetRnAEkCQEayAarjzvp/Y/+ID4DAJBU5vyCppZp4jOg0jpUikOt49hZAFkuFCqPFlXFf019zkrxA1WGHPYA+WgFIDsQoIEsYbGFxDcAAJJKZ/QWRuvFZyDZ+KkmIB2oFOeuS27bfeNDisEjPkZKfW1LZ1tPHvU5ixytOA8nX6wAZI1sC9C333DdjGlzxGcAAAAAk+D0FO++9kcma1B8CZDjNDrXfQd+8fizH5msBeJjZFGfM9eI3DzBf5TyxQpA1siqAK1S7B+/8bMNa9aLLwEAAAAmx+YsFN8AIE9jN1kLrPaI+AxBE0+W2cBkDfZPXyw+Y3KmkJsPJ1+sAGSNrArQyCCKPnd/kC2x1Fqn+AYAmAqD2a8zesVnAACA4XIwPcepFIe/oFJ8xjgltDgPJ5+rAGQTAjQEqBTHjDmrLTbON5wquyNUW9UoPgMApqKkvCUYrhafAQAAhuRsfU5/SSvOI8jnKgDZhAANGUZLQHxDdtBwBTQAAACAxKE+p4+pHeI8afKtCsg1ZmuwuLhOfEbyEKABAACAb+iMnvqGHvEZACCC+iz++U95bj6cfKsCck04XLlq+WrxGclDgAYAAEgjBQVll+06X3xGitU19g/OWi4+I07Ru0rLmsRnAMhxJeUtWkOqb5xDfU699CjOwyUyOUWKm8qrusTLF9JfUWlrS+d8iy0ivgRJQoAGgISpb+y9//7HxWcAU1FT17XymBOstpD4kpyl6FzNjZ3iM1LMYgs5PcXiM1LJ7io89tgT+gfmiS8BkJ4i0XpF707Zh0ub+pn90q84j5DI5GQwB03WkHj5QppzeEofePzt334ZW7fpXPExSBICNCYsEKpUc+4wMBqd0dvUMiA+A5iKxw48/a//iS1cvFp8CZDd5s9f+fev/vrx+x95/KXiYwDkuLTMoNkj7YvzcPKVCjnIE6h89uXPPv1T7MRTLxUfgyRJboBWax1Gs0/6D1AkWFVNRyq/FQ8ggxREanLtGsbsM3/hsbffdndRcb34EiC71dR1Hnrm0GWX/CD1P2IPAMOlfRLNMFO8bWAwXC36vwvylQq5qa55xqz5G3wF1eJLkCTJDdDlZXUL5yyQ/dMfSAe1tW3iG4AUmL9obV1jv/gMAMgIJmuAb+oDkEV9TsjnMIEXOLd2zLBInoQmX6kAZKWkH8GhUhxyf3QCaaGkpO4/PnxLb/KKLwEAAACSyu0prKtpFp+B8aA+T/rzljlHakyIfKICkK04AxpIBZX0AAAAACAFzFa/1xcVn4Gjyq5ymvTPVZYW5xHkExVyzYzZK8353KYyJxCgAUgymP0TerzJGnjl0PN2ZyR5k7QGjy9YIf6ZAQAAyEHc7TwFDq+odleR+Kr0McVDnDOWfJ9CDmpqHdSb/OIzkAIEaABiVIpjYHDJRM846+6ekdRVJmuwqrZL/JMDAACQa1SKo6q2S2/iPvZJNGpO7R1YKHrusPznJPdy8+Hk+xSALEaABiCJmy8BycNtGAAAGUdn5L4piefyVWw9/fo8jt34N4rzYeTjFIDsRoBGNouWNjW2TBOfAQCpp+jdy1ZuMefn7tVMAICcMm1wUWG0TnxGetKZ/O19K+KlVWvwjP8dFb373IvvGJh93DgfH4w0XHf7c05vufhLHoHifDTycQpAdiNAI5spejc/wQcgZ9mcheIbAABIDV+wPJcPkTiqeHVVKY6K6o7x/xUpQwN0rh7iPGnyZQpA1iNAZ7yGZq7wBQBkj+a2waKSxoQ81YW7LvL4SsRfEQAACRdPw3cfeH/IFTf+xGgJjvrg4QV2Qrd5zJQAnTW5Od8RkThCTb5MAch6BOiM99ovflNV2y0+AwCyntNd1N01KD4j65nzCxJ1AOgp20+zOyPirwgAgIQ7PA3PXrT57gPvj4jFUwyyaRugs6Y4jzBzzkq3rzTlH1e+TAHIegRoAADGRaU4zPmjX1gEAACQSqOm4dmLNg+/DnrHmfvjF0ffds8b8Sgcf6+5S7Zdd/tz8d9au2nX0Ltv3H7ZqI9fs/H8W+95Pf5bQx/RYAke/iRDAXrEBdrDP8rkZERxrm6YFiluEp8xQfJZCkAuIEADAAAAAJBJRg3QwUjDzXe8VFU/PU9j33Hm/rMv2Bt/e03TzHhTjr/XUF8e/viN2y876uNrmmbue/Ctqvrp8bfHs3Iw0nDrPa/Hl4x6BXQ8VY//Muq8jD3EuXtgWUVNr/iMCZLPUgByAQEaAAAAAIBMMmqANliCu/c8VVU/vaHltOEheOjBw8Px8LePCMdHenyexr5x+2VrN+0a8fiheH2kIzhmL9o8VLdHlYm5OSvINykczu6KxmKx4zedLr4ESCACNAAAAIQFCypaWvrEZwBAphjjCuje6efFr0oefovC+OkZI95reIAez+Pz/h2ghy6Rjr9xqC8PD9DxM6mPdI9EinN6kG9SOFxBpDYWi11z/Y/FlwAJRIAGAACAMLXi0Cfo5pMYIRQq72rvs3CEPZBdRg3QK4+7bveeF4yW4JGuRB4jQI/x+ElcAT38cI88jX32os2797xQVLqJ4pxO5INUGrI7I/NmLxKfYbIWqBSn+AwggQjQAKZKpTg2bjnTag+LLwEAAMMZLb5H77gt9qdPTtm6TXwMgAQ6PECvPO664TcJHH6mc57Gvn7rBUNnNx8eoMd+/CTOgG5oOW3PXW/0Tj8vEFpXVLLpxn2vjrgCGmlAPkilIZsjPGtwvvgMIPsQoJFe1FqH+AZMQkV1h0rhnx0AABNWW9ftAb7TAAAgAElEQVShM3qS9OQmi/+Je/bFvvrN6SedJP5KASRQPAGPccZFnsa+cftlw8/TyDvyFdBjP37NxvOHDugYenD81oLxN67dtCt+XXNDy2k37nu1snZ73rAjOG67543VJ5xHgE4z8jUKQE4hQCO9bNt0UlVVq/gMAACA1CgsqtHoXEl8/sKqnq6BfFuB+CsFkCQiJ1pwiHOGk69RSBmLLewvqBKfkYlWrNpy+76HxWdkBwI00oslP8iFtFmgsWV6d98C8RkAAABAZlEpDrXWpTV6jZYCi73Q7i6xu0us9kKjpUBn9Kl1rhF/XUpN/B2RmynOmU++RiFlLLZwMFwjPiMTrV2/48FHnhOfkR0I0PY8jd3tK9UakvWTj0AOsjkLnZ5i8RkAAABABlFrnVqj12wLO71lvlBtKNpUWNpWWNoWijb7Q7VOb5nFFtEavWqtM/745IXg3MzNZSXVDmdIfEbyyacoALkmYQG6p39BqLBW+o/RSaqq7TLn82OJAACkmt0VjZZx8hIAAHaV4tCZ/DZXcSBcX1zRVd0w2NA2t7lzYXPnwoa2udUNg8UVXYFIvc1VrDf5g+H1ie3CuVmcR/B4Cs0Wv/iMhFP07tKKVpuz8N9vkU9RAHJNwgJ0viPCRcQAAGBCbM6iwuIm8RlAtnK4oxu3nCE+I06lODhpDRiD1uCxu0vCxS3VDYOt3Yv7Z66dvWjzguXbFyzfPnvRlv5Za1u7F1c3DEZKWqvrTtcavHmaKf0LRXHOHWvWbY/FYvvve9JiC4tHKAC5iSM4AAAAgOyk1jorqjvEZ8Rp9C61zik+A0hDKsWh0bmsjsKCosaaxhk901ctXnXqCdsv3XnuzWdfsPecC/ft/O7NG7dfumTVzt7BY2fNvyFU1GR1FGl07vF/U4dDnHPZ5VfticVif/5/sUi0XjxCAchNBGgAABLGZA1eduUejnUCkOnUWqfNWRyKNoeizTZX8dCBs5Om0jqMFt/UnycraXQuDWk+t6m1Tp3J7wlUlVX3dvavWHrsaaeec9Ol1z56474Xbtn/2q37X79x34uXXvfoznNv3n7G810DK8tr+jzBKr3JP8a/U+RmDGlqnf69C69dumKjWusUj1CpZ7VH+qYtFp8B5DgCNAAAiVRU0ii+AQCmQqU4ApGGvplr127+/nGbL+ifeVww0jDF0zN0Jp/RWsARHKMqq2iJljSIz4Agjc5lzg+HiprqW2bPXrh5684fXHXzk/sefOuBg795+NlPH3720wcO/ubHD729/0Bs284fzF60pb51TijabLZFNDr30JNQnDEO8hFKhNUeEd8A5DgCNAAAAIBvGC3Btp6ll9/4xMFX/nrwlb9eceOTbT1LjZbJ/2yHWuuMROs1eveknwETwnHbGUfRe+yu4mh5R3vv0hVrv3PepXftvf/NB5/+7YHnPn/s0BePHfriwHNfvPJebN+Db51/2d0r153V3rusZ9plVXWnhaMbKc4YN/kCBSBnpXuA1uhcTz/7+jXX7RVfAgAAAOQCt79yzuJtDzz1+0O//OehX/7zgad+P2fJNre/cnLPplIcenMgWFij0jrEX9rh29o6Z4nPSLhoaVNJeYv4DIyfzujzBCpLq3q6px2zZuP5l1z7yN0H3n/k2U8PHPrisUNf/OJXsZ//Kvb6h7HnfxHbd3/srO+9uXLt/rLqXk+gSmf0iY9H5pAvUAByVroHaEXvfv5nb930w7vFlwAAAAC5IN8ZnTZnwx2PvH/ozX8eevOfdz7ywfS5G/Kd0ck9m0pxmPIL0/Py53BR3bOHfpF9FwtzBXTG0Rl93mB1WXVvz/RVx23+3uXXP7b/sQ8f/elnj/07QP/iV7FHf/rZPY9/dPkNj6/bekHv4Orymj5vQY3O5Bcfj8whX6AA5Kx0D9AAkMvau2YbLQHxGQCAnKLRuytqBzacePG1tx269vZDG068pLJ++qQLskpxKHoPPRQYg9bgdfsrSqt6ugZWrj7hvIuufuiuR957+N9XQD926IsDh7545NlP7z7w/iXXPLx2467uaceUVvW4/ZVcAY1xk89PAHIZARoA0ldD84DBzIUtAIBUM1oLSiq7W7sXt3YvLqnsNlonfwA0gKNS9B6bM1pU1t7avXjp6tPOuXDfbfe8cf/BTx796WcHDn3x/Jt/f/qVrx44+Mnt9/383It+vHzNGW09S6JlHTZXsaL3iI9HhpDPTwByGQEaAAAAwEganUtvDhjMAY3OJT4GyG4anctkDRUUNtY2zZwx7/iN2y+97LoDP7rvF/c/+euHnvn9f8Viv/8q9qP737z8hsc37bh85oKNdc2zCooaTfkh/vXE+Mi3JwA5jgANALlFpTjszrD4DAzX3DZotfMPJZOc972rtAYuOgMAJIZKcWqNXpevoqSyq61nyYLl27edtvt7l9+ze89TN+578cZ9L+7e8/T3rrj3xNOvXrhiR3vvstKqbre/Qmf0qbRO8fHIBJNvRoreI96tAGQ6c36YAA0AuUVv9FRXNYnPwHChwlq9iTMcM4aid//m91+5vCXiSwAA2cKh1rrMtrA/XFdZN9DRt3ze0m1rNp6/becPTj3nxlPPuXHbaT9Yu2nXvKUndvavqKqfFojUm20Rtc7F6eoYhyllo+q6Hoe7WLxeAchcKsU5d+FxBOhkUSmOptaZrZ1z1Bn7TWkOFAPSkMMdFd8AAACAhFP07nxnNFjYUF7T19g+r2tg5fQ562ct3DRr4abpc9Z3TzumsX1eRW1/QWFjvjPKX9YwblMtR+L1aopChXXdfQvEZwC5TKNzE6CTJVLcdOjl37zw2u/LqjrFx0zCccfv/Mt/xeyuIvElAIaUV7VfdfVt4jMAAACQBA7F4LHYIt5gdWFJa1l1b3XDYF3zrNrmWdWNg+U1fYWlbd5gtcUe0Ro8eVz7jHGRD0/iTNYCt69MfAYylN7k37ztrCz4Toy4dA/QJcU1OoNbfMYkuLylt+x74o57DwVCNeJjJqGta86+u57kphZAulH0GflH4ggqxV4crVLzFycAAIBhVIpD0XuMlqDNGXX7K/zhulC0ORRtCoTr3P5Km6vYaClQ9B5O3sC4yVenNFFa0RaJNojPQMYxmAPbTzmPAD11aR+gS2ozNEDnaewma4HFFhKfgYSob+zjnyaQQOFQGX93AgAAGEGlONRap2Lw6E1+kzVksRda7IUma0hv8isGj1rr5CsojJt8ckofLe0zq2q7xWcAOSvdAzSQJiLReoPZLz4DAAAAAFKpubln1owFepNXfAkmSD45AUAcARoAAAAAgAxQVNrS3D6noLA+ZR/R4Yq8/Owzv377ze6uQfGXj4mQ700AMCRrA7TbV+b0lIznkYFQlfhaJENxWXN333zxGWkiGq1Ra53iMwAAAIBk0+hcgVCl+IyEC0cbr7/18d/9Mfb9y/Z6AhWp+aCK3r3rnPMfunt/cUnqqjcSQb43AcCQrA3QnT0LmlpnHPVh4aK6m/bsF1+bPDNnLcvZGwn6CyrLq9rFZ6QDlcZeUdGo0U0pQKsUe01thzYr7oAHAEgqq61AZ/SIzwCQs3RGb2l5i/iMhKttnP6LD/4ei8WeeO7j0srOlH1cjc7F+RsZSL43AcCQrA3Q45fFl4Wqtc7rr7/d7ioUX5Ju1qzbHgxXi8/IOF5/Kfc8AYD0oTV40vPLmNh/fvb6Tw+KzwDyNPbGlml2V5H4DCAh3L7yk0+/Yv9Dr23Y/F2rg7/lYQzysQkAhiNAIxfZnIWEVABApuvomllS1iQ+43D19e1F0RrxGVlJrXVa8oPiMzKIweznqz5kE6ujMFLcbM4PiS9BnsZusqbtH8jysQlHpVKc4huAlCFAAwAAZCSyWg7atvnk1154sbt7pvgSAMhxepOvq3eeko5HFMqXJgAYgQANAACATKU3ec875/s2R0R8SQqoFMeD++/78xefr119gvgYAEB6HoQlnpkwTirFqeg9Gp1bfAkyVHFFt9kWEZ8xTgRoAAAAZDB/sFx8Q8pUVbcuWrjS5YmKLwFykKJ3Z9kN3vMd4UhRrfgMJJR8ZsLYVIpTb/LbXVGd0afRuTmIA5OW7yzWGnziM8aJAJ21QuGqd15/o6q6VXwJAACYKJXiUCkOlSK8QfzzAIyHzV6wetkK/j8WyVZc2hQqzKpc6/WXtrQOiM9AQslnJhyJSnGarAXBcI3bV2a0BMX3AKlEgM5aBpPvvHN25du5PQUAABlGrXUqepdG51YrzmQ3tTGen5yXEdRap1obv3jqKI+MROuNloD44CTx+rgqHADkGxNGpVKcOqNP0XsUvUd8TK7x+0vENyCPAA0AAJBWVIpDo3OZrQGLrSAFP+s9ojIP/6/xq7DFPyEYg1rrNFmDOqNPa/Ac9cHn7bqqsZlLHZHZFH1WnYCB9KHoXM3NvRpdep7pPH7yjQlHolKcaq1LfEau0Rm8/d3T+cynAwI0gJyQZQf2AchiKsWhN/mLShuLy5pTc3ejEdFZ/DOA8dPo3D5/WVVtl9bgFR8DJNvyRUs+efXp7o6+ST+Dzsi/KTgih6tQfMOUyTcmABgVARpA9tMZPBXVHel6l2oA+BaV4lD0LpM1pNYm/fyNvG9f5hy/+Jo/LTOIWus054cqa7oMZj/fPEDWO/uUk//16dvLFiye9DM88dQrlTWd4i8ESA75wIQJWX/CTvENQMoQoAF7YXHDQ4/+1BsoF1+C5BnPzyZjiopKGskfQEKotU61NhXHXwzVZ5XiUPRuiy1ksYX4kZG0UtvQ6/GXHfkB8ZtV8j0D5ASDyVtT3aSZwjfJ/AWV4q8CSBr5wITMpVKcHm9JZWVLWXmT3RER34PsQ4BGJjFZgw898tOXXn1vyKEXftnUOi1PY1f07utu+HH8jTt27jr8fc8659Krr/3ReN4IYBJUiqO5bZBuBWSWeIBWKQ611mm0BOoa+7iQNt0YLQGuSQcAHI18XUJGC4WrVh+z7rord191yeXz5y51uIrEJyHLEKCRwVas2jyUj1es2nzX/sdN1qDJGrz3gYPxKj1ca8eMp599ffhlzkd6pLj79lz70O03iM8AAOSI+MkbVnvYYgtRnwEAyEDydQkJZzAHHnvipea2Gcn+QBqdu7dn5k8eeOAPv/rgi4/e33PdjbW1HSl+sQN9syoqmsQ/50geAjQyVfxq6AWLjxvx67wjXNccv0R66DF5w5r10BEc8cecfMp5Tz3z2kuvvjf8wak0e/qsOYOzxT/DIzhdEb2J27YAOKKGjsUPv/gPRc9xN5lk6Apojc6lNXiGjuMQHwYAACZCvi4h4fwFVbFYbOmKjcn+QFqDZ+bggleefebLjz/88uMPH96/v6W5dypPaLQEJ/oune0DJSX14p9zJA8BGpmqtWNGPB/nHXYt81BZHvEuw98+vEePCNAjLpRGXHlZQ76tQHwGgLR1xnevj8ViGp1bfAnGbyhAE50B5LIHH3t9xpzV4jOAyZJPS0gSjc6dgo+i1rrq6zt3X3rle6+98tZLL55+yhnR4rqpPFtFdZfW4BX/7CGt/B9fYIy7mgBpKl6Kh856HnEXweFterjhnXr4iRwjAvSoR0gDAI5KZ8yqn5NQKY5oWYv4jGS/xhENeug/SdIAckd1XZ/FFhafAUyWfFpCpjNbgy3NvUsWrlwwb1lNTbui94hPGqfKms7G5oFUfkSnOyr+qjPR/+nsmqFwzyhkmhHFeZxXQOcNO51j+DEdIwK01MkbAIC04g1WnHbmpeIzkmp4aB61OHP7OwBJ4vQUz5m3SnwGMovREqiu6xafkWbkuxKyg6JzW20hszWo1rrEx4yf3uSfxIkfk+bylvz0qUNOd7H4C884HMGBjDTilOfxnAEdF7/wubC4YXiwJkADAHITR3AAkGKxhdLwZuBIfwazX3xDmpHvSkBOcXtLxDdkIgI0Ms+I653jhq56HvV3h8QT80uvvjf8EmkCNAAAAAAg08hHJQAYDwI0Ms+IEzZ6+heVVbYPleWXXn1v7EOcV6za/NKr7w2vzARoAEDyhApr27tmi88AAABZRz4qAcB4EKCR8Vo7Zxdn+02iAACZS6NzjXpbAgAAgPFoauqZOWPBYW+XL0oAME4EaAAAAAAAgDQ1MDDnuNXHH/Z2+aIEAONEgEb60ho8ocLausa++sa+UGGt1uARnwQAGUGtdWkNXpXiFF8CAACAJJDPSUglleJUa93iMzKdSnFW1/VoDV7xJTmIAI00pejdNfU9647fcdmVN19+1Q/Xn3BqXWMvDRoAjirfGW3vWzFv2ckNbfO0Bq/4nuQxW/2V5fXiMwAAAFJOPichlRSDX28qEJ+RBVzeUpXiFJ+RgwjQSFNub8mSZRteeOnt//nf2D//N/byq+8tW7nR4y8THwYAaa6xY+GdBz4++Orfr7z5mWhFl/ie5DFb/VUVDeIzAADIUPmOSL4jIj4DkyKfk5AyKsVptIbtzhIugs448Wuu9Sa/+BJxBGikqdKKlu07vvvVX2Px//vr32KnnPa9sso28WEAkOZ6Blf/5KW/PP3Gf//44Q+r6gfF9wAAgPS0dPnxS5cffrJwEml0LvFXnRXkWxJSy2lzFBeVtKoI0BnIYA6Ib0gHBGikqXBR3cYtZ3z+h7/HA/R//N//3rLtzEiUH7UGgKMoKus4+eybr9/70uqN33P7K8X3AACQBfwBfhZzqpyuSEMdVxQlhHxLQiqpFGdBpLGtczYBGpmLAI001T8w/5xzL7lpz93vvPfpu+9/uufWe2fMWp5vD4sPA4A0p9I6PcHqaHmn3V0qPgZIkvKKFkXvFp8BIEcYLf7585artblyd99guNrpKU7GM+fO5zCZ5EMSUk1xBUN1xaVcAZ1bdMasOriDAI00pejdocLa3oEFK4/dcszqLX3TFgZCVSrFIT5MhMkaFN+QBbQGzwlbviM+A0gNleIwmP3iM4Akqa7t4NbEAJAkkWg9d99JY/IhCalnsUcdrtI8DXfPyxVtvcsPvPBVee008SWJQoBGWjOY/d5AmTdQbrQExMdIUWud8xeusXL195RZbKFrb7yLyy6QIyLR+oVL1onPAAAAQOLIVySIUPRejc4rPgPjodG59+2915IfmsqTNLYvvP+pz0sqe8VfTqIQoIEMwE8ZA5gEvt0CAACQXeQrEhJCpTgVvVtr9Gr0nKqRhdas3arR8U/2WwjQAAAAAAAAaU4+IU2d1sBlvI48jUOtc5msQZe31GgJqLQcrIHsR4AG8I2yipZYLNbY1Ce+BACQfeqqG1saWsVnTILHX1Zc1iw+AwCQI1rbpuWPcgajfEKautqGvnxHofgMcSqty+GJtnXONlkDKq1LfA+QbAToJDJbA5Z87h2HTGLOD97yw312Z6H4EgBA9jGavWZLRt4b02ILOdxR8RkAgBxhsRWoFMdhb5dPSFOnUrja9+vPg9UebuucbbYVpNXnxGAOGC0F4jOQfbI5QKsUh0bnEhzQ3tbf0z0o/nkAJsFo9lVVNre39tZUt5ituXsHSAAARCg618FHH7/oexeLLwEyTmlFW1llu/gMINHk+xESSzF43L5Sk7VApaTLFdB6c+D+R187cPBtk3VKN9DDGAoiteIbRGRzgA6Eqqpqu8RnABlH0bt6uqZfddFFBx+457orLp/WP0tv9IqvQgYxmH133PEQN88EgEnTG72/++CDe+/cL74EyDhmW8hiC4nPABJNvh8hsTR6tzm/QKN35319BbT8ddAGc/CRJ9584tn3zbaw+JisVF3X896HfxCfISKbA3Sexj7aD60AOAqPN7rl+M1//NVb//XZr/7063dO335KIFgmvgoZRK11btl6Bn8CA8BUaA1utdYpPgNAxiksbuA6gKwjH48yjlrrSqujLUahONPw9GejtcCcT31OIpM1R084yfIADWAS/IHS7ZtP/OqTd//rs1/9+Tfvnb3z9HCkUnwVAAAAgKOqrOnSm3ziM5BQ8vEo4xy74Zw5izaLzwAQR4AGMJLe6J0xbc69t9/69s+efeiOvfPnLDJxDDQAAADwbe0t3SYLqRfJJl+OMpFG50nD64uBnEWABjAKp7uwo61vzswFXR0DHm9UfA8ApInp0+Y2NnKHCQCAPU9jd7jC6X/mWGFJs9bgEZ+BKZAvRwAwRQRoAKNTa51ag1vD6ZMAMMxv3nlr/9594jMAABinUFE9R0Kns/KqjtKKtiM/QD4bAcDUEaABAADGy2Dy8Z05AMhBM2Ys9vpLxWdIMVv9Jx1/vDrtL/fORFqDZ8xL1OWzEQBMHQEaAAAAAICxvPPmO/PnrxSfIUWtdTQ3tIvPyEny2QhAomgN3uKyFvEZIgjQAAAAAAAA6Ua+GQFjUGtdc2Yt0ujc4ksyhdbgLSppEp8hggANAAAAAACQbuSbEXKQWusKFjbnaZzjeXBTY7dKGdcjkeMI0AAAAAAwYTNmLD79tHPFZwDIUvLBKCE6umb5AhXiMzB+c5buOPDSf9e3LRRfgmxCgAYAAADGRWvwzl24Tm/yiS9BOhicsSixAdpo9r397MMGk1f8pQFIA/LBKCHsziKd0Sc+A+NX0zTnyj0vBgtz9KhiJAkBGgAAABgvuysqvgHZSqU4Tt2yWaU4UvlB/cFymzMi/toBfJt8LQKABCJAAwCAb7ny6n019b3iMwAAKeALlNscBGhkMJ3B3dPZLz4j0eRrEQAkEAEaAAB8S13TgDk/dNSHESwAAIA4o9m3YNY88RkJJZ+KACCxCNAAAOSESEnbinXfrWuZm6gn3Lp1p8dXKv66AAAAsot8KgKAxCJAA0hr0wdmuz2ctgkkwOpNFzz3Vmz3rS+qda6EPKGid4u/KAAAgKTSaJ1zZiTs+/fjIN+JACDhCNAA0trHP3956aIV4jOALNDQvuD6H782e/GJ4kuAw6m1Lq0xYMyP5ntqXQXtnnCXJ9wd5w53OQItZnuZWudO1M3Z1DqPwVJo89S5CjqGPpAn3O0q6HAGWi2OCoO1UK3jWywAAHtVZdNnb/3MYPal6iPKdyLkFJXiFN+A9GS0BBP4bARoAAByhWLwJKrfAQmk1rp0pgK7rylau2zWmttXnPz0ih3Prjzl2RU74p5Zvv2p9jnfN9lK1doEXL+vUpxaY9ARaFl20hMrdjwz9IHiv1i05ZHWmef5owMmW4lG7xX/5AAAcol8ckIyKHqPy1sqPmNUq9acmLbbIOv6626pqGpL1LMRoAEAQFIYLYGmlmniM5D+FEPA4W9unXXe1ot/t+3Sz0Y1a+1es6N86KpkleKcxAeKfwNGpTh15rAn3H2kj7Xtkk8XbX44VD7PmM8ZUACAVJJPTkgGb6Bi+szl4jNGZXMWiW9AerLkhxL4bARoAACQFGqt0+MvE5+B9GeylZY2rt584SfbLv1s68W/X7DxgcaBM2q7T6rq2FzVsbmybWNZ0xpfUb/eEhm6AnqKAVqj91ld1UU1yypaj6/u3BL/QPV9p/Yt2b3hvHfjGXrGsbc4Ai3inxwAQM6Q700AkCQEaAA5p7Nz+vHrNovPAADEOfxN8zbcHa/PHXMvCJbMdARa8t21Vle11VVtdVWZHRU6c0ij8+RpHPF3USnOyTTofx9Bo9K6FIPfkB+1OCutrmqLq8rqqrJ56z2RnorWDctOenLbJZ+tP/eXwZIZ4p8cAEDOkC9EyD6JPeJZa/CJvyKknqL3btiyy2yLTOVJCNAAcs4Pr7vp0w8/0OgScJAokLnOPuv7M2YuTuAT2pwRo9kv/rqQidzhrjXfeWXbpZ8tOOG+YMkMY36xRu9Ta10qrSv+nyqta8Tx5VM/zXzoyYc+hEbnUQx+h7+5vu+UzRd+su2Sz4pqlop/cgAAOUM+MyGbtLX2PfDjH88YXJCoJ3T7ypcfs038dWWT1rbpZmuB+Izx8AarJ/T4fHtkxDc/CNAAco5a67TYCsRnALLsrkKd0ZPAJzxx284FC44Rf13IRN7C3rVnvrbt0s/qe3fYvPX/vvWfY9h/Dv9Fwn3zzCrFabSVRCoXnrDrg22XflZcv1L8kwMgF+hN/kC4VnwGRMkHJmSZglDlzMF5Jksggc+pNyXy2WDOz4z6PAmdXbPs3z5enAANAAAASb7CvrVnvr7t0s8qWjbku2tU2nH9hMrkjoE+6nPqLYWB4sHjz39/26WflTQcK/7JSbHOjgEr36MFUs4fqpm/lAPicpx8MAKA5CFAAwAweTPnrKxr7BWfkf6MFr9am/hciOzgLeyLXwFd2rja4qwYZ4BOEq2pwB+ddvz57+XmFdB2Z3jqx5sASAdLV5wwf9Fa8RkppjN6xTdMinwbAoCkIkADADB5epMvPc8T9wVK+noGxWcM6ewcLAhXic9Aehq6ArqsaY3ZMd4AnaQroP8/e/f931Z99338D7Cko2nJlo72tuS9t514ZO9JJiQhgUAIs4wEaBmBQoAyCh3QlLLLatMwCxRKgLDSUsqeBVKgdHHdV69O3z+oCOMsD0mfI+l1P56P+1EcRX7LXGS8fPQ9Xw3QnCoDIF/ZyyOlZUX3hoYZs5c73RXiM8ZOvg0VJ2tpYN7sReIzgGJAgAYArTth09fOPWeb+Azkl67O/uuvvkp8BjAavvjAmq0vbN6+r7J1tRaugPZXTE0F6ETzCvEvDgBg9BSzR3zD2LkGpi402/zieagIlbtix63fKD4DKAajCtB6o1pT3yP9i3LuWO3B/PyuKYDCtHzZumM2nCg+AwCyxB3uWbPluc3b98XrF1vLkuIB2hOZfMx5r27evi9Wt1D8iwMAKHSuVUdtdjij4nkIALJnVAHaag8uXX5M8ZwH19E9c/ERG8RnAAAAFAO7Wjd91fWLjtvpifSabBHZIzj0Jq/DXT9n7S2Lj9/pDhfRFRgAAAnyVWji9Ea3+AYAGscRHAAAANmlU1x6o0t8hmYZraFSV43D3WBxxA0mr+yY1DHQFkeFw91gtsfEvziAoHhlh5k40rkAACAASURBVPgGoNDJV6EJMpg8tQ29RotPfAkALSNAAwDGoK173trjzhefAeQXvVE1mDw06INJXXdsMPm+uIRKA3uMHr3Joxc9DASQpTeqcxauM1qEvycEFDr5KjRxJisHWANwlRhcBpNn8REbFixet/8bIwjQQPEymDyBcL34DOSXQKSpvmWa+Awgvyhmj8UeVCze4jnQDAAAHI6rxODSKa762hbFxCkWAPJeTX3vJ5/98+M//CNZ3TnihwjQQPFy+6rmL14vPgMACptOcRlMbnNpMBBtVkwe8T0AAEAb/ttlPJ6YTpEvRwAwQTZH+MKLr/36+VeabYERP0SABgAAyC6DyW2y+StrOkvLY/os3DqvMOgUl05RxS8ST21IEf+aIO8sOfKs2ubp4jNQSKpru0rLwuIzkAXyqQgAcoYADQAAkF06xaWYPb5QQ5ma1BsJ0FqRSsy6L74lMOIfgbGyOiK//mDonG/eKb4EhaSiss3mCInPQBbI9yAAyJ5EVWdN/aT0PxKggWIxZ/psk4W3fgOADINJNVr9VkeEAA2MW019z9Llx4jPOASnp4r/xgGMgnwbAoCsMlkDltJg+h8J0EBR0BmcG9esLbUHxJcAQNHSKS6D0c3BDsC4GS1ep7tCfAaQv+LJdtVbOcoHu/jPLYvk2xAA5BIBGgAAAACAwve1LZdNm7VqNI+02oO9k2aJDy5Q8iUIAHKMAA0AAAAAAJAb8iWowATC9TpFFZ8B4BAI0MgziplTjAEAAIBRqWucJL4BwFfJl6BColPUhuZ+g8kjviQjFLNXfAOQDQRo5Jmvn/+taEWz+AwAAKBRiouDtoGU+ua+z/4yZCkNii8B8AX5DAQtmzN/dTBSP76fa3fGFbNP/CUAB0SARp7hzjMAgLzQ0jZgsvrEZxQbxeI32QIGk0dnVMXHAFpgc4TENwAYRj4DQcuMlnEW5ECk5ccPvHPWBTeJvwTggAjQAIqIyeI12+hBwNh0d0xyuiLiM/LOqad93R+sEZ9RVHSKS/VWJqs7FMtofql3iQ8GABSZQ9UZk9Xf1jldb3SLdyLko0C05c4H392y7WbxJcABEaDzT7kr+o1zt61YcTRvL4XWVNf1lKtx8RmHkEg219V1is8A8kt7S3e5Myw+AxgNo9mrmL0lh/wzks6ommx+ky1gNPMtSQBALh0m0JS54uKRCPnL7qzgCA5oFgE6/7R3DHzw1jvPPfVsaRnvp4O2OJwx3m8OANA4kzUYDDdUVnWYbEG9iZsbAwByQz4AAYAUAnT+MVm9y5evGxiYI74EAAAg7yhmnz9U5w5Um6wBncJR0QCA3BCuP7FEq708Kj4DQHEiQAMAAKCI6BTVYPQoZp/e6BYfAwAoDvL1Z9nK42KJVvEZ0BqzLdDUOig+AwUvAwHapUan9k+T/tUcAJyK2bNx4yn2cg6rBQAcBvfSAADkkHz9AQ5Ib3R7/NXiM1DwMhCgdYrL6YpI/2oOAM4SgzMQqhHfAAAA8pfTnWhqmyI+A0ABkU8/QBHSKar4BqRxBAcAAAAA/JelNODxV4/+8Y0tA1Z7UHw2UKiMFm/+v2dFPv0ARWj92uMWzFsuPgMpBGgAAADIS/UFneLixoDIL01tU6z2kPgMoCCVloU//eM/v3H+t8SXjEN1XfcX6Vw+/QBFyFIaMFq84jOQQoAGAACAvFR6Fr/MTaek/pTsLJFeAgAwmNy33/nA/EVrxJeMw5XX/CgYqRePPhpXU9U8c3C63RESXwIgqwjQAAAAAAAA2SDffTTLZPHu3HH1h8/ev3DWXPExALKKAA0clNHiKXNyg02gAKnexLevuV58BoDhtHT4RupabFUzewBAo5yuiMcbF5+hYfLRR8v0RvWMTRufuvfGztZu8TEAsooADRyY0eK98LyLH7n/oeaWyeJjAGSWzR7ctOl08RnIpR3f+uaa5SvEZ+CA9EaP0RoyWkMGk1cLzVdv8hqtIaMtbDB5xccAgJbVVDd3d0wSn6Fh8tFH4wwmt6OM8zeAwlcIAVpvlP+LCgqPU409/vCjb7/y6uxZS8THAAAmKBBIWkv94jNwQGZ73BXs9EQm29U6xeyXbdB6o9viqFCDnZ5Ib6mrVvyLg4KhU1wLFx3p4N11QBGRLz4AoBGFEKB7Js20l4fFZ6DwtLX3z52z1FHO3xMAAKPV0tztVKPiM/KL09d61Fl7Nm/fF6qcaXFUZOc+hKN6Tp2iGsx+V6B9wzde2bx9XyAxXfyLg0JSrnJSAZwlBmd988BpZ102ZeYK8duuIsvkiw8AaEQhBGiLjQuaAAAYLYPJzd94s8da6ufLO1beaN+aLc9v3r4v0byi1FWjM7oFxxhtYV984JjzXtu8fV9F4xHiXxwAB5SoqC/L24uQTt96xbv7hnb9/KVytUJ8DLJGPvcAgHYUQoAGAACjV1XbFY41is8A0nzxwbVbX9i8fV9l65F2tTY7Ado1mofpFNVoCwcS0445/7XN2/dVtq4W/+LkkuqpaG7uFZ8BjZh/xImLV50mPuNgmhs7VHe+vt1kyswVDzz68nEnnmcwSX6/DVkmn3sAQDsI0AAOw14eCYTrxGcAyBSuz4XW5CRAj5bRFg4kpqYCdLJllfgXJ5f0RtVmD4rPGDeHM9bUNkV8xgG5vJUVVV3iM8bk+TeGfv3ukNHiE19SeHSKq9xdMZH6XFPbWVPXKf5CcHDyrQcANIUADRSsRYtWmzNxQE20onnqjKXiLwcoQjZHSPUmxWcgl3SKy2TzWxyhorosLh2gq9qO0liAXin+xcHo6Y2qwxkTn3GwbSZrnh0bGK/sTtRwRbxGef2VXn+l+AwcnHzrAQBNIUADBWvlyg3W0oD4DADj1tDcN2d+cZ0AAIPZU9M4qWfyHMXiFR+TM/744NqtL27evq++Z2O5t0Vv8mThs7hG8zCdoprt8XD1nGPPfz11Rbb4FwcAkIfkWw8AaAoBGgAAQCv0Jne5N+lQ4/piugLaG+tfs/WFzdv39c67SA11G8z+EoNLp6glBmfq/x/+PzJo/0+hN3pKXbWVras3XvgWV0ADAMZFPvQAgNYQoAEAADA2loy+w0YNda089fHN2/etO3tvZevqcl+ruTRmKo0araEUg9mvN3mHN+ixH2Xu0imuki9/lktvdCsWf/pTGK0hi6PC5qwKJmcMLL3qhEs+PP6i9yoajxD/UgMA8o186AEArSFAAwAwITrFVdM4KD4DyKXBqQsczkimns3hbuhbdPnmS/dtvnTf4uN3NvRuitTM81dM9cUHfPFBX6zfHeouddUarcGJXAc9/OfqTV6Lo8Lpb/VG+3zxgZRgckaiefmk+Zcct+2dzdv3rfzaL31x/tMGAIyJfOUBkPbSIz+5Ztt54jNQQoAGUHg8/qrGln7xGShITk+yXK0Y8UGXt+qib91VVLeMg5QyVywjd5cdB53i1ClOncFpMruaksFlg5VzumKJkN9gdP33h5TxP7m1LBFMTj/ixIc2b9+3+dJ9x17wxrqz967Z+sKaLc+v2fL8mi3PHXXWnr5Fl9mcVXrT+I/GHh6gjdagGuw88sxnjtry3Bef5fm1W19c//WXN33zd5u379u8fV/79K12tU78XzoAIK9kLNboFLWrvVenyGcjIH99f/tFJ27YID4DJQRooJgp5mzc5UleaVnYG6gWn4HCU9888OjuN+9/9OXK2h7xMShO9U2T3b5KkU+tU5w+1fPwxZ3/uX/6U1f0XHlc03dPannt+sn/2jXtio2NZotrIgHaYPKWumqSzSsWH7/zmPNf23zpR6kEPNzsNTfZ1fp0gB77ERzOEoMzdQSHTnGZSqO+WP/+n2XzpfuOv/i91Wc81TL4NTXUZbSGxP+lAwDyRyZjjd7oHpw8Raeo4tkIACaOAA0UKUtpoLt7qt6Y+Xs6YTid4nK6R14wizw1Z8G6vw0N/e9/hqbMWC4+BsgxV7n71e9P3nttb1XE73P7w4FI0BfyuLzT26J/vWfKzWe2KibXBJ7fZTD7LGUJT3RyrH5RsmVlVdtR1e1rq9qOrG5fW9m6Ola/2B3uMdtjemMG3mqgU1SD2edw14eqZiebV1S1HZWS+lzxhiW++GCZp8lkC+sy8ekAAEVDPvEAgDZ9GaC9gWqrPSj96zWA3DFbfeIbCl5pWbh70mzxGciIYKTx/IuvP+f8az1+LrFH0emoCf1z17TTj6jxuHyxSMXUgamJiqRX9frd3p+d3/H+Tf1qeWG+qwYAgNGR7ztFwmByJ6s6xGdA44wWX2VNl/gMpH0ZoJvbBl2ehPQv2TiUiooGrlcFgEKiU9SWrvmGAj0PB4XEXqo+f03v2z/sa6kKRSLxzvbOaDjudXmW9lf8386p125umsgRHACgBbX13ZP754jPQN6S7ztFwmoPTZtxhPgMaJzJ6q9tmCQ+A2kcwZFPZkydbbMHxGcAGKVkVVtVTYf4DExcuRrL3pN7Q43iLxA4LJ3itJeq3z+l+Z+7pr33oykPXjzp0Ut6Pvvx4F/unnLiwurUrQjFRwLARLS1D85bsEp8RpHzh2pnzM7Hs87k4w6AQxictjgSbxafUcwI0ACQLXqjyrsWCoDeqPb1zbLY/OJLAEE65b/0RqdP9TQng3XxgLPMnf44ARrAwegMTkd5WHwG8oLVHgxG6sVnjJ183AFwCDPnrIglWsVnFDMCNAAAAAAgW8qckZ6eqeIzgKyRLzsYJZPFW+aMGEwe8SVAsSFAAwAAAAAAjI982cFoqJ6Ko5avvmDLlvmzF1psfvE9QFEhQAMAAAAADqO0jGM0tMIfSEZjteIz8IWDBpfmtqlmQqdmDPRN/+SV5/7+watP7rq7rrZNfA9QVL4M0CaLR290Sf/CDQAAAHzJ4YyKb0BGbN92STSWj0e7wllicCpmT1PrgMHkFl+CEoMzHK6urGwSn4ESg/PQwSWebDWY3OLdZ4IUs1d8Q0YMfhGgd993T11tu/gejJXqrXR5kuIzMD5fBuj5M+e0NnVK/9oNAAAA/JelNNDUOiA+AxnR3t5vsnjFZ2B8dIrLYvOJzwC0Rz7rZNv0WcvL1QrxGRPn9lSsXbXm4nPOWTh3kbU0IL4HYzV91vLBaUvEZ2B8vgzQOsUl/Qs3ME7RZLf4BgAAAKBQebwV7a294jMAjZFvOjlgthVOqzVZfU5XVOEmhEDOcQY08p7OqG795l1uf534EgAARtApLm+gWnwGAADIAvmmA0CbjBZvsqpNfIZ2EKABAACyxWjxNrb06RT5JQBGsNh89XVt4jNQJNq6Zu59+VNvoEZ8CTJHPuggH5msvvqGXp2iii9BVhlMnlCkXnyGdhCgAQAAMJLR4p06Y1kOPlEoUtvVPU389aII6RSnozwkPgNFoqKy4+Y7HrGVhcWXIHPkgw7ylMMZLTG4ypzRnu6p4mOA3CBAAwAAYKRyNX7G1u05+EStbf2nnrL1EA9weRJbz93O3UoAYCJMVt/Xz/+WpTQgvqRQ5LrdTBmc4/YmxRMSMqu0LCy+AcgNAjQAAAXFYHK/+c6nZ269WHwJkBF6o9rY0ic+Azi0uvquyqpW8RmHZrMHHGU5uug7nmiOJ5rFXzKG49fSjMp1u3GqcYPRLZ6QAGB8CNAAABQUvVG9/8Gn1m04VXwJABQPk8WrmD3iMw4tHq+vrW3Lzecy2/xmm1/8JQPZIZ9yACC/ZCZAT+qfV8ppVgCgYYrZK74BAAAAyH/yKQcA8ktmAvTiI9a7PAnp3wOQfyorWwLBavEZBczrjYtvgBboFNf02avszqj4EgAAACCfyXccAMg7HMEBSdU1bcFwjfiMQhUMVp598gniM6AR3HMGAACgxOB0OKNGC+8Mw7jJdxwAyDsEaKCQ6aQHAMgjVnsoUtFusnJkJwCgkHV0z/CHasVnIG/JdxxA+0xWv/gGaAoBGmL0RlV8AwAgxeoIn3TmVbt+8bsjjzmX68KAEYwWr8tTIT4DAIqZP9yggZuayEccQPt0itrQOMliC4gvgXYQoCHD6a748d0Pl7li4ksAACUGZzTRcd8TH77ywdDN9+71BLguDAWruq57HEcSOd3x9o5B8fEAUMz84UYCNJAv9Ea3+AZoCgEaYmKJFvENALA/vVHt6hrUKS7xJblktgXWHXf+rT99acnKUw0mt/geIEu6emfayyPiMwAAeUi+4ABAniJAAwDwFTrF1dDQJT4j94wWnydQR30GAAA4EPmCAwB5igANAAAAFDiT1ZtINIjPAIC8JZ9vACB/EaABAACgCXqjqpi5Bj8rjBZPNFonPgMA8pZ8vgGA/EWABgAAmDDFpTd79GaPzuQuMarye/LTycdt+ubXzxWfAQAYh2hFc13jJPEZ2ZGLOqNTVPFCBABZQoAGAACYKJ3JrZQG4lXtZe643uxNf/y4406JxDj3YNRfRsXFKeQAkKeMFq+lNCA+IzuynmZiFU0/vftnp56yRTxDl5ZFZs9bLd6qABQYAjQAAMBE6Ywuoy3gDtRGE806o7dEcaU+fuSRxwbDteLzAADAeOUizfT0zNj37gePPfQLo8UnG4l0ihqONQsOMJg8sl8BANlAgIaMeLJ11tyV4jMAAJpVVdtV5oqJzxglndGjM7l1Zo/OpOoMLvE9AAAgQ3KRZgwmz8DA3JraTvFIJMtSGuztm0eDBgoPARoyDCa3vTwiPgMAoFk2RyjPTmP44qpnAABQQOTDTVGxlAbFNwDIuPwI0D2dfXn2V1AA2WGyeksdAT2VBwAAAMDh6BVXKJicwDPIV5vcsJQGWlr7xGfkL8XsveY7ty9YfLT4EkCb8iBA6xTX+iPX2OxidzOoq+vw+ifyOxaAzEhU1G9YfeQZmzcNTp5iMKniewAAAABomdHsbqprmcAzyFeb3DCavYlkq/iM/EWABg4tDwK0uPb2vkCoWnwGUOT0RnXVkmV/e+eFoY9/++PvXx2J8F8lAAAAgOyRTzYHo1Pc/dNW9Q4u0ymq+JiiYnOEf3zPY22dM0Z8/BAB+qxzLt+9543de954+LFfeQO16ee5Z+eTqY+f/LULxV8XkG0EaAD5wWBS169a/e8PXxr65JWHbv9BMtEgPgmALL1JVaxeTl5GkaivbauubhafAQDFRD7ZHExl7eT3Pht659OhSEW7+JiiMtYAfdY5l1/57VtS/7uzZ3aqQacenOrOsUTbQ4/u5dJpFDwCNPAVZ515fl//HPEZOKDmxo7Lzzvn9u9edcSCxRabT3wPAFkmu7+mrkNn5EAeFIX21p7mxk7xGQBQNOR7zSGUuyt33P7MtTsetTki4mOKypgCdCzRdu/Pnkxf9Zx+zIiPD4/UQKEiQANf4fVXmqyUTe1yqdFIpFoxc1dSAE6zI+BwR3VcAQ0UhCvO2/rgLd8TnwEAX5DvNYdmMHn0Ro/4jGIz1gD90KN7U+dspC1YfHT6UujUw5av2kSARsEjQAMAgJzSKV9yOz3ddeEZ7bHW6mhZmU+nuFIfH/WzucRfDoCMsJcFPd64+AwAKDE4xUsNNGsiV0Af7ONcAY1iQIAGAAA5lerLKwYTf7pryuf3Tnvw4p5btnTt/e60oSeW7r2urzoaGEuABgAAyDj5WANtOthZz6M5A7rE4DrtzIvbOmdk7wxoS2mwxOCy2kMLF68T/1oBwxGgAQBATukU5/Hzqv5z//QTF1b7Pf5IMFJXXVddWVtXWXXfhd1/umtKVcQvPlJTurunOcrD4jMAACgO8qUGWtbZM3v3njduveNhmyOc/mCqKQ8/aiN9yMZZ51w+/PyN1ONtjvA9O59MfTBVoidu1twjf/n0myUGl6U0OG/hGvEv1DjE4g3V1W3iM5ANBGgAQNFxqlHxDcVMMbke3Nb55g/64kFfwBtIxpODfYPd7V1BX3jBpMS/dk07dk6l+EhN+ftfP9947EniMwCIsJQGxDcARSbXXaapfdaV33uof/pq8UKEfFeuJsQ3TMT3rrrmvjvvzMpXxhUtd8XEX2AxI0ADyAWz1Vtd1dTc2OH3J8THoMitXbnqz68/m0g0iC8pWl+5AtrtD/oC0VAs5A8nwsFdF3T9+a4plVwBXViqarsUs1d8BpCPbI5QZ89M7rYK5JBAl1m88tSfP/OHLefvEC9ESNMb3UaLz1IatNpDJqvfYPLqFFV8FcbN5Y6r7rj4jGJGgAaQdQaTOrmn/4YrLr7v5u9tOnodDRqyujsm373jO2VfPdDAUhqoqusW31YkdIpTrziXD1b84ceDf7l76gPbum46s23PVb3/vG/ac1f3Vob9nAFdYGbOWelw8rYDYJz0RlV8A1BMBLqM2187be7R0WSneCFCicGlU1SzLeDyJMOx5sqa7uq6nniyzResLS2L6I1u8XlAniJAA8i6Mmf42KOOevvpB9579qH7b/l+S2OH+CRgf2YbV93miE75ktvp6aoLTW2N1lcESm2q7osfFR8JAABywO1NGDT0XRb5RlPMKio7Kmu6ZTfoFNVqD4ViTc1tUwamLpkz/6h5C9dOn72yq3dOZU23050wmDziXyjkF4PJ87P7d/uCteJLZBGgAWSdtdS/fOHi3zx679vPPHDj1ZfWVDeLT4Igmz14910/a++YIr4EAIAR9EbV5uCen3CWGJwOZ9TpjovPKHiNTZOs9qD4jC/IN5piZnOEy1wx2ZMuTFZ/MNLY1TvniJXHn77lkksuu+Hyq3503rZrN2w8c+rM5dV1PfZy4YXIO0aL74VfvROJN4svkXWAAG21B6zc6QJARiUTDSsXL920bt3ApEGLzSe+BxkUTzTv/OmDvkDVKB+fqQA91s+b2Z8OABBky1quqqnvXXnUZvEXCC1oaunrmTRTfAZyS77RFLkVKzdMm75Y6rPrFLXMFW9oHlh8xLEXX/r9nz2w55nn3nruxfce3/3Kjpt+dsxxW3r65gWjjUaLT/wLBeSdAwTo/oE5ff2zpX/dB1BorKV+pyuimNziSzAOZ2+98Jqrvz+aDx5Wzq6AVsye6679wcJFq8W/esBoJKs7JvXPE58B5IV1a49TPRVZenLu+AcUK/lAA4PJI3h9sd7o9ofqevvmn3jK+ffufPI3r378/kf/98e/Dr3x9p/3vPDOpVfsmLtgTVVtt80RFv9CAXmHIzgAAIfX1T39sUeeHH698Lg7MgE67zjdFdwCKwci8aam1gHxGUBeMPNuKgCZJx9oIMtg8sSTbVNmLDv3vKt+8eRv33r3r0Nf/L9X3vjDDTf+dNnKTY0tg+VqhfhUIO8QoAEgu3SKq76uLd8vp9o/5q5YueGO2+61OULpsyxSj1m9+tidP3lgz9Mv7nn6xVNPPSf1YJs9mP7gOedcNDxAn731wtTH04E79TynnLL10Z//cs/TLz75xJ72jikrVm5IPSx9zfWIz5v60eGfNP3Me55+8Y7b7i1XY8OfdsOGk1I/PZ5ofvTnvxz+s0akdsxbeFQwUi8+AwCyJxCuy/ffqQFMjHydgTiDyRtPtk+dufzc869+/Mnfvv3+5+kA/eqbn+24adeyVakAnRCfCuQdAjSAPNbVO0v7FwzqFFddTatOkV8yQeniXPLVHj0iBKfrbTzR/OD9j7Z3TEl9PB2Oz956Yaopl3z1EI/0RdYjnieVnlOBOBWyR3ze4SOHP2BENN9/Xvqnp6euWLmB+gxoR33jJHt5RHwGCp5Occ2euzL1GxwwcV5/UnxDMTOM88Q/+ToDcakjOCb1LzjptAt+smv3y699su/Tf/3vP4beeOfPz+1977Irb5y3cG1VbQ9HcBSqyYNLGpoHxWcUKgI0gDxW1zgpWd0hPqNIDD86Y/iJHCMCdPpS4nT/HVGK07V3xMfTjx8Rjkec/nH21gtTn+JgdxFcsXJDKmofMECn54346anMnS7jALQgFG0w2/ziMwBg9HSKa83q9eWuqPiSotXU2m8tDYzxZ8mnGWiBTlHLXBUNzQNLlm285LIb7n/4+WdffPeFX//uyWde/9Gt92884ezevvkhbkJYuFRvlcMZF59RqAjQAFBQFJP76NVrsvTk6QuWh1+5PCJAjwi+CxetHlGQ0yE7dfZF+pSMlPEF6PQBHekDN2yO0MH2jJidXrXzJw+M456KgIjJ/XPP2rJNfAbyVyRaZ7R4xWdAm8qckYpEo/gMYHzG9YubfJqBRpis/mCksWvSnOWrTjjz7Msuv/LGK799y4UXf+eY47dMm7Wipr7X4YwJ3iYRGD2PL1nuionPSCNAA0BBSSQa/ufdl4xmTzaePNWC48mW4Yc4HzZAj/IK6LSxBuj0E6YekD4qZEwBOn1gNDctRF4wWryqNyE+A/krkWw2W7mPHw6s3BWtrm4VnwHkinyXgXboFNVqD0XizS3t0wanLZ27cO38RUfPnLOqe9LcqtoelydpMHnERwKjcfSaY+fPPUJ8RhoBGgAwWunb/aUPgy4ZRYAefgZ06n8f8AzoEoPz9NO/kT4zenwBOnUhc3pe+sElhwzQ6aOfu7qncwoHAABAMZHvMtAUnaKabQHVWxmJt1TV9tTU91ZUdvhDdfbyKPUZGDcCNABgDFKHXQy/TPiwAbrkiy6cusT4nHMuGn4BdfrS4/TTTuQIjsceefLkk7emA3RX9/T0oRzlauyAAXrEKxp+j0QAgKBEvFZVuQslgKySjzLIIL3RnZHn0SmqweQxWf1We8jmCJttAcXs5eQNZJzqTZptAfEZuUGAdpYYnFV1k17/cOjOXS+ZbWO9WQEAHFQo2rBwyVrxGQCAUTKY3MFIvfgMpCyYMbMqyb8OAFklH2WQKZU1XZP654nPAEZv1txV8WSb+IzcIEA7SwzO4066eGhoaGhoqL1nnvgYAAVDp7jKXDHxGaOcqlNceqNLb1T1RjX1jzrpVQCQY2abv6G5T3wGACAn5IsMMitTV0ADyDgCtLPE4EzU9Lz09tAt9zxvtvnFxxS2UkfIqcb0RlV8CYA0vVE12/wOZ8TtSwbDT3mRVwAAIABJREFUtcFwrepN2MvDJqtv+H+toWhDe9d08bUAipPNEbKU8k41AMhvismdvsRBb1Snz14p+ndw+SIDZJbVHoolWsVnAPsjQCN3Gpt7Tzzha1vPOm/69IVGi1d8D4ASg9No8TrVeDhaX1XT0dg8qbVtoLVtoKFpUmV1ezBcW+aKKmZP6pG+YE1902TxwQCKUzzZyuEYKBL1TZOPXLNZfAaQDZuOWtHf3Zv+x2CkQW6MfI4BMs5k9ftDdeIzgP0RoJEjpWWhk0884z//+7ehf//nrtvvTla1ik8CZLV2TNUpLsEBOsVlsno9vsqqmo6OrqlTpy2cN3/lkiVrlixZM3feisEp89s6BpNVraonoZg9HMcBAEBuJKraZ81dKT4DyIbhV0BLk88xAFA8CNDIEZc7/o1ztw395z9DQ0O7f/FkQ2OP+CRAkN6oLlp6dPri4tzTKS6jxeNyV9TUdfUNzF16xLpNm04/55yLtm274qKLrjh767aNG09dtPio3smzKqvby5xRg8kt/kUDAAAAMiRHzaWucXJtwyTx9AMAsgjQyBGDyT1jxqKd9+x8+ondG489yanGxScBxUxvVEvLQrGKpp7emcuXrz/77G03XH/zz3760CMPP/Hoz3+58ycPfPe6H55++tcXL1nT0TU1HK23lAb0otdrAwAA4GD0RjVR1SE+I3/krrk0tQ42NPeLpx8AkEWARu6YrL6qmvbGpl6nm/oMCDNaPKo30dA0aeaspaedds4tN9357DN7337jvQ/e/eiDdz966/V3n3ryueu/f9MJJ5wxdfqimrqucleMi6ABAAC0STF7O3tnyx7vllfkWwwAFBUCNAAUI7PNH4zUdXZNW7Z8/RWXX/fEL55+5833933wyccffvrxh5/u++CTt9947+EHf3HRtisWLzmqpW3AF6ji3qEAAADIf/IhBgCKDQEaRUdvVJ1qTHwGIMvmCFUkW3onzVqzdtP137/phWd//eF7+z7+8NOPP/r0448+/fjDTz9496Pdv3z2qiu/t3LVMZ3d06LxRrPNLz4bAAAAmBj5EAMAxYYADWF6o5rjd4rV1HYcs2Gz+AsHZJWWhRKVrZP6Zq87evOOH9y69/nffPT+7z/+6NOhoaFUg/7w/d8/89QL377mhtVHbuzqmR6raCJAAwAAIM/JVxgAKEIE6JEc5SF/ICk+o3jEk63ReJP4DKDYWO3B1B0Ijzxy43XX7tjz9Au/e/ej33/4aapB//7DT99/58MnfvH0FZdft3z5+vbOKaFIncnqE58NANAIneJSzB7xGQAwRvIVBsA46I3u9etPVMwe8SUYHwL0V5gsnkfvuumDvY9XVNSLjwGA7DFZff5gdVv74KLFR1144eUP3PfIqy+/8cF7+/Z98PHQv4d+9+5HL7/02r1333fOORfNm7+ysXmy25ckNAAA0pqbJ82du1R8BgCMhXyCATA+OkVdsGCVXlHFl2B8CNBfYTR7fnLjd9959pFotEZ8DABkj2L2ONV4TV3XlKkLjjv+tOuu3fHIw0+8tPeV11956/M/D/36xZcfvP/Rb13xnfXrT+wfmFtZ3WYvjxiMqvhsFBKDyZ3jz1juipaWhcRfeMbNXbiW7w9BhD7Tvy80tw2+9sbvxV8XgMIln2AAoDgRoEcyW73lzrD4DADIKp3ispQGgpG61vbBefNXnnDCGZdecvWPbrzjnrt2PfPU0A933HbRtiuOPfaU2XOWNbf2+4LVJqs3x8e1o+DNWbC2zBXP5WcMR+s9vgI8ZeuBn78YrWgRnwFMnMXmX7T0aPEZyCNGi1d8AzLCag+onmz/qUC+vwBA0ZpQgFbM7oaGTpc7Jv7bFQBgrAwmtbQsHE+2dHRNnTlr6YqVGzZuPPWkk7Zccskzxxxz8rJlR0+fsbi1fTAab7TaA3rqMzLNVsa3ewEAE1LfNNlSGhCfkdc08h6aQKi6o6M/y59Fvr8AmWW0+sU3AKM0oQC9eMGyj9/87XeuvErJ+btoAQATpDM4DSa3wxmJxBrqG3u7eqYPTpk/fcbiaTMWr1p9Q2f3tNr67mCkzl4WzvibrAEAACYu96c5FRiT1Tepf15x3Gj6MGXE4Yq3dMwSDzTAmHR0z3a6k+IzMCaljnBL+1TxGbk3oQC9dNGKT9565QfXXqeY+Y0fwH8RK/OLweS2OUJubzIcrU9WtdXWd9XUdfUNXBCK1KmehNUe5OhnQFP6pizhLecAgEwpmkvID1NGdIpaWhYVDzTAmOiNbvENGCuDyeMN1IjPyL0JBWijxdPc3OPxJaR/LwGgFZF4U/ek2eIzMCZ6o2q0eKylAUd5xOmOO93x6roTLaV+xezh3GdAa8676Psef7X4DAAQVzTlFBMnX14AoMhxE0IUI7evkvfrZQ9f2wIQjHAPKAAAoF1Od8W5519Jg8479vJIz+Q5Of+88uUFI+gUVaeo4jMA5AwBGsWorXN6aVlEfAaKnNnmX7hknUZu/DICARoAAGic010hvgFjpVNcOf8XJ59dsL/HnvjVE7t/Iz4DQM4QoKEhbZ3TeL8/ioo3oN330dOgAQAAkP/kswv2993rf3z9jrvFZwDIGQI0tEJvVLecfYnDGRVfAqCkoAN0uSvq9nLNFITpFJeWvwUFAEChkM8uAAACNADgAAo4QLvcca8/KT4DRc5s80/un8f7fgAAyCb55gLkktHiM5i94jOA/RGgAQAHkI0AbTR7Lvj6hS53XPzVAQCQVQ5ndOGSdXyTCZAm31yAXFp19LmLV31NfAawPwI0Mqyxvt2lcowGkPeydAV0KFIr/tIAoPB4/ZUGk1t8BoYb5Z3WrPag+FSgQMkHFyDHdIpbp6jiM4D9EaCRYRabj2s9gMJQwKdwAECBGRiYU67GxGdgHCYPzHd5EuIzgEIkH1wAACkEaADAgRGgAQAAkJ/kawsAII0ArS1dPTNq67vEZwBACQEaAAAA+Uq+tgAA0gjQGhKNNwwNDf354z/EK5rExwAAARoYh7ra1gu2nCU+AwAmrrQsrJg94jOAsZNPLQCA4QjQGhKNN7z7+lvvv/F2jAANQAMI0Cg2wVjrt2/8peqrmciTNDd2fvfyS8VfCwqS0eIV34CiUl3XXa7GxWcAYyefWgAAwxGgtSUab4jFG8VnHIzeqCYrasVnAMiZPGrQDid/Q8aoHHPSZVu33TyaDwJas3T5MZE4lykAwKHJdxYAyGvl7spV68/N7HMSoDEGBqNalawXnwEgZ/IlQIfjrWuO/br4DOSFxrZZP7hz7/DLnC320JXXP1rXMl18G3BoXAENAKMg326KgdubdDij4jMAZMPgzLXv/mmoTE1m8DkJ0ACAg8qXAF1icOqNqvgGaMTsRcfftuv123a9ftl3HrLaQyN+VDF7zrn4timz1w1/fOqR6SM4Uo858tjzf/DjF2/b9frwBwMAAA2TDzdFIhJtUD2ZjFMANMVo8Wf2CQnQcNbXtkzpmyI+A4AG5VGABlKGX+B8sIM10sW55Ks9ekSAHnGhNAAA0Dz5agMA2B8BGs5opLqxvk18BgANIkAjj+iNqt0ZO/aUK9ZsvCD1kYPdVHD4mRvDg/WIAJ1+HgAAkA/kCwsA4IAI0ACAQ6FBIy/ojeqi5Zvvvv83z706NHXu+tQHD3G4c/ri6OFXSY8I0Jy8AQAQFAjX9U9ZKD4jr8gXFgDAARGgDyNewa3GARQ1AjTygr08dsfOvfv+MjQ0NHTC165MffBgV0CXfHHhcyjeOrxQE6ABKfbyaHX9pFC0SadwoD/wXwaT2+GMis/IH/J5BQBwMAToQ7GXhW/4/o3lLn7XBw5AMXu6emdx57eCR4BGXtAZ1YXLTrjrvl8/++p/dtz160OfAV3yxdHPI25USIAGRJhtgSOPPuPhJ9787g/vr28eFN8DTenonu72VYrPQD6QzysAgIMhQAMYP4+/SnwDso0AjXyhM6rl7sS537xj7pLN1/zwl7ftev3QdxGcvej423a9PrwyE6ABEdGK1jt+suf3fx764A9D8xYfI74HmmK1B3WKK5ef0eOvGpy2WPyFY+zk8woA4GAI0ACAQyFAI48QjoF8ZC+Pnn72le/sG3r8mfc7J80T34MiV1XbddbZl4rPwBjJtxUAwCEQoAFAo/RGtaqmXXxGCQ0a+YMAfWihSN3MWUsrq9vElwAjBKONkwYWN7dPN1q84mOAbAhGGnv6uKNg9si3laKiU9RoRYv4DAB5hAANABpltvmmTJ0vPqOEAA2t0ikumyPiCzd6gvUWe6iEAH04F1/0rT/94S+333qP1R4UHwMAhc3hjAz/R3t51BeqF19VoOTDSrGpruvZfsUN4jMA5BECNADgMAjQ0CCDyR2paO+dsmLBspPnLT2xq2+pP9LEbVEPbcuWC/7w8Z++c90Os80/yp8SiTc53RXiywEg7+z+xZNd3VPFZxQH+bACADg0AjQA4DAI0NAgT6Buxvxjt1/34M+e+Pinj310/mV39U1bXa4mxYdpmVONd3ZN8wcPemPG/TW1DgRCteLLASDvlDmj4huKg3xVAQAcFgEaAHAYBGhoUFV9/4lnfnvvu0NvfTb05h+Gdr/876OOPT+a7BQfBgAAcki+qiAHQpH6uoYe8RnAKDmcsZr6SeIzMsheHp3gMxCgBZisPpPVJz4DAEaPBg2taWidseXCH726b+itz4be+mzoxbeHNp5yeVV9v/gwAEBh0Cmu9o5B8Rk4JPkog9xQPclQpF58BjBKDS0D53zjSvEZmWIpDTa2DEzwSQjQAhpb+pvb+KMMxoBTTSGOAA2tqajuOXrTxY/v/b/XPh569fdD9/3y06WrzwjGWsSHAQBkTR6YPzht8cSfx6nGL7n4Cv4crm3yXSZL9EZ3oqpDfAYAZAoBGsgDg4NzVQ/3gIIYneKaOecKxewRXwKklamJ7oFlJ5117XU3PXXNjieOPfnytp4FNkdEfBgAQJbR4uX9psVBvqdkj8uTXLv+VPEZAJApBGggD1hsfvENRcjpjoejdYrZLb5EC+qbThPfAAynU1zl7mRdy/SegWVd/UdUNw6WlsfEVwEYn5r6nr//a2j4dzrt5ZFvXb2Di08xQUaLT6e4xGeMTzDaJL5B2+R7CrSsvnGyy5MUnwEghQANAAfQ3Np36Te/dfONty9ZchTfACjhCI7CYrJ6y5xh8RkZoLgUi9fmiFgdYa7QB/Kay5O48eafDg+FitlzxIpjxYch37V0zfUE6sRnjIPVEVqy4gS+B3Nw8jEFGme2BXSKKj4DQAoBOiuMFq/DGRWfAWB8DCb3unWb/vE//zv093/u+un9iSSnyjpLaNAFJBKumtQ1WXzGIfDOAwBARuTv5c84HPmYAgAYPQJ0Vrg8ifomTf/dHsAh6I3qypXr/+ePf/nP3/5x+y13RmL14pO0gACN3Dhi/oKXH7lLfAagZbUNvV29s8RnAIAQ+ZICABgTAjQAHEBFsmXD+s1nnH7uwOA8g4mLMZ0lBGjkisGkRiPV4jMALTNZfTZHSHwGAAiRLynABPX0LezomSs+A8gZAjQAHJjZ5istC+mNLvElGpGpAM1phgAAABgv+YxSACLxZrMtkP5HvdFd2zDJYPKIDysSwUjjb17//Fev/sXp5jaJEHDCyRc2tk7J8SclQAMARiVTAbqpbYrqrRR/OQAAAMhD8u2mACxccrQvWDv8I+Vqhfiq4qE3ujeddOG6Y7Zwm0SIiFa0lpZFcvxJCdAAgFHJVIA2mDzirwUAsk2nuMKRWvEZAFBYMhBBpvVNVd0x8QAEAEWFAA0AGC2OgQaAUbLZAwvmLtEpLvElAFBAMhBBHGVhnSLfYgCgqBCgAQCjRYAGABFfP+PMZYuW7f9xneIaZeM2mHn3CYB8Jx9QAADjQ4AGAIwWARoARCyev6S3e2D/j1fVdiWrO0bzDE3tM5zupPgLAYAJkA8oAIDxIUDnK4czIr4BQLEhQAOApoz+Cmi9URVfCwATIF9PAADjRoDOS0azp7llMn+RQJ5q65ja2NInPgPjQICGNrV2zogl28RnAPub0j+jpalbfAaKwayZi6qq28RnICMUs1sn8XmNFo/NHhB/+QchX08AAONGgAbyjNHibeucKT5jIhzOSGlZWHwGxocGDa2x2kO/feMvd/30KfElwP5s9oDJ4hWfgWJQ5owY+T+2QrFy+dr29v7cf95QqLKxvk385R+IfDoBAEwEARrIM6Fo4ze2fU98BooWARoa1DVpbmUNF5kCAAqEweQW36Ax8ukEADARBGgAwBgQoHOsobmPdwwAQP7aed9TN96yS3xGvrCUavb8BwiS7yYAgAkiQP9XmSs6Zep88RkAoHEE6Bzz+Kt4S7XG6RRXY3Mf/5oAHFDP5LntXTPEZ+QFS2lg/qI1ZptffAk0Rr6bYPRWrzlx6fJjpT67YvKIfwUAHBAB+r/c3sSSJUeKzwAAjct2gLY5Qm5fpfjLBMbE4YyKb8AonbhhvT+QEJ8B4IBMVp/4BmiPfDfB6DmcMXt5VORTu9RYX8+A+FcAwAERoAEAY5PVBu3yJKrresRfI4BCVVvdbDRzuCoA5Av5aII8opi5AhrQKAI0AGBsOIUDwHAGkzuebBWfAQAoRPLRBAAwcQRoaMWq5WueevQR8RnId02tA+1d07P9WSy2on5/KAEawHDnnnfF0NCQ+AwAQMGRLyYoYHqje/HS9TZHWHwJUAwI0NCKMmeksbFbfAbyndHizcHpgf29A47ykPiLlUKABjCCpTQgvgEAUHDkiwkKWyBcL74BKBIEaAAYM71RFd8giAANAACALJPPJQCATCFAAwDGjAYNAACAbJLPJQCATCFAA/gKg8ldWhZ2OKNGi1d8DDSLAA0AAICskW8lAIAMIkBjbExW30vPv3ju1vPElyBl0bwlgWBlpp7NUhpoaO6bPW/V/EVrOrpnON0V4i8Q2kSABgAAwCFM7Mw6+VYCAMggAjTGprQs9P/+8NmO7+8QX4IU1RPP1HnEeqNa29B7+lkXPf7kr5957rVvXf3Dnkmzc3BDP+QjAjSQpnqTOsUlPgMAAO0IharmzZw73p8uH0qyzWwLiG8AgFwaW4AOxxobW/rFfzODLKPFO6a/abe0TylX4+KzcVgmq29w2qL7H3zqk8/+/sln//jNb3+3bOVG1ZsUHwYNGmWA7ugcnD17CW0u3+kUV3VtZ1//7MamSYrZI75Ha+bMX837RQAAGMFsG/eFLPKhJNvaumY53UnxGQCQM2ML0KefddHO+34p/jsZ8kuZK2YwucVn4LBMVt/gtMVfBuhXCNA4lNE06Gd37/nwnfeSla3iazF6NntgxEdq67uu/96Nb7761j137uzomiq+EMgNtzdRV9chPuOwMvVGKABZ5XBGq2q7xGfkA/lKkgM6RRXfAAC5VDhHcNjKIrIX2anehPgXAZgIvVGtqe9JH8FxJUdw4JBGE6BnzVqyYf0JfAsqv9TXd1ps/uEfmTp1we/e+eD/Pv/bX//41yOOWCu+EMgNk9XnKA+LzzislvbBcKxRfAaAQ0vd6Ft8Rj7IQOYwWnyqt1K8tgAA0gonQC9ecWIs2S712XWKq6mljzcmY3y0c0ABNyHMC/2DC7TQGjgGuni0dQz+/MHHPv/j5x9/+OnA4DzxPQCG4wpoAAUkM5mjXK1o75wuXlsAAGmFE6C1k/CAMbHaAw0NGno7XurqDIczarR4xcfggJpbB3zBGvEZBOjiYbH5J/fNXrPm+G0XXaV6eLsPAADIEvlEMpzqrXQ4Y+IzAKAAFE6ARjb4Q7WReJP4jIJn5pgL5CECdFHRKS69UeV7vQCQj2obJ3NLcEiZMWVW6X63lzgI+T4yQmVNVyBcP5pH9vRMX3/0CW3tA+KbsT+LzR+N1orPAIocARqH4nRXuH2V4jMAaBMNGgCKmb08In6mbSzeUDzfG3M4o+P7ia0d01webisNGT5/YtT/kcr3kfFxuStuu+n211/67XVXf9fmCInvySqd4jJbfeIzxuTqi7e9+/zj9XXtJQaX2eYX3wMUJwI0AGCcCNAAUMw8/irVK5w1jzt2s7to7gR++lkXVdZ0is8AskM+joybxRb4xjnbXn7hVyefeIbR4hXfk1XlzkhDfbv4jDHZuHb9Ez/9cTRaW+oIN7dylToggwANABgnAjQAADljMLnFNwBZIx9HJsLlrqir7y5zRsWX4IB0ijrifwDIMQI0AGCcchCgS8si/H37YBYvWVvX0CM+AwAAYGLkywgAIKsI0ADGwOnmDjb4Ug4C9B//39DOB/eKv1JtuuCCK/oH54nPAAAAmBj5MgIAyKoxB+jp0xeabT7p358AyNi8+UxvoEp8BrQj2w166swVja1TRvNImyP4/O5nTBav+NcEAAAAoyafRQBAI2yOiNtXLT4jG8YcoBsae3g3NFC09EZVfAM0RTvHQOuN6hmnbR31bdYBAACgBfJZBAA0wl4eC0QaxWdkA0dwwBlPtopvAJCntBOgkVXRRCvffgaAQhJPNO/8yf0+3tkGYfJNBJqVSDa53HHxGQAyggCdZ0rLwo0t/Zl9zsuvvCEUbRB/aUC+iyVaivDyWwJ0kbj+xvs7e+eIzwAAjMnZWy+45qrvjeaDGrdo4UrxDcgO+SYCzVo4b2llZYv4DAAZQYDOM/bycGfPTPEZAEbQG9X5i9ZYSgPiS3KMAA0AgGZ1dU977OdPDL/M2WYP3n3nzvaOQfFto+dUY+++9nq5Kyq+BJkmH0QAALlBgM4zJqu/pmFyEV5lCUCzaNAAAIiw2YM7771/z1PP73nq+VNPPXv/Byhmz3XfvmHhwtXpj6xYsf6OW++2OULpIzhSjznl5C2PPvz4nqeeH/5gIMvkgwgAIDcI0PmHu8AB0BQCNABgHBSzu7a2XXxG/kqF41R3jieaH3348QO243RxLvlqjx4RoEdcKA1kn1gE0Zs8eqNbvMUAQFEhQAP4Ul3jJO4zhrHSToB2eyvEN2iEYnL3dE8xWbziSwDgYPRGNRqrF5+Rv0bcRfBgJzsPP3Nj+IkcIwL0AS+gRsZNmbpgYHCe+AxtEIsgD/3y3V2PvCbeYnJGMXsa69vFZwAocgRoAF9qaO4jQGOsNBKgy13RFUtXic/QjtKykPgGAED2jDjfecWK9Qe7tWC6TQ+P1CMCNCdv5MZHH3wyNDQkPkMDJCNIRVV3vLJTvMXkjN7ojkZrxWcAKHIEaADjNH/RmtqGXvEZEKeRAA0AyDmX3cl94cSM8groki9SdTzRPPz2gwRoKWabX3yDBsinEACaVVnV2tk5JRZvFF+CDCJA57FoRYv4BhQzhzOqmD3iM6AFh27QZa4Yh9fLMpjc0Ypm8RkACoylNFjXNCA+o2iN8gzo9CP3PPV8+jDoEgI0hMmnEADaVFXdvuO7N7y059nLv3l5JNogvgeZQoDOVy5P4pzzvsVpCYXEbPM3NHJBMfLSoQN0a8fUMldMfGQxq2ucdPGl3xWfAQD7M5g8JqtPfEaestmDO++9f89Tz+956vlDH+K8YsX6PU89P7wyE6AhR76DANCs3t7pr+3d++GbbzzziydaWieL70GmEKCBjAnFW+zO8Vc2vVH1BavFXwUwDpzCUUhamnuaGrvEZwAoEt+4eMfV39spPgNADsl3EACaVVnV+r1vf/fFp56+dNul4Ui9+B5kCgEayJgytcJcGhSfAeQeAbpgGC2ev334+ufvvSK+BECR0Ckqb+kDCpti9lyw/bZ7H3o95c5dLze0zhBPIQA0qyLZ3N4+EIlx/kZBIUADACaKAF1IFs9fMn/OIvEZAIASg1OnOM02n8tdEYk1VCSafcFqe3mYZI+8M2/J8XfuermhdfpYg0U43nb9rU+6/bXi6QRA8Sh3hsU3FB4CNAAgA2jQ+a6qsslmD4jPGCuzjaNjARQsveIqd8WqazsnTZ41c9bSOXOXTZu+sK19MBytt9j8OkV+ITAaFnvo+luenD533cGqxKbTLj/vkltG80EAxUkxe3P2uZobOt5+8qfiL7nwEKABABlAgM53qjtmtHjEZ4yJTnH1988udYTElwBAxukUl8MZaW7pW7z4yK+dds7l26+55qrvbbvwsg0bThycMj8abzRZvOIjgdFIHcFx3iU3HzT3dMy+9Se/Gn6Zs8Ue/s6Nj3FSB4CU733nR5P75+bs03l9FeIvucDoCNAAgIwgQEOEYs6zaA4Ao2SyeiuSLXPmLNt24WVPPLb73Tff++j9j17/7Rt33HbPxo2ndHZPc7krdIpLfCcwSs0ds1NnQK/fdMGIMKGYvRdsv3363KPTH5m3ZNM1NzxsdYTTR3CkHnP08Rfccu/eex96Y/iDARS8MldMp6jiMzBuBGgAQGYQoAEAyCB7ebilrX/9+s3373r4r3/869A/h4b+NfSfv//7vbfev/KK6+bMXRaJNeiNqvhOYDQ2nXb5NTc8bHWEDtYm0sW55Ks9ekSAHnGhNAAgLxCgAQCZQYAGkA1lrtjk/rniM4Dc8/iSPb0zTjv17F89/9LQP/499J+hlM//9Pltt9y1bNm6mrqucd+NsKt3VlVtl/hrRJEIx1uvv/VJt7/mEG1i+Jkbw0/kGBGg12+6UDyjAEChUszeK665fe7CDL/FREeALiRlruhll15l4CII5KdyZ3hq35SMPy33iM8xGjSAjDOY3B5fpfgMZIq9PCK+IV+4vcme3hmnnLL1hWf3/ufv//pvgP730Od//Py9dz5au3ZTdW3nuP+o4/Ik+HcxETV1naonIT4jXzR3zD705c8p6bsODr/94IgAzckbAJA9BGgcnk5xTZ48S3wGDsvtqxyYulh8htYYjKrPV5HZ5zRbfa1tfTToXCJAZ4rLkzBZfeIzACCz5i086lcvvSs+I1/Yy8LNLX1r1x7/03vv+9Mnfxz6x7+H/jn0r7/9881X37ru2h/Mmr00HK3nCA4pF5yUsQplAAAgAElEQVR3SV/fbPEZ+WI0V0CXfHHhc7iibfjtBwnQAJApp2+5/LHdb2w+5b9vJVm6YtOuh3/lDdSWGFxLl66ZM2fZIQJ06uc+tvuN9E8pMbis9vAd9zyZ+nj6afen6QBdWhbme/IoSDZHKJ5sFZ9RJEh4OUaAzpSa+h6HMyo+AwAyTuRP+GeetsVeFhJ/7WNltHhjFU0zZi7++rkXPXjfI6+9/Po7b7z7q+dfunHHrevXn9jeOaVcjXETQuSD1JnOt513yc2HLiOpxHzvQ2+kD4MuIUADQEZFE2337nq2pWNGqh2nW/ODP3vwxhtuPliAPn3L5Zdd+d83prR3z0416NSDU905mmjb9dDeA5ZrnZYDdLK649Y7Hrh35+MNzX3iYwAAo0SAhmZ5A9XiGwCIMNv8H7/7dnNzr/iSsdIprtKyUH1jz7x5K07Y9LXzz7v0mxd9a+uWC448cmNf/+xQpM5o9oiPxP4MJndtQy/fGxjGVfJFg773odfvfej1W3/yq4NdDT1vyaZ7H3pjeGUmQCMHTFaf+AYgN9LVeOmKTTfe8rDti+/2Df/RER05mmj78b1Ppq96Tj9mxMeHR+rhNB2gZ81d9e+hoaGhoSNWHCs+BtAaR3mIP9FCmwjQ0KZpM5cPDQ0JDlDMnpaOGeVqhg8aAlDwUg06Udna2TV1cMr8qdMW9g/MaWqe5A9WGy1e8Xk4IJ3iCoTrxGdoxgHyx6bTLi+Sewnay6PrN5yimL3iS3AIRouvtW2Af03IEostIL5hhKUrNj22+42HfvHblo4ZI37oYAF610N7U+dspM1deHT6Uuj00+ZfgE5Utd982313/+Sx+qbJ4mMArTnt+I01VU3iM4ADokEXtvw9bFT2Cujps4987qXPtnzj2+JfBwD5yGjxljmjgVBNJNbg9iZt9mD+/mqsTTrF5fVXVdd2Ot1x8TEF5wDto3gCdInB5fFXiW/AYVGfkT1nnHZ2OFIvPmO41OEbB4zFo7kC+mAfP+AV0DqNB+gSzoAGDo6/ckDLii1Au70VpY6g+IzcKFfjjS394jPyUX3TwO33PjN7wTrxJShOeqNaWhYWnwFok05xNTZPvvDCy++9+75TTz07EmsQn1QAjBaf0530ButLy6J6ozo8RsxbcvytP/mV2z8yZABAQbI5QuIbRkhd0XzAewaO5gzoEoPr5K9d3NIxYzRnQOdBgAYA5KNiC9DxeL1TjYnPyBmDyS2+AcBYlblifPcIOBijxbP6yI3/+N9/DQ0NffS730+bsUh8Ur4rdyfqmqcMzFg1Y9767r4lscrOgr+81GByGy1evdEtvgQTEUu0Tpu5THwGkG2nb7n8sd1v7H8AdMkXAXr4URvpQzZSPyt9/kbq8amLqVMfPGDRJkADALKi2AI0AECbDEZ1St80s5WDknEYRotn9eqN//jffw4NDX30/u+nTSdAT4jJ6q9vnnr08edfu+PnO25/+sLLbps5f0Mg0jz8OujSsnC8skM8wWSETlF9/uSkrv5ZU2d1tU92qTHxSRi3+YvW3vfg0+IzgKxKHdwcS7Tdcc+T+1+wnFk6AjQAFID6pskavAERARoAoBEuNSq+AdqnU1wNTb0XnL/97jt/dsopW4vqCA69UbWUhiz2UAaP+HN6KgdnHvmdGx/7+VMfP/LMJ/f94v3Ttl5b1zzFaPGlk0Qo2rjoiOPEK0xGlDsji+YuvPuGa59/8O6bvn3FjCkzLTa/+CoAOKDhh2Yc8MjmzCJAA0AhOPGU8/yhWvEZ+6NBAwCAPKJTXB5/ZVVNR3lRHatl9lQ3DE6ds37a3A01TVOVDF3W4A83zJy/4cYf73nkmU8eeeaTh3bvO/eiHzW1zzTbguLlJRsSiYZtW8784ytP/8+bz3/68u6Tj90YCnHXQQAatXTFpvSRGqnTMx76xW9bOmZk6dMRoIE8EwzViG8ARo8ADSDj9EY1WdXmdMfFlwBAYYgmO4//2tW7nvzsvt1/OvGs78SrezPytHZnrGdgycVX3nX/4797aPe+H+96ecMJ2yrr+gr1GOhERcOFZ50xPEAHgwRoAML0RrfTnYxXdtQ1DSSru1RflcHkyfEGHQFaC1qbu84+5aT/3959v7dZn4sf/wNiW8OyPLRlSZbkvfeKY8eJ48TZJGTgJCSBjAZqRoFCGaFJGA2j7Nkw2gKBFNKUQoFCKBRKC+0pSdNJDz2nPT1tr/bbHnroaf39wcSRZS3L0nM/j/TO9foBFOnRreVcfuujjzJ1TzpToaetc6H4GBnD568/9d67Z63aID4JkCACNICUWzR81i9/9uuHH/pyvrlUfBgAyACN7Uvu/+oP3jgx/saJ8YcP/6i1e0VKDptnsAere5adteuya+677sYvn3/B/p7+NVZHVY7Olu7YIaLYUrZyZOUT993x1jee+tLtNy8aZAsOIPPl6mymQq/4GFHH09u9/uaBBWvPOffiXRdcu2X7ZQsXbwhWdeYZFH0jkACtCp+7eOz3P369pro52hnKgs15Brv4nMnJN5fyTesplKOzbly/pdRTIz4JMMHlqTUWuGOcgQANIOXWrN3ym1//9sVvfruopEx8GADIANWNg/tuO/raj/51/Ef/uunuF+pahlJ1ZL3J5Q20NrYuaukcqWnotzprMrU+z8mz5uisTldFb1f/osHhrva5FqtffKS4LPYKc3GZ+BizV1vX5fXVi4+BLGR3VrW1D4qPEU2RJdg3f/U119/92pu/eP+nf37rB7+56dZHFy7eaHfXKDkGAVoVjCZXjPo8J88SqGjVboBOwkOHnlk4vFZ8DACJGB5ZH3vvaQI0IChXb6up7xEfI+UKCj39A0urazvFJwGAzFBoCfYPb/70Z+8du/K+wSVbi20VKTqydU6eNVdvM5jc+WaPzujK4Po8KVdv1xkcuXpt3NKBwVX1TX3iY8yeqdBjCPlySwATfIHWdaMXvvTaT/768fjf/zX+P/83/r0f/nbr+VdU1fYoNsP0+kyAhirUN/UVW7PoGz+AjEeDBhQQ8b3qXL2ttqE3R2cVHw8AoHKmIp8n0OYNthcUp/DDJfLxBQCyWVVd77nnX/7OD3/70T/H//6v8b//a/wnv/jbnrHrG1uUW7VNgAYAKIEADSigd97S2B9HAABAcfLxBQCymdffcvbGPd985cd/+fv4R/8c/9s/xr/7/Q+3bL+soqZbsRkI0AAAJRCgoQk5Omue3iY+RtJytTw8ACATyZcXKGBoeO2yFaPiYwCIqLAk0DNvxRVX3/bit99/98f//eqbP99344ODi9bbnNXKDBCxPhOgAQCpR4BWsyKLf9O5F4qPoQbLl61dd/Ym8TEAAMgU8uUFCli2YnTtuvPExwAQUY7O7vY1zh1Yte6cC7bvvHLjlosGFq4tK2/LMzgUGoAADUArDCbXyLIN7GGqXQRoNTMX+9auP098DDXI0VlZRAwAQIrIZxcAwJw8a67eXmQJ+oKtNfV9gYr2EntFrt6u2LUToAFoRo7OWlHdIT4GZoMGDQAAkE3kmwsAQFa0+kyABgCkBQEaAAAga8hXDwCAOAI0AEBRBGgAAICsIV89AADiCNCABvT2LPjeq6+IjwGkBAEaAAAgO8gnDwCAuBj1mQANqEhRiW/J8ErxMYCUIEADyDyBivbuucvExwAAlZGvHgAAcQRoAIAAGjSADJOrtxlMLvExAEBN5JMHAGSbNevO37x1THyMMARoAIAAAjQAZJUSa9nwwhHxMQAoSz55AEC2ufEL9z/w8NPiY4SKXZ8J0ABSw+GqKCz2iY8BVUlfgO7pXy1+6wAAYXQGu9dXIz4GAAXJJw9oV019b++8ZTk6m/gkAGaPAA1ACR0d/T5/nfgYUJU0BWh/Rcf4+Hhlba/4DQQAIGO43eXiM0CD5JMHtOvV13/0i1/9sbyqQ3wSAJOKLAGrozKJCxKgAQAy0rcCurDEL37rAADIJO998yuNda3iY0BT5EMJNO3sDTuvvPoLBpNbfBIAk0ps5Q53zUwvFbc+E6ABAGnENtAAAGhCYbFHfAZojXwoAYCs5SytLbYGxceYQIAGACjEZC7VGx1hJ8YO0Da7v7O1W3xyAAAAzJB87wCAbNbSvtAXaBYfYwIBGgCgkIrKFrszfPvI2AG6tLRi2dBi8ckF2Rzl1193QHwMAACAGZLvHQAANUikPhOgAQBpxBYcsdkc5fv23iA+BgAAwEyE14et2y6sa+gVjyAAAOURoAEAwgjQAAAAGSe8PgTKW4pK/OIRBACgPAI00ihHZxWfAYAm0KABQFxzS9/DDxwSHwOZZ8PajbW1beJjQFnysQMAoBIJ1mcCNJJhLHC3tA/m6m3ikwBQPwI0AIjr7hl69VvfZgEBUq6mptXuCP8GCGQ0+dgBAFAPAjTSK99cKj4DAE0gQAPIWpU1nRZ7UHwMAEgd+dgBAFAPAjSAtOjpWbB18/l6o0N8EmgFATo5lTWdFdUd4mMAScjRnTEnz5Knt+bprTk6a9jp2aDEFuQ9ewAZRL50AFnigbvvH5y/VHwMILbE6zMBGsDMPPvEk7//5c+amnrEJ4FWEKCTk6u3sdMRNGoiMdcFS4/u7fz7cwv/cWz4/76x+F/PL373rnlD7f5cfRYFaADILPKxA2lSbOE7JNVl0dDKQLBJfAwgNgI0gHSpr+9avnQNXQwzQoNGym3c9Cm3t058DESUo7PsWl79z2NDt+5qCnrcPpe3IlBRXlY2tqbu468vum+sJU9vnc3xP7Xz0729Q+I3EwCyjHzpQPpc/dlrvL468TEAaAsBGgCgIgRopNy+G+6qrOkUHwMRWUvsHzwy8PXrO0sdTpfNVVVe1dfTFywrd9ldnz+34eOjQ61VntkcP1jeZGVjZQBQmnzpQPoYTW7xGQBoy4zqMwEaAJB2BGhMMBeVFhSyH27mKyiwffe23hP3z6sqczttrmBZsLWp1evyel2uZ67u+P0Tg2Vul/iQAICZkC8dAABVIUADANSFAI0J5cH6QIB9MzJfjs4S9Ljev2/eH54cvHZT/WBroL+lYs/K2p8+1P+HJwcXtvnZAxoAtEa+dAAAVIUADQBQFwI0IO7H73y/orJFmeua+BLCHJ2lNlC6b2vDSzd0v3pzz10XNM9r8ukM1om/Er9DAAAJk88cAABVmWl9JkADAJQw2aCNBS6DiU/fI3vl6m2tnYty9XaFr3fPrjGTOSv2P8kz2Nav2ZgjPQYA6IyO9q6FeQalf+CngXzpULNAeUtza7/4GMgS+2642xdoFh8DUFeA9pe3DI+sl/7HEgAgbzJA773685/77LXi84hYvHiN+AxQA4e7RnyGDGYyu2+4bm+e3iY+CQAUWwPiM8yafOZQOWOB21zkEx8DWaKqtjtHZxMfA0hlgM7RWRsbu2bzb5XB5LLYy6X/vQQAyJsM0Dk6a47OKj6P8oosZV9/9hvGAlZ/AwCAVErzL93ymQMAstzjDx9qbp4rPsakJOpzrACdp7f19izIzkwAAEgttoEGAABIOZ3RsWrNVlOhJz3Hl88cAICd2/f4yurFx5iU4gANAECqEKABAAC0Rj5zAABUJbn6TIAGgDTKz46v/EoQDRoAAEA75DMHAEBtCNAAoC4Gk6u5bX4uX4R1GgEaAABAO+QzBwBAbQjQAKA6bKMfigANAACgEfKNAwCgNknXZwI0AEAhBGggHVyl1d6yevExoGkGk0t8BgAqI585AABqQ4CGEvIM9sq6fvYTAJAcAjSQcnqj4z9/9au//O6/iq1+8WGgUVZHeU/fEvExAKiJfOMAgAyWo7OV2MrFx0hmcvUH6BydtatniO/j0rqC4jLxGQBoFw0681gcFbWNfY2tg15/U57BLj5PtsnRWW+/5Y7Hv/SYzugQHwbaxfICAFPJNw4AyGCBirbtOz4jPsZMzaY+K7oCurDYJ/3vKABAEgE6w1gdlSMrttx826N3P3Bk+87PVtf15ujUnrEqazpGN+0WH0NJc/uG919/E28PAAASI984ACDj5ehs4jPMeGatBGhkhh07LymxBQQH8Acbrfag+P0AIAkE6AzT0DJw+91P/vSDj37+7//78vGTw0tHTYVe8ali8/jqBwaXi4+hpKuvuv7Dn//KVVotPgmA6QIVrTZnpfgYQAj5xgEAUCECNBT1/Xfeb2juExxg7IJLFgwuFb8fACSBAJ1h2rqGH3/y5V98+PEvPvz4e+/9x6q1O4qtvEGoOrl6m8OVmrxlsZXV1rQUl6j9bQZAQ6yOCjOfE4WKyAcOAIAKzbI+E6ABAMohQGeY8qqOsUv3v/3ef/zw5B/u/9LR7r5l+nyn+FRIk2KLb98Vl/7wW89ctmd3foFLfB5oQkfH/JZWyYULAGZIvnEAAFSIAA1AkrO0RnwGaAsNOpPo851NbYMr15x39sY9cwdW2pxV4iMhfaoqGt8+9tU//Pj4S08+XFbGD38kpLDEZy5mybyicnRWvlUSyUo+TKxasrSrrUe8jwAA0oQADUCMPt85vGSdzugQnwQaQoDOMLl6W5HFb3VUGkwsic1wBWb3p7ZuPfbYfedu2KAz8pWGgEo53NWVNV3iY0CbkqwSNnvgv9994eWv3CveRwAA6TD7+kyABgAoigCN6XJ0VvEZkAhDvqO0tJL6DKgcP1SRlFm1ibbmzjJfjXgiAQCkAwEaAKAxBGiECVS0Lhw+W3wMAACymHzdAACoFgEaAKAxBGiEydFZ882l4mMAAJDF5OsGAEC1CNAAkCRnafW27ReKj5GdaNAAgHRze+sDle3iYwBaIJ82AMTg9Tfdc/8TI8tHxSdBdkpJfSZAA9C8Ky/7XEVVSxIXtNrLxYfPTgRoAEC6WR2VLk+9+BiAFqQzW+hs5VVt4vUE0LTBhWf95+8++tKjz4pPguxEgIawHJ21qMSbZ7CJT4Is53JX8WU72kKABpKjMzoMJleunn95IcnurhGfAVnOaHJVVrWKj5Ep0pstzhndOT4+XlffIx5QAO3S57sWDp8dqOC9HAhIVX0mQCNJOTrrosFFD9920+jZ62jQM5KrtxlMLvExAEEE6DC5eltrxwLeR0FcY5dcd83eW1taeguLveLDIDuV2Mo3bh4THwNZzmhyVVYToFMlveXC7a3bs+fyPINDvKEAAJJAgIYwo8l5y96rTx4/duzx+0s9leLzaIjHV9/U2i8+BiCIAD1doIJfpBFfjs6aq7fp8x3ikwAAMoJ82gCygc7o3HbeRbUNveKTICVydLYiS0B8DIVuLAEasnJ01qWLRp68/4vnjW7SGe3i8wDQFho0AACANPm0AWSDhuZ5f/zj36+97qD4JEiJgiJfe9ci8TEUkML6TIBG8nJ1Vps9QH0GkAQCNFIrR2cttvjExwAAQDvSFSw2bx3r6B4W7yaAqnR0DZmLy8THAGaEAA0A0DYCNFKrxFrW2zMoPgYAANqRrmCxa8+VvfOWiXeTzNPfPzIyslZ8DADZgwANIJzO6CgsKRMfA0gQARoAAECOfNdIUDBQ/9wj97pcFeKTiAsEmyur28XHAJAlUlufCdBAhmjrXLhpywXiY0C7nKU1ZcFmxa6OAA0AACBHPm2Eumrswjv2XZfIiQAAZRCgAQCpV1hSZrGXK3mNNGhAGTX1PTX1PeJjpIM+3yE+AwBojs7oFO8aYbo7+l45fCh0mXNBYenTD97Z0dojPhsAZCcCNAAgExCgAWUUFHkLirziY6RcQ0PXpWOXiY8BANpidVQ0Ns9TuGJ0d/Q9ce/tBYWeOZFa85w8q87ouPuG61eNrJg8ZcPqtRMXmdyCY+I8F+3Y8fJTh9469kTomQEAqZXy+kyABgDIIEADmKX8Arf4DACUpzc6/vrhTzva54lPok3WHJ3SISNsOfNVYxdevGtn2Hkmi/OcqT06LEBPj9cAgJQjQAMAMgQBGgAAJCFHZ73z5ptd7krxSVLLX1Zz4uWnZnOE8uquXL093tlkWkZodN6weu30zZ1DI3XoKumwAD29XANIXJ7Recl1X503vE18EqgcARoAtKqipttYUCo+hnoQoAEAQETeYNt9jx23u2rFJ1GS3ujYun7dbI6wYPFGU6En5nnEWkboLhwRV0DPCfnWwdCvHwwL0Oy8AcwGARqJSEd9JkADgEL6F6wttgbFx1AVGjSApC1dMeopaxAfA8CcPIvVHszVWWd6qd0Xf+GaA48lciJSRyxnBAP13/zygx2tPZNBefp5JhY+B4MNoft1EKCBxLn97V985N37D/90UlhrjhGgN+8+OHGRLz76ntVZN3Gi0ey78d7XJ05fv/3z4jcQyiBAq52p0Bus6hQfAwC0ggANIGnlVe1FFr/4GADm5Fn2793fNvMdmVs6Rx478l7oMuf8Qu+dD7/c2LZI/BZlKMmcMZGPP3fR2HOH7okWkSfO89axJybXSs8hQCMjeMoaahvmpvtaJuLyRCaeKNHTQ3O0AL1598GLrnl84r/rW0cmGnQiB0RGIkCrndvXsOrsncldtqV1XrGlTPwmAICSCNBAxuidu9jnT/165Fy9VfymAYgrJ9Ly52Vrdh9+/lSYoaVbJ8+weuX6N9/5MPSUZWt2337/C6ZC7+QWHDqj47qbvnLurr2PPv2DsItj5oSLxobVa9869kTsTZwnzhNamQnQyAC5ervO6Ez3tbj97Tfd9/rk4uXQpjwpYoAOu+DkeRI5IDJPmuozAVotCkt8uXqb+BiA2uiMDp3RIT6GJuQZ7Jr7MUKABjJGkaVMn+9M+WGXj6zylWXXJrBAJtl98Re27b5+Tp5loiOH5WOdwb5y3QUTxTnsPGEB+tFn3s22/aDTQD5qILUKS/x2V7X4GFCPsF48tOJTiQfosI07JvbumFwKHeOAyDwEaADZqKGpr7GlX3wMTaiv76ypaRcfY0YI0ABiyy9w5UjPACBpsQP0nKl7bjR3LJkMzWEBeuIgmB35qIHU8pQ1NrfOFx8D6jF9wfL0XZsTWQEd44AE6GxAgAaQRkaTS3wGNTCZS/MMdvExsgoNGgBSJVDJl5FAXeIG6Dkh3zoY+vWDYQGanTdmTaFsoTM4zIUemz3odlfa7IGCQk+ewSEeU4AsEbZl8y0PvV3TPBzxPLH3gJ6TZ914/oGa5mH2gM5C6avPBGgAFn2+s6G5T0d4zbPcddfDe/ZcLj6GSkTczzHlCNAAkBJ5BvuCxZt4GxWqkkiAnlj47Au2hX79IAE61ZTIFkaTy+Oprq9t62jt7Wqf297aU1fbWlpaZTC5xJOKwvIL3OIzIDsZzb4b7319cg+N6WeYaMqhW21MbrKxeffB0P03ph9w+npqZB4CNID00tzewWmSZ7ArU11F5JvdXl9d4ucfWX5Oc9v8dE9FgAYAIFMlEqAn/urw86cmN4OeQ4BOMSWaRX6Bu6K8sa974KxlK88b3bR769bt54yuGlkxt6s/GKg3ZlOD1uc7hwaGaNAAZiNXb1u59CxzkVfJK62p61m5agsBGgAwK3ZnRf/AksTPbyxwK7CSjgCtHnl6m69sBm9RAAAQ22SAnpNnWbZm9+HnT0XczXnir0IrMwE6pdLeLHQGR6mnam5X/7aNo7fuvfrpB+889tj9hx+44+C1V21et6G7o8/trtRl014cemMW3VgoLEdn0xldxgKvqcifb/bp8t25erv4VGlVbPGLzyDC7qxQ+BpdnrqG5n4CNAAgAxGg1cNqD65euV58DK2w2PxfeehBPj4CAFA3JZpFQaGntqZlxeLlB6+96jvPfvnU68d+8eY3Tx0/dvxrjx+48vKli0aqq5pN5lLxmgNoXa7BYS4JOr3N/sq5FXXzA9V97rK2IltlntEpPluabDt31//8/ncOV5X4JNkgrftvEKABAMJo0NAindG+cd2o+BgAAMSkRLOw2gKtzV1b1m148r4vnnr92AdvvzjhJ8e//vhdt5yz5uzmxs4Sa5auYQRSJdfgKLHXlNcOtPWuGVhy3tCKPYNLd3b2b6huGrKXNuYZM3Ojm8am3hs+f2Ou3t7RPXzRpdeH3yeZvvpbYQRoAEAmI0ADAACkgULNwuEs72jtPW9007OH7vn5G89/8PaLH384/sHbL/78jeeffvDOLes3trV02+xB8bYCSCkLNHnKGmZzhBydzVwSLK8d6Fu0dXTnTZfvf/q621646qbnto/dsXD5p2pbFpfYqzO7xvrLW+fNXxl6SnVl09KhJeKDZYx01+dMCNC5enu+2SM+BhKRo7PW1Pfw/ewAQhGgAQDQNJ3RaXfXBqu7q+rn+YLtRZYgOxSpgHLZwmL1tzR1ja5d/+W7bz352tc//vfxD95+8YO3Xjzx6tFHvviF9avXNjV0FJf4xPMKIMXqqLDYymdzBJ3R5fQ2t/auGd15422Hvv/kS3868trfDr/y53ueOLHz0nt7Bkd95d2GAo/4LVVYVm0un24E6Pjs7pr65vniYyBBztKaHJ1VfAwA6pHaAN3WudDuqhK/UeJMhZ6W9kHxMYDYdEaHzVEuPgaA2dAZnYHKrv6FG9ZtvmzzjmtWnH1Be89yq7NafLAslKOz9g+uPP2/ymULk9ldXdU8MrRk3xWf+cl3/nTytaM/e+P5E68e/dYTD1976cXDg8OVFY35BW7xvAJol7HAW1bZO7D4vMv3Pf3kS386+sbHR9/8x9E3Pz787b/su/OVJWeNVTUsMJfwOQMkjwANAHHkGRziM6hZQZHaPyOS2gAdqGgtsvjFb5Q4fb6zLNgsPgYQW1/f8FVXXCs+BoDZsLlq+hasu+bAY8+88LNjr/3m0OF3zt21t75loaHALT5btrHYyx946CmdUeklgXl6u9NV0dHae/GeR6/7zCVfuu2mJ+69/eFbb7zmkovWrljd3tpjd5Rn9uYAQLqZivzltQNDK/bsve2FI6/97eib/5jwtdc/uuWht1dsuGJiFw7xOaFRCtRnAjQAbSsta7rl7mf5mGc0hnxn/8CIIf7Cu6MAAA8gSURBVN8pPkls7MIhLt/s7p+3WIErMphcBpNL/PYCAFIlUNm1dvSSw8+fevPH//vd9z9+/b2/3nLPN+Yt3GBxVIrPlsWUjhf6fGd39xUdrT3Dg4vXrTxrdO26s1eetWj+cFtLj9dbrTc603OlrsrqTvFwAyjAaPYFqvoGR3ZceeOzh1/589E3J1ZA/+OZV/964z3Hl669pLpxqNBSIT4nNIoADQDxubwN4jOomSY2vSFAiyuylK056xwFrqh33tLeeUtTdTS9yVXTtHDugo0NbYvzC33idyMAZKHKur5ztl159JVff/f9j7/7/sdv/Oijex89vmDJZqenXny2bCUQLzxl2w35ToejvKK8oaG+vaWxs6GuvTzYYHcE01Sf5+RZS2zlI8tHxcPNLG3e/tnGtiHxMaByuny3u6ytc976bZ/+4j1fPXH423/52usfPfPqXx868suxqx+dt2irv2qu0ewVnxMaRYAGAGQFAjSSU9O44MCd33zu+J/uOPTd5s5lmni7BQAyjMffMrJ654NfefP4u//vjR999OIb//W5/Y909a0yl7AjlhSly4WnbPvEf+Tp7fkF7qISn8XqLyr2GU0udt6ITZ/v/uVvx6/ce5/4JFC5XL29yFpZ1bBw4fLduz5z3747X77l4e/dcM/xsasfW7buM40dy22u+jy+kQ9JUaY+E6ABAPII0EhOz/z1z772x5ff/ecLb380tHxHrsEuPhIAZBtzib+5Y8nm86+5+c7n7j707c/tf2Rk1c5gdXceP5NlKF0uJuszklNQ7M/R2cTHgPrlGZ320sbalsU9g5sWrx5bseGKkbWXzFu0rbFjeam/XZ/P93wiSQRoAEC2UHmALijylgWaxMfAdHUti2576PUX3v7ogaf+ra1nFSugAUB5OTprib2yrnlw7uC6+cOjnX2rglXd+Wa1fwdy5lI0W1CfASXlGZ0l9mpfeXdlw4La5uHqxiF/1Vybq576jNkgQGcdq6OCL1IDkLXU3KDrG+fu2Hmp+BiYzmj2NHUsXbD0vLaeVYWWoPg8AJA9wn5zMZjcJbYKu7vOXOKfXPtcYvXzC46yFG0W1GdAebl6u8HkMZcES+zVhZYKo9nLzhuYDcXqMwFaRZYuP8fhrhYfAwBEqDlAQ81ydNZcvY21zwCgsKceeaSzoz/2eZqae83FXvFRs4lyzYL6DAAZgAANAMguBGgAADSk1FPNm38Ka++YH/MMygUL6jMAZAYCNAAguxCgAUANRs+92BtoFh8DQJj8AvfY2GdjfrWjQrWC+qyMPIPjgguuWDi0WnwSAJlKyfpMgAYAqAIBGgDUwOWpi1m4AKiTQrWC+qyY6tquf3z0z++89rb4JAAyFQEaAJCNaNAAAABJUSJVUJ8VNrhgZWV1h/gYADIVARqpZy72Zcw3UJdXtRdZ/OJjZLb5c+d3tnWLj4FsQ4AGAACYOSU6BfUZADKJwvU59QHa5an1lDVI/wOMcLfe/tCyFeeIj5ESzW3zrY4K8TEy24lXnn7h8XvFx0C2IUADAADMXNo7BfU5rsISv/gMyB76fFeewSE+BsQtW7nZ7qpO7rICAXrjOdtSaOu23Vu3707tMTF752zaLj4DNGTb9l3nnrtDfAxkmx27bhKfAdlAOhMAAJBCaQ8c1OcE7qLGt945VWQJiE+CLFFV2+31N83mCG5Pba7eLn5DMEtnb9jl8tQld1mBAG0yuwAAEOcPbhCfAdlg85bzN285nxINAJrW2NJvc1aKjyEt7XWD+pwgX6BZfAYgcb1zhwuKvOJjQIry9ZkADQBQQkGhu6DQHfdsNGgoafOW86XDAQAgScYCd47OKj6GtPQWCuozkAFY6YzpCNAAgMz0pUNP7tt/a9yzEaChMBo0AECz0psnqM/Ici5PXbE1GHpKV3vfJbs/JT7YjFhtge6OPvExoDYEaABAZnKXVtkcgbhnI0BDeezFAQDQpjS2Ceoz0NW7JFDRFnrK4gVLHrnzVvHBZkpvdIrPAFURqc8EaACAihCgoTwWQQMANCiNbYL6DAAZjAANAMh2BGgojwANANCgdIUJ6jMAZLa4pXjpwkVGk4sADQDIZDRoKIwADQDQmnRVCeozAGS2RErxAzde4/NWE6Bnb8eR8VP7O0WuemD/yfEjW8TvAQBQLwI0FEaARiinu3LDus3iYwBAdOmqEtRnAMh4UvtvEKAV0XnwxPjRTWYXARoA4iJAQ2EZE6BvuvEOt6dWfAyt0+c7guWN4mMAQHRpSRLU52jaOwbXrt0iPgYAzJ5gfdZ6gB7Yf3J86p9EynLSAXra1R3ZkcQRlA3QO45MTnvyYMf0E6ffb50HT8zgzgQ0IfqL98wTfnx8/MzLc9ORCC/wiCdGeZWFHTz01XT6/DP+ASJj05HIt67jwKnQe/TEgYFIFw+5cyLf3ggPjT/4maknht57U88vfx9Ge/TPzBl6z0S7M0MuEvsHb+TDJnjx6Nce47BxRbtsIscMeTRDRkrkqRXtPIk9LcNlTIDuH1imNzrExwAApFNakgT1OQZ9vrOwuEx8DACYPQJ00pLrubMK0LPLxwoH6B1HPll57TJNpIcIycPVceDUmYiz5WhIvxjYfyTC+QENivLS23J0fDz09B1HJovVlqPjIS+f0387/UdH9FdZlFfTpiOfnLjpiKY+D7HlaIQAHa//hiT7kPs23kMzEaDPnHjmsRjYf3LqQbYcnXkwTaGoj37HgVOn/zvS02banXn6/jwa+5+nGIdN5OKxHsoY08YU7bKJHHPytRDh3ov31Ip2nkQuO13GBGgAQBZIfY+gPgNAliBAJy1azx3Yf3L8yIFP1h4e2eIKXaR24sDB0F+Gz6wIC49NiVzd9CuKdMCwLTgOnFlxefpoYUee/N8Z3JD4zowRaseRqGNEvpkTTe3MKjP5FYhAXBGf25FO7Dx44pOXVfjfhgS16BLYbyebAvSUO2HTkUQDtMk8cNtPI/1IjPxDTDXOjBf6czXSwvnpAfqTy8buv9EPm9DFo117vGljiXbZqMeM8jSY8pZPtKdW6GUJ0IAarFmzeezTV4iPAWST1McI6nOq5OrtZhZKA1Ax2fqcyQE6JCgP7D855bffyWWJU37TjrDgMe7VhV1RlANObVJnzn9mgWSsAJ3IDUlE5Hw2pUTsODJ+av+Bo9PK8pQxJtLz6QowpTIAahWtNU9/yZ9ZYzv1JZPQxxfCV31GeDWF7MuhrTdvIgboyT9R0ny0IhnnoYkWoKf9yFWVBNYCR7szJ29g3AAd8bAJXjzatcebNpaEVj2HHjNagA791zPaUys8QEc6TyJPy+kI0EByWtsH5g8uFx8DyCYpjhFx63O+2SNeTLTCYq9o71okPgYAREOAno3pe0BH+ph2WGaaXOEYnp/iBqawqzu1vzPmFUVYtRf++fHTv07HCtDxb0gi99WU3QCmXNHU408mgNC/mjre1FIfdTkboCLTX7xR33MKeUqHRLT4b1BNfZVFfTVpVqRdI6bcvVH+9nQQjPbDKtJDMzVAdxw4Ff4+3OQf9UT88Ec/5Nky/a6bekrIot2YBTnKYRO9eLR54k4bQ7TLJn7MLUdPf6Yn4gsk1lMr3nkSuewnCNAAAC1IcYlIZO1zT9+yEluFeDQBAMweAXo2Ym4ZESWYnvkVfeqXj31SM+IF6AhbcEyeEu2A0T+Vn0iAjn9D4t5R4Rvdhg4c/YBnksH0MY5dM2+4oqrFRICGNiSzAtoUsioz/r4EEbaTjvhq0qzYNyHy+2Hh72PNaAuOaVU64pWq4xMYMR/9OCugpzwPpz1tpry3GumwM7h4tIdS0RXQ0Ux9myHuUyux8yT8Ni0BGgCgBanMEAnuvJGjs4kXEwCY4HBVmYt94mNolHh9zo4AnegK6CSuLuYVmaefnswK6Pg3JPbY0epzhKY2sP9kggH6zVPfeeuuO+4vKHQToKEFSewB7TKZJ9/1ifdmT4RXWbRXk2YlEaATWgabyBYcUani50+ER38me0CfycRn/oTdKJ+/NuphE7h4vIdS0T2gYx4q2YhMgAYAZL5UZgj2fQagRWMXXrZs2TrxMTRKvD5nR4CesnXyxMe3I+0BHfLlYFG+xShegI52wPh7QEfY/jJCgI6+B3Ssr2OKukIwwm/7HQdORVquOD1Av/q9p4/u2nmRSSUBCIgjys+KCAtXw57Ppzd8iN5eo73KoryaNGt6tQzbJv70307dESLCcvIEHpqB/SfHj12wYdqZdxyJXk5FxHj0I64FjnJnht6i8DMvWLD01W+9VFjijX/YJPeAjnvYePdAnFXPU06fssVNyPMhZAV01KdWlMuGnifqZWMjQANIh2JrQHwGZJCUNQjqMwBkIfH6nAkBOtIeGtOLxo4jZ5aGHQz7ZXj6/htRomr8AB35gGFbcBw4s1NHWPk6ferByCugo9+QKAOHHHPaB7GjfSb6zPxTf40P2wnkPGe5uag0+lUDqhJ9h/epO+dELomxKmesV1mkV5P2TPlWt9AbGLr2NqwkTv5v6N0bOQXOKEDHf7xSqKjEG+88MR79M/88hf6EjHpnnjlgeP8tKHTX1LaZYh42xsUTeijjHDa2aJeNfPqUfzKmLN+eulg+0lMr6mVDX1/RTo+JAK0tNmdlZ8+w+BhQj9r67rnzloiPEcbnb3jk0BM6o0N8EmSElAUI6jMAZCHx9JwBATpNBvafnNHWHEKmdG0tDAwACfMHIwVopdid5UtGzpp4mw0ZjwCtLbUNvZdfeYP4GFAPt6cmWNEiPsZ0JTZWQCNVUlAfPGXbqc8AkJ3E0zMBWoO2HDy9um3KdhwAkGFkA7TJ7LLY/eJ3ApRBgAYAqFgK0kNYevb66sr89eJBBACgDPH0TIDWopBdR05/nr2oxNvVs8BVWik9GwCkjHiARvYgQEPrXKVV4jMAmcFgconPMM1su8P0hc/mIq+5yCseRAAAyhBPzwToDLFy1YYfvPPelVfuFZ8EAFKIBg1lEKChaZXVba+9+FKu3iY+CZABmloHTIUe8TFCzDY6sO0GAKiT1VFpLPAocEXi3ZkAnTm6uhd87Zmjq1ePik8CAClEgIYyCNDQuqISn/gMQGbI0VnFZwgx2+hAfQYA1WpuW2B1VClwReLdmQCdUfimLACZhwANZRCgAQCqNKviQH0GAMyRjs6h/j9UYlDXF7cJwQAAAABJRU5ErkJggg==" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnuVyGPmDL60p_6avKY5OEXxmeis1-JBmJzo51aRxnw97BeKMj994t-uJJdqNQnHtAJGSfWm73IYvGZe7UIISAm0t6fOot6dcmpavquwj2VUxcKOFqBROKIknsOZhl5z_ayjczOPCilPo/s1600/IC3355+%252B+NGC4402.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnuVyGPmDL60p_6avKY5OEXxmeis1-JBmJzo51aRxnw97BeKMj994t-uJJdqNQnHtAJGSfWm73IYvGZe7UIISAm0t6fOot6dcmpavquwj2VUxcKOFqBROKIknsOZhl5z_ayjczOPCilPo/s1600/IC3355+%252B+NGC4402.jpg" height="240" width="320" /></a></div>
<br />
IC 3355 (links, schwach, klein und blau)<br />
NGC 4402 (rechts)<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3VPmZIByajQNiId1_D_Ls3Q8ztb89nkjICEjROvqIVyky6K22x2Uo3ij2o5mf-Dv2YV9rfVVnw4BJDBLT1o648qS7MxX40BrKtqFy-4_F-_P_snGjoT1fMvE6epyB-kqFng5RwJCViKE/s1600/NGC4413+%252B+NGC4388.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3VPmZIByajQNiId1_D_Ls3Q8ztb89nkjICEjROvqIVyky6K22x2Uo3ij2o5mf-Dv2YV9rfVVnw4BJDBLT1o648qS7MxX40BrKtqFy-4_F-_P_snGjoT1fMvE6epyB-kqFng5RwJCViKE/s1600/NGC4413+%252B+NGC4388.jpg" height="240" width="320" /></a></div>
<br />
NGC 4413 (links)<br />
NGC4388 (rechts)<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWQE0nh4c0tpC47q7FNWQikc37Q3EbawGLMJB-DhbDObmCeSof_8HrRJGGFLSY3D9ULWqrFQhASql8QsNluJXU1pvCFBbUdK94QKxw1yPG1JKqQvqiEhev0GeQZ_Ir7qBeodn1032NCoA/s1600/NGC4438+%252B+NGC4435+%2528The+Eyes%2529.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWQE0nh4c0tpC47q7FNWQikc37Q3EbawGLMJB-DhbDObmCeSof_8HrRJGGFLSY3D9ULWqrFQhASql8QsNluJXU1pvCFBbUdK94QKxw1yPG1JKqQvqiEhev0GeQZ_Ir7qBeodn1032NCoA/s1600/NGC4438+%252B+NGC4435+%2528The+Eyes%2529.jpg" height="240" width="320" /></a></div>
<br />
<br />
NGC 4438 (unten)<br />
NGC 4435 (oben)<br />
<a href="data:image/png;base64,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" 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Letzteres Galaxienpaar ist auch bekannt als "die Augen der Virgo". Davon plane ich noch weitere Aufnahmen mit höherer Brennweite zu machen.<br />
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Leo Bette<br />
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Leohttp://www.blogger.com/profile/04919798908471525367noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-67699497125159326682014-03-17T14:33:00.002-07:002014-03-17T14:37:22.381-07:00Verkehrte Jupiterwelt?<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDM8Kq8Wj7O2QZEEH3HZqWqDjqqvxa2LBbTGXK3A93M-kxTLzVPTlDysHN0oeWyKqe5yRYi49w3MdTAjHn4C35tYrJ6Ysd4bvjBn8s6wMbg_7JiU7glvwvEcRemVJt3xj1X45_8kxZynY/s1600/jupiter_20140316_G_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDM8Kq8Wj7O2QZEEH3HZqWqDjqqvxa2LBbTGXK3A93M-kxTLzVPTlDysHN0oeWyKqe5yRYi49w3MdTAjHn4C35tYrJ6Ysd4bvjBn8s6wMbg_7JiU7glvwvEcRemVJt3xj1X45_8kxZynY/s1600/jupiter_20140316_G_1.jpg" /></a></div>(16.3.2014, Aufnahmezeitpunkt 19.20 Uhr UTC, 10"-Meade SCT+DMK31+Grünfilter)<br />
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Am Sonntag Abend, den 16. März 2014 habe ich wieder einmal den Jupiter beobachtet. Zwei Sachen fielen mir gleich auf: Der Große Rote Fleck und nicht weit entfernt ein dunkler Punkt. "Aha, ein Mondschatten", dachte ich mir und ging zum Computer, um die Details nachzusehen. Ich staunte nicht schlecht, als das Programm ausspuckte, es sei zu der Zeit kein Schattenvorübergang, sondern nur der Durchgang des Mondes Ganymed vor der Scheibe. Ganymed so dunkel wie ein Schatten? Das hatte ich noch nie gesehen. Ich dachte einen Moment lang auch an einen frischen Einschlagort eines kleinen Asteroiden oder Kometen, so wie 1994 beim Einschlag der Fragmente des Kometen Shoemaker-Levy 9.<br />
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Üblicherweise ist es doch so: Ganymed ist der größte und hellste der Galileischen Monde. Wenn der Mond vor das Planetenscheibchen tritt, kann man ihn in Randnähe noch ganz gut sehen, weil er heller ist als die Randbezirke des Planetenscheibchens. Je weiter er vor die helle Scheibe tritt, desto schlechter wird die Sichtbarkeit, weil der Kontrast abnimmt. Wenn die Seeing-Bedingungen nicht gut sind und man nicht genau weiß, wo man hinschauen muss, übersieht man einen Mond im Durchgang gerne. Nicht so gestern Abend: Ganymed war auf den ersten Blick als <b>dunkler</b> Fleck vor dem Hintergrund einer relativ hellen Zone zu sehen. Das Foto zeigt, dass er nicht ganz so pechschwarz wie ein Schatten war.<br />
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Vielleicht war der Jupiter ja auch noch von anderen beobachtet und fotografiert worden. Tatsächlich: Auf http://alpo-j.asahikawa-med.ac.jp/indexE.htm , Auswahl Planet Jupiter und Datum 16. März sind ähnliche Bilder zu finden, z.T. auch höher aufgelöst als meine. Da ist nun klar zu sehen, dass es sich um den Mond Ganymed handelt. Also kein Einschlag o.ä. Aber verinnerlicht, dass Ganymed eine so geringe Flächenhelligkeit haben soll, habe ich immer noch nicht.<br />
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Einige Stunden später war dann tatsächlich der Schatten von Ganymed auf der Jupiterscheibe sichtbar - zeitweise sogar zusammen mit dem Schatten von Io. Auf dem obigen Foto steht Io noch links (östlich) der Jupiterscheibe.<br />
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Martin Federspiel Martinhttp://www.blogger.com/profile/12013048384195534003noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-48870158875481018032014-02-26T08:02:00.002-08:002014-02-26T08:18:51.698-08:00Jupiters SchokoladenseiteDie Opposition ist zwar schon fast zwei Monate her, aber der Riesenplanet Jupiter dominiert nach wie vor den Nachthimmel. Nach Einbruch der Dunkelheit findet man ihn in optimaler Beobachtungsposition hoch im Süden. Die Chancen auf akzeptable Seeingverhältnisse stehen somit nicht schlecht. Am frühen Abend des 23. Februar zeigte uns Jupiter seine Schokoladenseite mit Großem Roten Fleck (GRF). Als Sahnehäubchen zog noch Mond Io vor der Planetenscheibe durch, wobei sein Schatten in die Nähe des GRF fiel. Ein sehr hübscher Anblick im Bino, den ich auch fotografisch festgehalten habe. Die Farbe des GRF war auch schon bei der Live-Beobachtung orange, die Verwirbelungen des südlichen Äquatorialbandes in seinem Kielwasser enorm. Und auch sonst ist in der turbulenten Jupiteratmosphäre ordentlich was los...<br />
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Martin FederspielMartinhttp://www.blogger.com/profile/12013048384195534003noreply@blogger.com1tag:blogger.com,1999:blog-6101204573670346926.post-34734616080125077472014-02-12T12:47:00.000-08:002014-02-13T08:45:18.621-08:00Eine außergewöhnliche MondnachtAm Dienstag, den 11. Februar 2014 zogen abends hohe Cirren auf und sorgten für einen auffälligen Halo (kleiner Ring) um den schon fast vollen Mond. Das blieb sogar der Badischen Zeitung nicht verborgen und so entstand ein kleiner Zeitungsartikel, der von einem schönen Bild eines Mondhalos von Achim geziert wird (http://www.badische-zeitung.de/eiskristalle-sorgen-fuer-imposanten-mondring).<br />
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Cirrusbewölkung ist normalerweise nicht der Garant für ungetrübte Beobachterfreuden. Ich habe mein Fernrohr (10" SCT) trotzdem rausgestellt und glaubte nach der Auskühlphase meinen Augen nicht trauen zu können: Das Seeing war außergewöhnlich gut. Sogar der deklinationsbedingt niedrig stehende Sirius flimmerte nur wenig. Und blickweise war neben ihm ein kleines Lichtfleckchen zu erkennen, das normalerweise im hellen tanzenden Lichtbrei des Hauptsterns untergeht: der um 10 Größenklassen schwächere weiße Zwergstern Sirius B. Ich habe Sirius B bislang noch nie von zu Hause aus gesehen und erst einmal bei extrem guten Bedingungen vom Schauinsland aus.<br />
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Bei den Seeing-Bedingungen sollte es sich ja vielleicht doch lohnen, mal einen Blick auf Mond und Jupiter zu werfen. Leider hatte ich vergessen, die Taukappe (eine Isomatte) mit kühlen zu lassen. Ohne Taukappe drohte das Teleskop aber schnell zu beschlagen. Mit der Taukappe war das Seeing dann nicht mehr ganz so gut, aber immerhin.<br />
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Kurz vor Vollmond taucht der helle und junge Krater Aristarch am Terminator auf (unten links im Bild). Sein terrassierter Kraterrand ist sehr hell. In seiner Nähe nimmt das Vallis Schröteri, ein ehemaliger Lavakanal, im berühmten "Kobrakopf" seinen Ursprung. Die ganze Gegend liegt auf einem Plateau, das sich über das Lavameer des Oceanus Procellarum erhebt. Nach Norden schließen sich einige teils mit Lava überschwemmte Krater und Bergrücken an. Hingewiesen sei noch auf die auffälligen Dome knapp nördlich des Kraters Gruithuisen etwas links der Mitte am oberen Bildrand.<br />
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Eine andere lohnende Landschaft bei dieser Mondphase ist das Mare Humorum, auf dessen Nordrand der große Krater Gassendi liegt. Bei Gassendi fallen der mehrteilige Zentralberg und einige Rillen auf, die durch Bodenhebungen oder -senkungen entstanden sein dürften. Das gesamte Mare Humorum hat sich ebenfalls abgesenkt, wodurch die konzentrischen Bruchrillen am Rand entstanden sind.<br />
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Andere Mondbilder wurden durch vorbeiziehende Cirren so beeinträchtigt, dass sie mit AviStack nicht mehr sinnvoll zu bearbeiten sind (das Stacking von Teilbildern mit unterschiedlichen Intensitäten klappt nicht). An längere Brennweite war auch nicht zu denken, da die Belichtungszeiten durch die dünne Bewölkung schon ziemlich lang waren.<br />
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Zum Schluß noch ein kurzer Blick auf Jupiter, der unter der Cirrus-Bewölkung deutlich gelitten hat (Aufnahme mit R-Filter um 22h31m MEZ). Der große rote Fleck war auf der Rückseite, sein kleiner Bruder, das Oval BA, kurz vor dem Verschwinden am Westrand (im Bild rechts unterhalb des südlichen Äquatorialbands auf der Höhe des südlichen gemäßigten Bandes).Martinhttp://www.blogger.com/profile/12013048384195534003noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-32077685681730217002014-01-26T10:06:00.000-08:002014-01-26T10:08:37.907-08:00Sternwarte im Mondlicht<div dir="ltr" style="text-align: left;" trbidi="on">
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Am 12. Januar war ich mit Peter trotz bereits sehr hellem Mond auf der Sternwarte. Fotografisch gab der Himmel nicht so viel her, aber wir haben versucht mit H-Alpha Filtern dennoch ein bisschen Signal auf den Chip zu bekommen. Peter nahm in der Westkuppel den Pferdekopfnebel auf und ich machte in der Ostkuppel am M78-Mosaik weiter. Nebenbei entstanden auch Aufnahmen vom Jupiter mit dem C14. Der einzige Vorteil des hellen Mondlichts: man konnte ganz gut die Umgebung fotografieren. So entstanden folgende Bilder.</div>
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Leo Bette <br />
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Leohttp://www.blogger.com/profile/04919798908471525367noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-16399611940352119992014-01-13T14:13:00.000-08:002014-01-13T14:13:11.104-08:00Sonnenfleckengruppe am 7.1.2014<div dir="ltr" style="text-align: left;" trbidi="on">
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<span id="yui_3_10_3_1_1389650897514_719" style="font-size: 12pt;">Sonnenfleckengruppe am 7.1.2014 mit einem 80/400mm Refraktor und 2 fach Barlow fotografiert. Nachbearbeitung mit Fitswork.</span></div>
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<span id="yui_3_10_3_1_1389650897514_719" style="font-size: 12pt;">Manfred Steinmann </span></div>
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Leohttp://www.blogger.com/profile/04919798908471525367noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-91633174321800388722014-01-07T12:14:00.001-08:002014-01-07T12:15:50.683-08:00Jupiter am 7.1.2014 um 1:14 Uhr MEZUnd hier mein Jupiter, aufgenommen mit dem 12" Dobson bei f/6 und Uli's Canon 550da<br />
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<br />Achim Schallerhttp://www.blogger.com/profile/17790919397873143853noreply@blogger.com0tag:blogger.com,1999:blog-6101204573670346926.post-33698487754570510982014-01-06T12:04:00.001-08:002014-01-06T12:04:30.370-08:005. Januar 2014 - Jupiter in Opposition <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIDZaXgLwtZfGeBwzJAA-cMIgRQIE_kb0NFceTg05DwKRfNRZ96yRUMoE1ZO5MQjIs3yPuaNr3R8OLJDQYHs7zSPdy1VX6zNJx6qOWxnXav3-ghFRpCJIeDrCelTG-kqO0GV7njKECQzE/s1600/jupiter_20140105_R_3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIDZaXgLwtZfGeBwzJAA-cMIgRQIE_kb0NFceTg05DwKRfNRZ96yRUMoE1ZO5MQjIs3yPuaNr3R8OLJDQYHs7zSPdy1VX6zNJx6qOWxnXav3-ghFRpCJIeDrCelTG-kqO0GV7njKECQzE/s1600/jupiter_20140105_R_3.jpg" /></a></div><br />
Am 5. Januar 2014 stand Jupiter im Sternbild Zwillinge in Opposition zur Sonne. Günstiger ist er von unseren nördlichen Gefilden aus nicht mehr zu beobachten. Bei ordentlicher Luftqualität zeigen sich sowohl bei visueller als auch inbesondere bei fotografischer Beobachtung viele Details in der Atmosphäre. Besonders beeindruckend ist die Gegend um den Großen Roten Fleck (GRF): westlich (nach der Umströmung) des GRF ist das südliche Äquatorialband stark verwirbelt. Visuell erscheint der GRF in leuchtendem Orange. Aber auch sonst ist einiges los in der Jupiteratmosphäre. Es lohnt sich, den Gasriesenplaneten im Auge zu behalten.<br />
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Martin FederspielMartinhttp://www.blogger.com/profile/12013048384195534003noreply@blogger.com0