tag:blogger.com,1999:blog-89940429605596173522024-03-18T19:43:49.594-07:00Creative TownUnknownnoreply@blogger.comBlogger6125tag:blogger.com,1999:blog-8994042960559617352.post-23148851231364992222012-12-17T11:03:00.004-08:002012-12-17T11:05:51.149-08:00Apfelmütze<br />
<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: left;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://itmages.com/image/view/736464/fd89a590" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img height="266" src="http://storage9.static.itmages.com/i/12/1028/h_1351444881_3879065_fd89a59081.jpeg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
Diese Apfelmütze ist sehr süß, und auch für Anfänger zu schaffen.</div>
<div class="separator" style="clear: both; text-align: center;">
Die Anleitung bezieht sich für Babymaße, aber ich gebe noch ein Beispiel für einen großen Kopfumfang ;D</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<u><b>Du brauchst:</b></u></div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.blogger.com/blogger.g?blogID=8994042960559617352" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.blogger.com/blogger.g?blogID=8994042960559617352" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<ul>
<li>Wolle, Cranberry farbend (oder grün, orange, gelb)</li>
<li>kleine Menge von braun und grün</li>
<li>Rundnadel mit der Größe 3,5-4,00mm</li>
<li>4 Nadeln mit der Größe 3,5-4.5mm </li>
<li>Makierer</li>
<li>Schere</li>
<li>Stopfnadel</li>
</ul>
<u><b>Abkürzungen:</b></u><br />
<br />
M: Masche<br />
re: Recht/ recht stricken<br />
li: Links/ links stricken<br />
abnm: abnehmen (zwei Maschen zusammenstricken)<br />
*...*: alles zwischen den *-chen wiederholen<br />
<br />
<u><b>Anleitung: </b></u><br />
<div class="" style="clear: both; text-align: left;">
Mit der roten Wolle 54 Maschen mit der Rundstricknadel locker anschlagen und zur Runde schließen. Pass auf das du die Arbeit nicht verdrehst. Setzte einen Makierer. (Maschenanzahl muss durch 3 und 6 teilbar sein, oder in meinem Fall hab ich 96 Maschen aufgenommen)<br />
<br />
Rnd 1-9: Wechsel zu den 4 Stricknadeln (es wird nur über 3 Nadel gearbeitet, und mit der einen gestrickt also sehen die Nadeln aus wie ein Dreieck) 18 M auf jeder Stricknadel. Stricke 1x1, oder 2x2</div>
<div class="" style="clear: both; text-align: left;">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVB1EJ0WU1r-VYynjrXammfVsd7s5bzDbfWBgJxaBrcfecI1_dc0NImcKa_b4E5tSrsX49czsml3Nc3TOJdJlNeuWifAa8P4NeRXEZvOt0qoMGIlFb3Z4Wq-y23bYQ8-0E70O7IK9VxsOW/s1600/tumblr_m6q8bizEqS1rsecps.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVB1EJ0WU1r-VYynjrXammfVsd7s5bzDbfWBgJxaBrcfecI1_dc0NImcKa_b4E5tSrsX49czsml3Nc3TOJdJlNeuWifAa8P4NeRXEZvOt0qoMGIlFb3Z4Wq-y23bYQ8-0E70O7IK9VxsOW/s320/tumblr_m6q8bizEqS1rsecps.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
Rnd 10: Wechsel zu der Rundnadel </div>
<div class="" style="clear: both; text-align: left;">
Stricke 4 M, 1 zunm (nach der lieblingsmethode), Stricke 9 M*</div>
<div class="" style="clear: both; text-align: left;">
Wied von * zu * = 60 M (diese Runde nicht umbedingt notwendig)</div>
<div class="" style="clear: both; text-align: left;">
<br /></div>
<div class="" style="clear: both; text-align: left;">
Wenn du jetzt eine andere Maschenanzahl hast, teile sie durch 6 und nehme sie nach dem schema ab. Zb:</div>
<div class="" style="clear: both; text-align: left;">
aufgenommen 96. 96 : 6= 16 also müsste ich nach dem was unten beschrieben wir, *14 stricken und 2 zsm stricken*. Dann nehme ich in einer Runde 6 mal ab</div>
<div class="" style="clear: both; text-align: left;">
Rnd 11- 19: stricken glatt rechts</div>
<div class="" style="clear: both; text-align: left;">
Rnd 20: * stricke 8, 2 zsm* </div>
<div class="separator" style="clear: both; text-align: left;">
Rnd 21: *stricke 7, 2 zsm*</div>
<div class="separator" style="clear: both; text-align: left;">
Rnd 22: *stricke 6, zsm*</div>
<div class="separator" style="clear: both; text-align: left;">
Rnd 23: *stricke 5, 2 zsm*</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Fahr damit solange fort bis du nur noch 6 Maschen übrig hast.</div>
<div class="separator" style="clear: both; text-align: left;">
Schneide den Faden ab und lass ihn 20 cm lang.</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<b><u>Stängel: </u></b></div>
<div class="separator" style="clear: both; text-align: left;">
Wechsel zu einer Nadel gr. 4mm </div>
<div class="separator" style="clear: both; text-align: left;">
Nun stricke einen I-cord (beschreibung ==> <a href="http://www.youtube.com/watch?v=Ljknl9uziMk">http://www.youtube.com/watch?v=Ljknl9uziMk</a>)</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Rnd 1: 2 zsm, stricke den rest = 5 M</div>
<div class="separator" style="clear: both; text-align: left;">
Rnd 2-8: stricken</div>
<div class="separator" style="clear: both; text-align: left;">
ende, vernähe den Faden</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<u><b>Blatt:</b></u></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Schlage 1 M an.</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 1: stricke vorne und hintern in die Masche. (hier ein link mit ein paar methoden wie man vorne und hinten in eine Masche strickt ==><a href="http://www.liesel.hobbyfabrik.de/str-zunahmeabnahme.html">http://www.liesel.hobbyfabrik.de/str-zunahmeabnahme.html</a>),</div>
<div class="separator" style="clear: both; text-align: left;">
alle links,stricke und vorne in die erste Masche (5M)</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 2: alle rechts </div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 3: Stricke vorne und hinten in die ersten Masche, 1 re, 1li, 1re, stricke vorne und hinten in die erste Masche (7 M)</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 4: alle links</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 5: Stricke vorne und hinten in die erste Masche, 2 re, l li, 2 re, stricke vorne und hinten in die Masche (9M)</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 6: alle rechts</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 7: 4 re, 1 li, 4 re</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 8: alle rechts</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Wiederhoe Reihe 7-8 3mal</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 15: 1 re, re abnm, 1 re, 1li, 1re, re abnm, 1 re (7M)</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 16: alle rechts</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 17: 1 re, re abnm, 1 re, 1li, 1re, re abnm, 1 re (5M)</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 18: alle rechts</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 19: re abnm, 1 li, re zsm (3M)</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 20: alle rechts</div>
<div class="separator" style="clear: both; text-align: left;">
Rhe 21: 3 Maschen abnm</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Kette ab.</div>
<div class="separator" style="clear: both; text-align: left;">
Nähe das Blatt an der mütze fest, da wo der stängel aus dem Apfel 'wächst'.</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Fertig! :D</div>
<div class="separator" style="clear: both; text-align: left;">
Ich hoffe du hast spaß damit und verstehst es! :) </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Mütze by<span style="color: #990000;"> </span><span style="font-family: inherit;"><span style="font-size: medium;">Iryna B.</span></span></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-family: inherit;"><span style="font-size: medium;">Blatt by naturalsuburbia </span></span></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8994042960559617352.post-54158436781668647092012-12-08T01:21:00.002-08:002012-12-08T01:21:26.354-08:00Regenbogen mit Wolken, Häkelanleitung<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpVJecTycLPLNujux24OuB3_2mXOqFsJy9d6BOeCawWLzWYdmp5FCX62zQEAp140tNVXVZrWzv3H4Ou6cH78c8KXHYxsNggLBIZWMI3UlezEGctYuT-993Kli76ufG6GwLbrVUlyjZn1n4/s1600/IMG_6385.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpVJecTycLPLNujux24OuB3_2mXOqFsJy9d6BOeCawWLzWYdmp5FCX62zQEAp140tNVXVZrWzv3H4Ou6cH78c8KXHYxsNggLBIZWMI3UlezEGctYuT-993Kli76ufG6GwLbrVUlyjZn1n4/s320/IMG_6385.JPG" width="320" /></a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Dieser Regenbogen mit den Wolken ist echt leicht zu machen auch wenn man erst ein Häkelanfänger ist. Die Wolken sind ein bisschen kniffliger aber auch das ist zu schaffe.</div>
<div style="text-align: center;">
Man kann den Regenbogen auf Taschen oder anderes raufsticken, oder irgendwo hinhängen was wirklich süß aussieht(:</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
<h4>
<u>Materialien:</u></h4>
<ul>
<li>Häkelnadel passen zur Wolle (in meinem Fall 3mm)</li>
<li>Wolle in den Farben rot, orange, gelb, grün, hellblau, dunkelblau, lila, weiß</li>
<li>Stopfnadel</li>
<li>Schere</li>
</ul>
<h4>
<u>Abkürzungen:</u></h4>
fm: Feste Masche<br />
zunm: zunehmen (2 Maschen ein eine Masche Häkeln)<br />
lm: Luftmaschen<br />
M: Masche<br />
wied: wiederholen<br />
stb: Stäbchen<br />
Dstb: Doppeltes Stäbchen<br />
km: Kettmasche<br />
<b><span style="font-size: small;"><u>Anleitung</u>:</span></b><br />
<br />
<b><u><span style="font-size: small;">Regenbogen</span></u>:</b><br />
<br />
Rnd<b> </b>1: 8 lf in lila (8)<br />
Rnd 2: fm in die 2. M vom Harken, fm, zunm, fm, zunm, fm, fm, drehen (9)<br />
Rnd 3: wechel zu blau,<br />
lm, fm, zunm , fm, fm, fm, zunm, fm, fm, drehen (11)<br />
Rnd 4: wecheln zu hellblau,<br />
lm, fm, fm, (zunm, fm) wied x 2, zunm, fm, fm, drehen (15)<br />
Rnd 5: wechseln zu grün,<br />
lm, (fm, fm, zunm) wied x 2, fm, fm, fm, (zunm, fm, fm) wied x 2, drehen (19)<br />
Rnd 6: wechels zu gelb,<br />
lm, fm, fm, fm, (zunm, fm, fm ,fm) wied x 4, drehen (23)<br />
Rnd 7: wechseln zu orange,<br />
lm, fm, (zunm, fm, fm, fm,) wied x , zunm, fm, wenden<br />
Rnd 8: wechseln zu rot,<br />
lm, fm x 14, zunm, fm x 14, ende, fäden vernähen<br />
<br />
Jetzt ist der Regenbogen fertig, jetzt fehlen noch die wolken.<br />
<br />
<u><b>Wolken:</b></u> 2 stk.<br />
<br />
Notiz:Weil bei den Wolken oft mehrere Maschen in eine Masche gehäkelt werden muss, mach ich das so das alles was zwischen zwei Klammern steht in <u>eine</u> Masche gehäkelt. Beispiel: fm, fm, <u>(fm fm stb fm)</u>, fm, ...<br />
<br />
Rnd 1: 6 lm<br />
Rnd 2: in die zweite Masche 3 fm, sodas eine Rundung entsteht, fm, fm, fm, fm, (4x fm)in die letzte Masche damit die zweite Rundung entsteht <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikzIrnrLHprDCK9XvDs_dZIQrNJ2RA08RYnPqaZjMLh2u9xCam9Yn9BNmdLOpNQvrV6uFi4rsVfNgOYTvj9XFWquTMC5lw6_tVRelnJ3Uex3GJZkaNeYazV4FuOgK0bLgysxUdlgqpItFU/s1600/IMG_6388.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikzIrnrLHprDCK9XvDs_dZIQrNJ2RA08RYnPqaZjMLh2u9xCam9Yn9BNmdLOpNQvrV6uFi4rsVfNgOYTvj9XFWquTMC5lw6_tVRelnJ3Uex3GJZkaNeYazV4FuOgK0bLgysxUdlgqpItFU/s320/IMG_6388.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRTeQvpecbEsAR7rGtaXqUfYnrfERr-eTza5Q2zXnsNRaLuUOV81wHazgES0FoWcwW8_FNGtTEhgY4i_PfpEO5S3FwVTc7iZ1nrpjiiVwfNDN_aQlehbj_jStYXpU-MSYl_m5n2IKzJk9n/s1600/IMG_6391.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRTeQvpecbEsAR7rGtaXqUfYnrfERr-eTza5Q2zXnsNRaLuUOV81wHazgES0FoWcwW8_FNGtTEhgY4i_PfpEO5S3FwVTc7iZ1nrpjiiVwfNDN_aQlehbj_jStYXpU-MSYl_m5n2IKzJk9n/s320/IMG_6391.JPG" width="320" /></a></div>
<br />
Rnd 3: fm, fm, (fm stb stb Dstb), (Dstb stb stb fm), km,<br />
(fm stb stb Dstb), (Dstb stb stb fm), km,<br />
(fm stb stb Dstb), (Dstb stb stb fm), km,<br />
(fm stb stb Dstb), (Dstb stb stb fm), km<br />
Ende, lass einen langen Faden und nähe die Wolke an ein Regenbogenende<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhm3DJ0FXwnJg5SQ4tPDZWndsQWPRScR-9wmhGcdXWKixYRAZdZIBhHBtU8AdX6X-xbzDXBVsvAre6rLTNI_uKr6eEec-yB30fA7RjrkqUJih8eKSkNi9O9oZAwxMQGSzfVPgfZ6EQMnzN/s1600/IMG_6393.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhm3DJ0FXwnJg5SQ4tPDZWndsQWPRScR-9wmhGcdXWKixYRAZdZIBhHBtU8AdX6X-xbzDXBVsvAre6rLTNI_uKr6eEec-yB30fA7RjrkqUJih8eKSkNi9O9oZAwxMQGSzfVPgfZ6EQMnzN/s320/IMG_6393.JPG" width="320" /></a></div>
<div style="text-align: center;">
Natürlich kann man die Wolken noch variieren, sie größer häkeln oder mit mehr Flügeln.</div>
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<br /><div style="text-align: center;">
Ich hoffe euch gefällt die Anleitung und ihr versteht sie, viel Spaß ;D</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8994042960559617352.post-69318780161417801522012-12-02T04:25:00.000-08:002012-12-02T04:25:44.134-08:00Englisch Deutsche Strick-und Häkelübersetztung<div style="text-align: center;">
Hallo, ich dachte mir heute das ich mal aus dem Englisch übersetzte Strick- und Häkel Abkürzungen aufliste. </div>
<div style="text-align: center;">
Es kann sein das ein paar Abkürzungen doppelt sind(:</div>
<div style="text-align: center;">
</div>
<div style="text-align: left;">
<u><b>Die wichtigsten Strickabkürzungen:</b></u></div>
<div style="text-align: left;">
<span style="color: red;">knit</span>: 1 Masche re.<br />
<span style="color: red;">p:</span> purl; 1 Masche li. <br />
<span style="color: red;">co:</span> cast on; anschlagen<br />
<span style="color: red;">inc:</span> increase; zunehmen<br />
<span style="color: red;">dec:</span> decrease; abnehmen<br />
<span style="color: red;">kbl, ktb:</span>l knit through backof loop; verschränkt abstricken<br />
<span style="color: red;">k2tog:</span> knit 2 Stitches together; 2 M re zusa<br />
<span style="color: red;">kwise</span>; knitwise, as if to knit; wie zum re str abh<br />
<span style="color: red;">sl:</span> slip; abheben<br />
<span style="color: red;">s1 k1 psso; SKP</span>: slip one, knit one, pass slip stitch over;<br />
1 re abheben, 1 re, abgehobene Masche überziehen<br />
<span style="color: red;">s1 k2 psso:</span> slip one, knit two pass slip stitch over; 1 re abheben, 2 re, abgehobene Masche überziehen<br />
<span style="color: red;">sl 1, k1, psso (decreasing):</span> slip 1, knit 1, pass slipped st over(decreasing); <br />
Überzogene Abnahme oder 2 Maschen überz zusstr. Man hebt die 1. M wie
zum re str ab, str die 2. M re und zieht die abgeh M über die gestr M.<br />
<span style="color: red;">ssk</span>: slip slip knit; <br />
eine M wie zum re str abh, noch eine M wie zum re str abh, beide M zurück auf die li Nadel schieben und re verschr stricken<br />
<span style="color: red;">Tbl;</span> through back of loop; hinten in die M eisntechen (verschr str)<br />
<span style="color: red;">yo; </span> yarn over; Umschlag</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Hier noch ein Link zu einer Umfangreicheren Übersetzung:</div>
<div style="text-align: center;">
<a href="http://www.islandwolle.de/contenido-islandw/front_content.php?idcatart=131&lang=3&client=7">http://www.islandwolle.de/contenido-islandw/front_content.php?idcatart=131&lang=3&client=7</a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
<b><u>Die wichtigsten Häkelabkürzungen:</u></b></div>
<div style="text-align: left;">
<span style="color: red;">st:</span> stitch; Luftmasche<br />
<span style="color: red;">slst:</span> slip stitch; Kettmasche<br />
<span style="color: red;">ch(s):</span> chain(s); Luftmaschenkette<br />
<span style="color: red;">sc:</span> single crochet; Feste Masche<br />
<span style="color: red;">tch:</span> turning chain; Wendemasche<br />
<span style="color: red;">dch:</span> half double crochet; halbes Stäbchen<br />
<span style="color: red;">dc:</span> double crochet; Stäbchen<br />
<span style="color: red;">tr:</span> treble crochet; doppeltes Stäbchen<br />
<span style="color: red;">dtr:</span> double treble crochet; dreifaches Stäbchen<br />
<span style="color: red;">trtr:</span> treble treble crochet; vierfaches Stäbchen<br />
<span style="color: red;">p:</span> picot; Mäusezähnchen<br />
<span style="color: red;">rhdc:</span> raised half double crochet; halbes Reliefstäbchen</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<span style="color: red;">fpdc:</span> Reliefstäbchen von vorne arbeiten<br />
<span style="color: red;">bpdc:</span> Reliefstäbchn von hinten arbeiten</div>
<div style="text-align: left;">
<span style="color: red;">Cabone Rings:</span> Häkelringe<br />
<span style="color: red;">Häkelnadel:</span> crochet hook</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<b><u>Wichtige allegmeine Abkürzungen:</u></b></div>
<div style="text-align: left;">
<span style="color: red;">yo:</span> yarn over hook; Umschlag </div>
<div style="text-align: left;">
<span style="color: red;">beg:</span> begin; beginnen / anfangen<br />
<span style="color: red;">bet:</span> between; zwischen<br />
<span style="color: red;">cont:</span> continue; fortsetzen<br />
<span style="color: red;">dec:</span> decrease; abnehmen<br />
<span style="color: red;">inc:</span> increase; zunehmen<br />
<span style="color: red;">manner:</span> Art und Weise</div>
<div style="text-align: left;">
<span style="color: red;">pr rnd/r:</span> vorherige Runde/Reihe<br />
<span style="color: red;">rep:</span> wiederholen<br />
<span style="color: red;">sk:</span> überspringen<br />
<span style="color: red;">pat:</span> Muster<br />
<span style="color: red;">loop:</span> Schlinge / Schlaufe<br />
<span style="color: red;">space:</span> Zwischenraum<br />
<span style="color: red;">tog:</span> zusammen<br />
<span style="color: red;">cl:</span> Maschengruppe<br />
<span style="color: red;">m (meash):</span> Maschennetz<br />
<span style="color: red;">rs:</span> richtige Seite nache vorne<br />
<span style="color: red;">ws:</span> falsche Seite nach vorne</div>
<div style="text-align: left;">
<span style="color: red;">fasten off with hook:</span> vernähen des Fadens mit einer Nadel<br />
<span style="color: red;">pull up loop:</span> Schlinge/Schlaufe hochziehen<br />
<span style="color: red;">ch color change:</span> Farbwechsel<br />
<span style="color: red;">front/back loop:</span> vordere/hintere Schlinge/Schlaufe<br />
<span style="color: red;">ch (1,2,3…) to turn:</span> durch (1,2,3…) Luftmaschen ersetzen<br />
<span style="color: red;">work ch join with slst to from ring:</span> Luftmaschenkette mit einer Kettmasche zum Ring schließen</div>
<div style="text-align: left;">
<span style="color: red;">mc:</span> main color; Hauptfarbe<br />
<span style="color: red;">rem:</span> remain; Rest<br />
<span style="color: red;">cc:</span> contrasting color; Kontrastfarbe<br />
<span style="color: red;">Wolle:</span> wool<br />
<span style="color: red;">Nadel:</span> needle</div>
<div style="text-align: center;">
Ich hoffe es hilft euch (: und ihr versteht es. </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8994042960559617352.post-84161973818167993362012-11-30T06:13:00.001-08:002012-12-01T01:42:23.584-08:00Origami Fenster Würfel<br />
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnwjX3ta-W1lgWRDRaiD5n_iIl89ocb2htGODueIdsKMgJt7U6Cf8PN6TKX18WJSNEZrYYtzBnL_gEYbEKuYxn1gZ2IUDcWnNhB8By7Xbrny8gjJyi4s964QWs4wxXehAQg8Dv42YuTV8x/s1600/IMG_6327.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnwjX3ta-W1lgWRDRaiD5n_iIl89ocb2htGODueIdsKMgJt7U6Cf8PN6TKX18WJSNEZrYYtzBnL_gEYbEKuYxn1gZ2IUDcWnNhB8By7Xbrny8gjJyi4s964QWs4wxXehAQg8Dv42YuTV8x/s320/IMG_6327.JPG" width="320" /></a></div>
<div style="text-align: center;">
Diese schönen kunterbunten Würfel sehen nicht nur sehr schön aus sonder kann man an beliebigen Orten hinhängen oder hinlegen.</div>
<div style="text-align: center;">
Ich hab diese Anleitung im Internet gefunden auf englisch und übersetze sie für euch, und habe sie auch sofort nachgefaltet, was wirklich nicht schwierig ist.</div>
<div style="text-align: center;">
<br /></div>
<h4 style="text-align: left;">
<u>Materialien</u>:</h4>
<ul>
<li>12 Quadratische Papiere</li>
</ul>
<br />
<h4>
<u>Anleitung:</u></h4>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcLefDm9qNkMt6cZOoYKB2j0fjNwzb6yhzkzntIZqCiQmVFC7IKdV04KOq_bIrBIF3AjP-835mahKvJQWQ080yEZSMembQPg_f0a9uLik5WvX4uYYeLamSFxhK6DPQkO6kgM3XzmFlio2r/s1600/IMG_6341.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcLefDm9qNkMt6cZOoYKB2j0fjNwzb6yhzkzntIZqCiQmVFC7IKdV04KOq_bIrBIF3AjP-835mahKvJQWQ080yEZSMembQPg_f0a9uLik5WvX4uYYeLamSFxhK6DPQkO6kgM3XzmFlio2r/s320/IMG_6341.JPG" width="320" /></a>Wenn du kein Origamipapier kaufen willst, kannst du entweder kleine eckige Notizzettel benutzten, die sind nicht teuer, oder dir welche aus DIN A4 Papier schneiden indem du die kürzere Seite über Eck an die längere abschließend ranfaltest, und den überstehenden Rest abschneidest.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjZSOyUgdnhlzmn6EsLtgVdQk8Xvci1jwPUfNg3N_1AaQYJ-iZ0DiP8qNIIpJyFpFhVZAVMez2z9NnIFVeteAgnb_X85ubUQx2_bhyphenhyphen7Aw4g8_VJQvgGtzjh5Kj-hgUETvqcf7aqFq7k21N/s1600/IMG_6342.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjZSOyUgdnhlzmn6EsLtgVdQk8Xvci1jwPUfNg3N_1AaQYJ-iZ0DiP8qNIIpJyFpFhVZAVMez2z9NnIFVeteAgnb_X85ubUQx2_bhyphenhyphen7Aw4g8_VJQvgGtzjh5Kj-hgUETvqcf7aqFq7k21N/s320/IMG_6342.JPG" width="320" /></a></div>
<br />
1. Lege das Blatt vor dich hin<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP3PXfvlRtIm2B5B38mGvTAvY3CjNGD7KvjbpAexPLNIL0-1F7X_5nyxNcHMwgHM-GRKj_LVNfrXZMv9TMNaH9I2vMePhMbRvyn500mhQUm5trUx001ASn4H0F7thHX-ROWI53SZc-jJ4o/s1600/IMG_6343.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP3PXfvlRtIm2B5B38mGvTAvY3CjNGD7KvjbpAexPLNIL0-1F7X_5nyxNcHMwgHM-GRKj_LVNfrXZMv9TMNaH9I2vMePhMbRvyn500mhQUm5trUx001ASn4H0F7thHX-ROWI53SZc-jJ4o/s320/IMG_6343.JPG" width="320" /></a></div>
2. Falte es in der Mitte und klappe es wieder auf.<br />
<div class="separator" style="clear: both; text-align: center;">
<span id="goog_942555298"></span><span id="goog_942555299"></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjT4jO6a7KuJ4myZ6moTkVxcr8YtU9pQvzlkL0MlWLwTIv3iusALmS5qs2Ldu08-9-F-yFW7IbUEgG8DvinJuFaVzhjuY5sBBgLbyLRSoGFCpjLesZe2DZxnHy6bXIamb7cz7cvQ786HfY/s1600/IMG_6344.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjT4jO6a7KuJ4myZ6moTkVxcr8YtU9pQvzlkL0MlWLwTIv3iusALmS5qs2Ldu08-9-F-yFW7IbUEgG8DvinJuFaVzhjuY5sBBgLbyLRSoGFCpjLesZe2DZxnHy6bXIamb7cz7cvQ786HfY/s320/IMG_6344.JPG" width="320" /></a></div>
<br />
3. Knick die Seiten von oben und unten zum Mittelknick.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi76ScS-7k_rZezf8inAWinBpXjpf_FbO79gL25yXGcf8BxKkOER1q7nhw8K8gheFR8irwY_UvlHvs0ZDSzGzKQD95KDvUgeMADUl2-y6uExPQdSUnOa9cIjpeg0h2SSl0XmqFnIijp0BeZ/s1600/IMG_6347.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi76ScS-7k_rZezf8inAWinBpXjpf_FbO79gL25yXGcf8BxKkOER1q7nhw8K8gheFR8irwY_UvlHvs0ZDSzGzKQD95KDvUgeMADUl2-y6uExPQdSUnOa9cIjpeg0h2SSl0XmqFnIijp0BeZ/s320/IMG_6347.JPG" width="320" /></a></div>
<br />
4. Knick wieder die Seiten von oben und unten zur Mitte.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYOw26oikohfz_HPNm8anl4yZfuS4f_Ir5DxY_yhxVNhvjHVHlGyPMG-qUENORD6AODnIlorr0ekFV2crWICcb2eEc5LZEXoAiouUEtdmToR-FResQ3XxY8Q2WQ-3aqvNBKGLNxlv-TFKj/s1600/IMG_6348.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYOw26oikohfz_HPNm8anl4yZfuS4f_Ir5DxY_yhxVNhvjHVHlGyPMG-qUENORD6AODnIlorr0ekFV2crWICcb2eEc5LZEXoAiouUEtdmToR-FResQ3XxY8Q2WQ-3aqvNBKGLNxlv-TFKj/s320/IMG_6348.JPG" width="320" /></a></div>
<br />
5. Drehe das ganze um, sodass die geschlossende Rückseite oben liegt <br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH-n_8PWWNtawZ15hjG7NNw8C2kIsIiwr-2pIpZ1hMb6p-QN4cOpcQdYlaq8li_bagiTV0pcZpbkrQ9a_lrK8tusYdgEDs5dqC2Tpdc9RgjWCuLg9TsvuoTQIvFIudtcwxnJehJBOsSOjh/s1600/IMG_6349.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH-n_8PWWNtawZ15hjG7NNw8C2kIsIiwr-2pIpZ1hMb6p-QN4cOpcQdYlaq8li_bagiTV0pcZpbkrQ9a_lrK8tusYdgEDs5dqC2Tpdc9RgjWCuLg9TsvuoTQIvFIudtcwxnJehJBOsSOjh/s320/IMG_6349.JPG" width="320" /></a></div>
<br />
6. Nun wir die rechte obere Ecke an die untere lange Seite gekickt, wie auf dem Bild, sodas eine kleine Ecke stehen bleibt.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisIyvdaN39w9BqOxu5_yS1q7Aipq6BjJKCvnvMNzh-N0qZ9PiM_oK8LU3fH6G2Un1s5o7lUIg9PkzfMx8SVBGSdJLSj6UIYZ4-LDDeljykkXuZ7wZYuDhastv7q-JlxSemrS2mtp0sK_xg/s1600/IMG_6351.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisIyvdaN39w9BqOxu5_yS1q7Aipq6BjJKCvnvMNzh-N0qZ9PiM_oK8LU3fH6G2Un1s5o7lUIg9PkzfMx8SVBGSdJLSj6UIYZ4-LDDeljykkXuZ7wZYuDhastv7q-JlxSemrS2mtp0sK_xg/s320/IMG_6351.JPG" width="320" /></a></div>
<br />
7. Das Faltstück wir um 180° gedreht und auf der anderen Seite Schritt 6 wiederholt.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBNWOxIRDBF81YSwVI_Us_0v_IC-n1mFUvUIvgliCGzlDVJAK9luzJ-G7wTXA0Mi1htbOdj0w-T-nJYRMONKwQ8ESRXwbXhe8ZeRNdR8Z2e3hvRmM6BLwDWAEBua_yZdCFaUiX10202g07/s1600/IMG_6352.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBNWOxIRDBF81YSwVI_Us_0v_IC-n1mFUvUIvgliCGzlDVJAK9luzJ-G7wTXA0Mi1htbOdj0w-T-nJYRMONKwQ8ESRXwbXhe8ZeRNdR8Z2e3hvRmM6BLwDWAEBua_yZdCFaUiX10202g07/s320/IMG_6352.JPG" width="320" /></a></div>
<br />
8. Drehe das ganze einmal um, wodurch du die offende Seite wieder siehst. Gleich wird von der rechten unteren Ecke zur oberen linken Ecke geknickt, wie ich das schon auf dem Bild angedeutet habe.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkkxPR3HSsf0tERmkL6agw2UdcD_BxAp8pnb6m5Tfey-D1dYvc_N68rxUzexQ-m-MjrgmoQuibwywFYJjXfvKKAWQ_9xhrv3HUQQ_JZluATQwtgL_Ic5Obc5ZCdxIFUBwTHqhD6mGRv1Wd/s1600/IMG_6353.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkkxPR3HSsf0tERmkL6agw2UdcD_BxAp8pnb6m5Tfey-D1dYvc_N68rxUzexQ-m-MjrgmoQuibwywFYJjXfvKKAWQ_9xhrv3HUQQ_JZluATQwtgL_Ic5Obc5ZCdxIFUBwTHqhD6mGRv1Wd/s320/IMG_6353.JPG" width="320" /></a></div>
<br />
9. So sieht das ganze dann auch.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEGPZ0ISJYq92dcvIkzh2EMhrH0ReAcMqkbWHR5BxgDutHAwGn9AaUzQzTAerdwt-aagPZYOr5SpuCsTfH8uB8heCDFON4jxH43s12oVt_hG37ymdYGHvoZP9pvYbBWHbUjHm4qhB_rC72/s1600/IMG_6354.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEGPZ0ISJYq92dcvIkzh2EMhrH0ReAcMqkbWHR5BxgDutHAwGn9AaUzQzTAerdwt-aagPZYOr5SpuCsTfH8uB8heCDFON4jxH43s12oVt_hG37ymdYGHvoZP9pvYbBWHbUjHm4qhB_rC72/s320/IMG_6354.JPG" width="320" /></a></div>
<br />
10. Öffne den Flügel der zu dir zeigt...<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdWKjXJOwl-QUwtjboYVVrOjFK76XgBrITNc7XdjfDTUfK7uX1gkZseipudHoKQgU73gOes9p0IoHSVPS9_qLjf7drmbklJu_dd403bPz5PGDkhAbnezBUe-FZJW5_pZBCJIOpssZEvw9G/s1600/IMG_6355.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdWKjXJOwl-QUwtjboYVVrOjFK76XgBrITNc7XdjfDTUfK7uX1gkZseipudHoKQgU73gOes9p0IoHSVPS9_qLjf7drmbklJu_dd403bPz5PGDkhAbnezBUe-FZJW5_pZBCJIOpssZEvw9G/s320/IMG_6355.JPG" width="320" /></a></div>
<br />
11. ...und knick ihn an die lange Seite ran.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJyNKMbUqQSarR5ekaq2a6UYghdqaU5cpItWoY0Yup060weXZ4k7Y01HINztiSik_aY03Nx4HlB0JHUzx2bhZ_G7aQPC9S4M7laNQ8F8pc5NRHnhR7cvWu2j9EwkEgVnt5fBlooQUHr_EG/s1600/IMG_6356.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJyNKMbUqQSarR5ekaq2a6UYghdqaU5cpItWoY0Yup060weXZ4k7Y01HINztiSik_aY03Nx4HlB0JHUzx2bhZ_G7aQPC9S4M7laNQ8F8pc5NRHnhR7cvWu2j9EwkEgVnt5fBlooQUHr_EG/s320/IMG_6356.JPG" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJyNKMbUqQSarR5ekaq2a6UYghdqaU5cpItWoY0Yup060weXZ4k7Y01HINztiSik_aY03Nx4HlB0JHUzx2bhZ_G7aQPC9S4M7laNQ8F8pc5NRHnhR7cvWu2j9EwkEgVnt5fBlooQUHr_EG/s1600/IMG_6356.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a>
<br />
12. Drehe das Gebilde um, sodas der andere Flügel oben ist.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwbwDcukUhsOCMOFsq4WR6Bo3W4-qgVt6w0xgzivkvImpVL1_UB_N1G9tl06yfDWJse0yU8VedbpY-cdFC0qulqtrTD9ykmQ1LROWq_HnkK9HTn85BM6Jomib-9hRX2079JsRKy3D1HglB/s1600/IMG_6358.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwbwDcukUhsOCMOFsq4WR6Bo3W4-qgVt6w0xgzivkvImpVL1_UB_N1G9tl06yfDWJse0yU8VedbpY-cdFC0qulqtrTD9ykmQ1LROWq_HnkK9HTn85BM6Jomib-9hRX2079JsRKy3D1HglB/s320/IMG_6358.JPG" width="320" /></a></div>
<br />
13. Wiederhole Schritt 10-11.<br />
So nun hast du das erste Stück fertig.<br />
wiederhole Schritt 1-13 11 weitere male. <br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwbwDcukUhsOCMOFsq4WR6Bo3W4-qgVt6w0xgzivkvImpVL1_UB_N1G9tl06yfDWJse0yU8VedbpY-cdFC0qulqtrTD9ykmQ1LROWq_HnkK9HTn85BM6Jomib-9hRX2079JsRKy3D1HglB/s1600/IMG_6358.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img class="fileImage" src="http://www.instructables.com/file/F1TTTH7H66QD0C7/imagenotes.jpg?size=medium" /><br />
<br />
<div class="row" style="text-align: center; width: 600px;">
<a class="photoset-link selected" data-fancybox-href="/files/deriv/FCL/P2VP/H66R66S2/FCLP2VPH66R66S2.LARGE.jpg" data-href="/image/FCLP2VPH66R66S2" data-notes-lookup-id="FCLP2VPH66R66S2-0" href="http://www.instructables.com/files/deriv/FCL/P2VP/H66R66S2/FCLP2VPH66R66S2.LARGE.jpg" id="photoset-link-F1JA2DFH672WR43-0" rel="photoset-gallery-SOO07GWH5EDV9VG" style="margin-left: 10px;"></a><br />
<div class="photo-container" style="width: 600px;">
</div>
<a class="photoset-link selected" data-fancybox-href="/files/deriv/FCL/P2VP/H66R66S2/FCLP2VPH66R66S2.LARGE.jpg" data-href="/image/FCLP2VPH66R66S2" data-notes-lookup-id="FCLP2VPH66R66S2-0" href="http://www.instructables.com/files/deriv/FCL/P2VP/H66R66S2/FCLP2VPH66R66S2.LARGE.jpg" id="photoset-link-F1JA2DFH672WR43-0" rel="photoset-gallery-SOO07GWH5EDV9VG" style="margin-left: 10px;">
</a></div>
<br />
<img alt="" height="240" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/4TMARXhpZgAATU0AKgAAAAgACwEOAAIAAAABAAAAAAEPAAIAAAAGAAAD9AEQAAIAAAAIAAAD+gESAAMAAAABAAEAAAEaAAUAAAABAAAEAgEbAAUAAAABAAAECgEoAAMAAAABAAIAAAExAAIAAAAGAAAEEgEyAAIAAAAUAAAEGAITAAMAAAABAAEAAIdpAAQAAAABAAAAkgAAAgwAH4KaAAUAAAABAAAELIKdAAUAAAABAAAENIgiAAMAAAABAAIAAIgnAAMAAAABAKAAAJAAAAcAAAAEMDIyMZADAAIAAAAUAAAEPJAEAAIAAAAUAAAEUJEBAAcAAAAEAQIDAJECAAUAAAABAAAEZJIEAAoAAAABAAAEbJIFAAUAAAABAAAEdJIHAAMAAAABAAUAAJIIAAMAAAABAAAAAJIJAAMAAAABABAAAJIKAAUAAAABAAAEfJJ8AAcAABlkAAAEhKAAAAcAAAAEMDEwMKABAAMAAAABAAEAAKACAAQAAAABAAACgKADAAQAAAABAAAB4KAFAAQAAAABAAAd6KMAAAcAAAABAwAAAKMBAAcAAAABAQAAAKQBAAMAAAABAAAAAKQCAAMAAAABAAAAAKQDAAMAAAABAAAAAKQEAAUAAAABAAAeBqQGAAMAAAABAAAAAKQIAAMAAAABAAAAAKQJAAMAAAABAAAAAKQKAAMAAAABAAAAAAAAAAAADAEDAAMAAAABAAYAAAEOAAIAAAABAAAAAAEPAAIAAAAGAAAeDgEQAAIAAAAIAAAeFAESAAMAAAABAAEAAAEaAAUAAAABAAAeHAEbAAUAAAABAAAeJAEoAAMAAAABAAIAAAEyAAIAAAAUAAAeLAIBAAQAAAABAAAf9AICAAQAAAABAAATBAITAAMAAAABAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFNPTlkgAE1IUy1DTTEAAAAASAAAAAEAAABIAAAAATEuMDkgADIwMTI6MDg6MTUgMTA6NTM6MzUAAAAAAQAAACgAAAAhAAAACjIwMTI6MDg6MTUgMTA6NTM6MzUAMjAxMjowODoxNSAxMDo1MzozNQAAAJ+sAACWAAAAAAAAAAAKAAABLAAAAGQAAAJEAAAAZFNPTlkgUEkNCi0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0NCkE9MSAgQj0wICBDPTEgIEQ9MSAgRT0wICBGPTEgIEc9MSAgSD0wDQotLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tDQpSUz0xNjQ3IEJTPTExNDQgUFI9MTc3MSAgUEI9MTA2NCAgIElEWD0xMSBMLVRZUCA9IDEgVFlQPTEgSEQ9MCBTUD0wIFNGPTAgTFY9ODk4DQpMMA0KTDAwCSA2MAk1OAk2MQk2OQk4Nwk5NQkxMDMJMTEwCTExNQkxMTgJMTIwCTExOQ0KTDAxCSA0NQk1MAk0MgkyNwkzNQk1Mgk3OQkxMDYJMTE0CTExOAkxMTkJMTIwDQpMMDIJIDQxCTQ4CTIxCTI1CTI4CTI3CTMwCTM3CTk3CTExOAkxMTkJMTE5DQpMMDMJIDIzCTMyCTI3CTIzCTI5CTI5CTI4CTI1CTEwNAkxMTQJMTE4CTExOA0KTDA0CSAxOAkyMQkzMgkyMQkyOQk1MQk2OAk2Mgk5NgkxMDcJMTE0CTExNg0KTDA1CSA4CTEyCTMyCTI4CTU1CTY1CTcwCTc4CTg4CTEwMQkxMTAJMTEzDQpMMDYJIDgJNwkyOAk0Mgk3MAk2MAk2OAk3Ngk4NAk5NQkxMDQJMTA4DQpMMDcJIDcJMTMJMjIJNDEJNjIJNjEJNjcJNzMJODEJODkJOTgJMTAyDQpMMQ0KTDEwCSA4ODQJODc5CTg4Ngk5MDQJOTM3CTk0OQk5NjEJOTcxCTk3Nwk5ODEJOTg0CTk4Mg0KTDExCSA4NDIJODU4CTgzMwk3NzAJODA4CTg2NAk5MjMJOTY2CTk3Ngk5ODEJOTgyCTk4NA0KTDEyCSA4MjgJODUyCTczMwk3NTgJNzc2CTc3MAk3ODUJODE1CTk1Mwk5ODEJOTgyCTk4Mg0KTDEzCSA3NDcJNzk0CTc3MAk3NDcJNzgxCTc4MQk3NzYJNzU4CTk2NAk5NzYJOTgxCTk4MQ0KTDE0CSA3MTEJNzMzCTc5NAk3MzMJNzgxCTg2MAk5MDMJODg5CTk1Mgk5NjcJOTc2CTk3OQ0KTDE1CSAwCTY1Mwk3OTQJNzc2CTg3MQk4OTUJOTA3CTkyMgk5NDAJOTU5CTk3MQk5NzUNCkwxNgkgMAkwCTc3Ngk4MzMJOTA3CTg4NAk5MDMJOTE5CTkzMwk5NDkJOTY0CTk2OQ0KTDE3CSAwCTY2NQk3NDEJODI4CTg4OQk4ODYJOTAwCTkxMgk5MjcJOTQxCTk1NAk5NjANClAxDQpQMTAJIDYxNQk1OTgJNjI1CTczNQk4OTcJOTY3CTEwNDMJMTA5MwkxMTMzCTExNTYJMTE3MQkxMTYyDQpQMTEJIDQ5OQk1NTQJNTY4CTY1OAk3NDEJNzgyCTkxOQkxMDg0CTExNDIJMTE3MAkxMTc1CTExNzINClAxMgkgNDc4CTU2MAk0ODcJNjMwCTcyMAk2NzkJNzI1CTc2MAkxMDQwCTExODEJMTE4NwkxMTcwDQpQMTMJIDMyNQk0NDgJNDU2CTU3OQk3MzkJNzExCTYyMwk0OTQJMTA1MgkxMTQ4CTExNzgJMTE3NA0KUDE0CSAyNzYJMzA5CTQyNQk1NDAJNzI5CTcyMwk3MjYJNzE3CTk2MwkxMDcyCTExNDEJMTE2MQ0KUDE1CSAxMjEJMTYzCTM4Mwk1MTUJNzA2CTY4NAk3MjkJODAxCTg4NgkxMDAzCTEwOTMJMTEzMw0KUDE2CSAxMjYJMTE0CTM0Mgk0ODkJNzY2CTYzOAk3MTEJNzc5CTg0MAk5MzMJMTAyOQkxMDc2DQpQMTcJIDExMQkxNzEJMjc0CTQ3NQk2ODEJNjU0CTcwNAk3NTkJODE5CTg4NAk5NTUJOTk5DQpQMg0KUDIwCSA5ODkJOTYzCTEwMDEJMTExOQkxNDIzCTE1NDYJMTY4NwkxNzg4CTE4NzEJMTkyNgkxOTYyCTE5NTcNClAyMQkgNzU1CTgzNgk2NjMJMzAxCTQxMwk3NTIJMTIzNgkxNzI3CTE4NTYJMTkyMwkxOTQ3CTE5NTcNClAyMgkgNjc1CTc4NQkyMzYJMjU2CTI5NgkyODgJMzIzCTQ0MgkxNTY0CTE5MjAJMTk0NgkxOTQxDQpQMjMJIDM0Ngk0ODcJMzkwCTIzMgkzMDEJMzA0CTMxOQkzMTUJMTY4NgkxODYwCTE5MTQJMTkyNA0KUDI0CSAyNzMJMzI1CTUyMAkyMjEJMzA3CTc0NgkxMDg5CTk3NgkxNTU3CTE3NDQJMTg0OAkxODg4DQpQMjUJIDExNQkxOTgJNTI1CTM4NQk4NTUJMTA1MQkxMTM3CTEyNzQJMTQzOQkxNjQ3CTE3ODUJMTg0MA0KUDI2CSAxMjIJMTE2CTQ2OQk3MDIJMTE3MAk5NzUJMTA5NAkxMjMxCTEzNjIJMTU0NgkxNzAzCTE3NjMNClAyNwkgMTEyCTIwMwkzNjcJNjgzCTEwNDQJMTAwNQkxMDg0CTExODUJMTMxNQkxNDYyCTE1OTYJMTY1OA0KUDMNClAzMAkgNzM2CTY2NQk2ODcJODM0CTExMjEJMTIzOAkxMzgxCTE0ODcJMTU3NQkxNjM1CTE2NzkJMTY3MA0KUDMxCSAyNjUJMjc1CTIzNAkxNjcJMjY4CTU1Ngk5ODEJMTQyMQkxNTQ2CTE2MTgJMTY1NQkxNjY3DQpQMzIJIDIzNgkyNTkJMTE5CTE0OAkxNzYJMTc3CTIwNQkzMDcJMTI4NwkxNjA3CTE2NDAJMTY0Ng0KUDMzCSAxOTUJMjU1CTE0OAkxMzIJMTc5CTE4OQkyMTIJMjI3CTE0MDgJMTU1NgkxNjAzCTE2MTUNClAzNAkgMTY3CTE1OQkxNzMJMTI0CTE4Ngk1NzAJODc2CTgwNAkxMzE4CTE0NzEJMTU0OAkxNTc2DQpQMzUJIDcwCTc0CTE3MAkxNjEJNDc4CTg0Ngk5MjUJMTA2NQkxMjI1CTE0MDkJMTUxNAkxNTM4DQpQMzYJIDc4CTYxCTE1NAkyMzUJNDYwCTc4Nwk4ODUJMTAxNgkxMTUzCTEzMzEJMTQ2NwkxNDkxDQpQMzcJIDc2CTEzOAkxNDIJMjMyCTM3Mgk2OTQJODc0CTk2MQkxMDk4CTEyNTUJMTM4OAkxNDI1DQogLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLQ0KTEFbMF0uLjogNDgJNjEJMTEyCTEwMQkwDQpMQVsxXS4uOiA2Nwk3MgkxMDEJOTMJMA0KTEFbMl0uLjogNzIJNzYJOTgJOTMJMA0KTEFbM10uLjogNTcJNzEJMTAxCTc4CTQ2DQpMQVs0XS4uOiA1Mgk3MQk3OAk2Mwk1DQpMQVs1XS4uOiA3MQk4MQk4Mgk2MwkxDQpMQVs2XS4uOiA1Nwk3NAk2Mwk0OAkwDQpMQVs3XS4uOiA3NAk4OAk2Mwk0OAkxDQpMQVs4XS4uOiA5MAkxMDAJNjIJNTkJMA0KTEFbOV0uLjogODgJMTE1CTU5CTQ3CTMNCkxBWzEwXS4uOiA4OQkxMjcJNDcJMjIJMQ0KTEFbMTFdLi46IDEyNwkxNzUJNDcJMjEJMQ0KTEFbMTJdLi46IDUxCTc4CTQ4CTM1CTQNCkxBWzEzXS4uOiA1MAk1Nwk2Mgk0OAkwDQpMQVsxNF0uLjogODEJOTAJODAJNzMJMA0KTEFbMTVdLi46IDc2CTk4CTMyCTE5CTANCkxBWzE2XS4uOiAxMjQJMTQ2CTU4CTQ0CTANCkxBWzE3XS4uOiA1Mgk0NgkxMDMJODcJMA0KTEFbMThdLi46IDUwCTUyCTgyCTY2CTANCkxBWzE5XS4uOiAyODAJMzI1CTUwCTQwCTANCkxBWzIwXS4uOiAxOTAJMjQwCTQyCTM3CTANCkxBWzIxXS4uOiA1Mwk1NwkxMDEJNzgJMA0KIC0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0NCkV2MC4uCTogMzYJMAkxMDAJMA0KRXYxLi4JOiAxMDAJMTAwCTEwMAkxMDAwMDAwDQpFdjIuLgk6IDEwMAkxNAkxMDAJMTQwMDAwDQpFdjMuLgk6IDEwMAkxCTEwMAkxMDAwMA0KRXY0Li4JOiAxMDAJNgkxMDAJNjAwMDANCkV2NS4uCTogMTAwCTEJMTAwCTEwMDAwDQogLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLQ0KQWRqIE9yaVI9OTYyIE9yaUI9MjA4OCBSZWZSPTk1MiBSZWZCPTE5NjYgT2ZmUj0tMSBPZmZCPS0yIA0KIC0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0NCg0KCSAgCTAJIDEJICAyCSAgIDMJICAgNAkgICAgNQkgICAgNgkgICAgNwkgICAgOAkgICAgOQkgICAgMTAJIA0KUHJlOgkgICAyMzQ2MTggICAgMzMwMDAgICAgICAgIDAgICAgIDIyNjAgICAgICAgIDAgICAgICAgIDAgICAgIDEyNTQgIDEyNDY0MDAgICAgIDExNzAJDQpTMToJICAgMjMyMjcxICAgIDI1MDAwICAgICAgICAwICAgICAyOTYwICAgICAgIDEwICAgICAgICAwICAgICAyMDAwICAgICAgICAzCQ0KQ2FwOgkgICAyMzIyNzEgICAgMjUwMDAgICAgICAgIDAgICAgIDI5NjAgICAgICAgIDAgICAgICAgIDAgICAgICAgOTkgICAgICAgOTkgICAgIDE1NjAJDQpiazE6CSAgICAgIDEyOCAgICAgICAgMCAgICAgIDEwMCAgICAgIDEzMiAgICAgIDEyOSAgICAgMjMwMAkNCmhpc3Q6CSAgICAgICA2NCAgICAgICAxNCAgICAgICAzMSAgICAgICAyMyAgICAgICAgMCAgICAgICAgMCAgMTI1OTcxMgkNCiAtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tDQo9PT09PUNhbGlicmF0aW9uIFRhYmxlPT09PT0NClRhYmxlOgkgOTA1CTEwMjQJMTExMAkxMTcyCTEyMjEJMTI1NwkxMjg1CTEzMDMJMTMxMwkxMzEyCTEzMDINClRlbXBvIENhbGk6CTkxMw0KPT09PT1TQUYgc2VhcmNoPT09PT0NClJhbmdlCSBTOjk0NglFOiA4ODkNCkZvY3VzIFBvc2l0aW9uOiA5MjgJSWR4OiAxNAlDbnQ6IDE5DQpDdXJyZW50IENvbnRyYXN0OgkxNTg1DQowCVA6ICAgICAgOTQ2CUM6ICAgICAgOTkwDQoxCVA6ICAgICAgOTQwCUM6ICAgICAgOTgyDQoyCVA6ICAgICAgOTM0CUM6ICAgICAgOTkzDQozCVA6ICAgICAgOTI4CUM6ICAgICAxMTE4DQo0CVA6ICAgICAgOTIyCUM6ICAgICAxMTcyDQo1CVA6ICAgICAgOTE2CUM6ICAgICAxMTU3DQo2CVA6ICAgICAgOTEwCUM6ICAgICAxMTE1DQo3CVA6ICAgICAgOTA0CUM6ICAgICAgOTk0DQo4CVA6ICAgICAgOTE2CUM6ICAgICAgOTUyDQo5CVA6ICAgICAgOTE4CUM6ICAgICAgOTg2DQoxMAlQOiAgICAgIDkyMAlDOiAgICAgMTEwNQ0KMTEJUDogICAgICA5MjIJQzogICAgIDEwOTANCjEyCVA6ICAgICAgOTI0CUM6ICAgICAxMTI0DQoxMwlQOiAgICAgIDkyNglDOiAgICAgMTE0Mg0KMTQJUDogICAgICA5MjgJQzogICAgIDEyMDINCjE1CVA6ICAgICAgOTMwCUM6ICAgICAxMjI4DQoxNglQOiAgICAgIDkzMglDOiAgICAgMTIxNA0KMTcJUDogICAgICA5MzQJQzogICAgIDExNDINCjE4CVA6ICAgICAgOTM2CUM6ICAgICAxMDc1DQoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAQACAAAABFI5OAAAAgAHAAAABDAxMDAAAAAAAAAACgAAAApTT05ZIABNSFMtQ00xAAAAAEgAAAABAAAASAAAAAEyMDEyOjA4OjE1IDEwOjUzOjM1AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/2P/bAIQAAwICAwICAwMCAwMDAwMEBwUEBAQECQYHBQcKCQsLCgkKCgwNEQ4MDBAMCgoOFA8QERITExMLDhQWFBIWERITEgEDAwMEBAQIBQUIEgwKDBISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhIS/8AAEQgAeACgAwEhAAIRAQMRAf/EAaIAAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKCxAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6AQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgsRAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A7GJuBVqN6m5yNlhGzVqOSnzCSLKy/KfpWvZTbLWJfRRU8w2W0n6VZjlzU3AtpJnrU8b9PSrjIC5FJVyJ8+9bRkJotIamU1pckmU06rEJRn1oERyLVSVOaVyZHztE/SrUTVwXNy1Gaso1K40iffhDWlFLhQM9BSuOxZjmq3FNU3HYvwy5q4hGKqLHYsxPg1cif3raLE0XImq0g3d62TIaJ1FPrRE2FxSYqhCEe1QyJnmlYlo+ZoX4FW4j0ry+Y2SLUbVYR6TkWkS7+PqRVprtIVLyukaL1ZjgCodRRV2yrGHqHxE06wytszXcg7Jwv51gv8Vb+OdZvJhFsh5hHV88fer4bNeMVTq+zwiulu319P8AMTdi1/wuK/8A+WFlaxj/AGmZv8Ka3xk1sf6tLJf+2ZP9a82pxnj5P93GK+9/qLmueifDrxyfFdhIt6Y1v7Y/vAowGU9GA/Su1imr7/JsweMwcK0t+vqi0rl+GatCCTNe3BkNFxelPArdENC9qSrJsLTGXOaCWfLUTjA+lXIpB614XMbqIXOq2mnpuvrmC3X1kkC/zrJuPiT4etTg6ijn/pmjP/IVlUxEY7s6qOGqVPhRB/wtjw4OTeSqoOcm3f8Awqn4g8UWvi60t/8AhHZxeWyMTKyAjDf3Tnv/AI14Of42Mcvq2e6t97Na2Eq0480kY6aTcnnYB9WFSXGgXNzbMqyRK2QR36EH+lfkc60Th5S0uguwB3x4Puam/wCEcVV3SzKqjk+1ZrEvoCSOcT4pWHgnW4n0Gdr+8iba6rxGR3Vj3/CtWL9pnxLFK5ktdLkTdkL5TDA9PvV+o8LQxWGwbdTTmd0v67n65wv4cLG4T2+Nk4uXwpW27u/fsdBpv7Vt1Hj+0NDt5Md4rhk/Qg12Oi/tVaBMyDUbC+tc9SpVwP5V9bSx7XxIWZ+FeLp3lhaql5PRnf6Z8ffA18imTXILMntdAxfqeK7+wv7bVLWO6024guraZd0c0MgdXHqCOK9ehiadX4WfnGZZHj8udsTTcV36FnBpDXUjyGgFJn8qDNnxnq/jXTNATF3OHnA4hi+Zz+Hb8a4bVPiVq2rll08/2dbeqHLke7dvwr5CvibaRPoMvy51nzzWhirZSXk3mXk00zt1LtuJrTj0uEKFVea4LuTPpo0VCKSRi63KlpqtnanG2VHP1IxV7wRf/wDCPeIWiztstSwrDPCyfwn8en5Vy5phvb4OpT62/LU58ZR56EketK276GpEfb17V+Qs+NaMDxH400/waGGpOxaRS8EaDLP6j868c8W/E/VfE5aFXNnZHjyYm5Yf7R719Xw3kqrtYmqvdWy7v/I/ROA+FFjJrHYlfu4v3V3a/RfizndLcC7iPYMDXUSZLk8YJr9Jh8J/QGF7CJ3qOa68pxHGPMnYZVB2HqfQVR2SNLSrZ92+4fzJD7cL7AV1+g+KtZ8PFRouqX1mAeFimYL+WcVrT01Rw4nB4bFwdLEQUovo1c9K0H9oPxhps9tb3FxBqklxKsUME0ALzOTgKu3BJr6qsGuJLG3bUVjjumjUzJGcqr45A9s17WCrVJ3Unex+BeIfDWWZTKlPCXTm37u6SXVdepNTTmvRPy9n5jwxCL5yC7HnJPWtHalxATbt5UjjoehPvXwUrn6NTajoinZeLRG7Wl0vlXUHysrfzrV/4SyKHDkrx2pxgbPU858c+NUXWrCfeAI37HseDXQ6f4jguYQ7ODxnr0NbuGiJcbqx674J8UxeINKSTzFMsR8uX2Yf5Brpy4K5UjpX47mWH9hi6lPsz4vFUfZ1JROL+J2gf8JB4alkiXdeadmaLHUr/Gv5c/gK8B3c9a+14Tr82GlT/lf5/wBM/Y/DbGe0y+pQb1hL8H/wblyyk2uOe9dYCWbnmvsYbH6rhSA3D3DFLEjbnDTHkD2X1P6Vcs7RLYEKMsxyzNyWPuao65bXNuzXofWk1XW4NExvxLcMMpED39T6CtEznUvePdf2T/hnPqt3J488Vx73UtFpEbj5V7NIB/46Pxr6nzXuYGFqV31P5w8R8y+t53OnF+7TSj893+Lt8gNMJrtPz6R+Weka+L63MN0hhuYTtdD2NXpdat04ORj+IdM18RKOp+iUl2OU8Xf6cFubOby7yEfK/qP7przuf4hzWkr29+WjmXqOT+VdNCnz6dQq1PZq7E0gHxfqsC6nb6m+nbwZXt4QWx7ZIH416zqfg3Smubf/AIRC8v7SzkQCSC+QM8bexB5zVYicYJRMaVSo6nMtjovB+iPoEs4066uW+04MjuRgkf3Vrv7OS8iAkFxK6jrlq8DFZTh8TWdScbthXwdOq3NrU2or45VLj7zruB9RXhHj3Qv+Ee8S3MEa7baf99b8cbG7fgcj8K+fyan9TzSph+jWn5r8D0/D/EfV82qUG/jT+9a/lcwoZBG65I69K64RNdnEhKw90HV/qfT2r7uB+8YZ6mjFEqgAAKB0wOgq5DGWxx1rRHXUlodxZfDDxTqXhKfWtB07zxEMwxMcPKO7Iv8AFj9a4/4UfDW/+Jnj6HTbkTIqyeZqMrqcxRqfmz79gPU10OhP3dNz5uPEWAtiXGd3RTcl6L8e3qfodpGm22i6da2GmxLBaWcSxQxqOFUDAq7k19FCPKkkfy3iq88RWnWqP3pNt+r1DNNNUckkfk14mLPB/aGmZ+1Qp84HWRR2+tc1aeIJdRPlwo0jSc4UZNfGRV0foMJcrOht9Ku7uEfagIge3U0+LwbpS3n2i5tYZ7kfKryLu/TpWbquPwmrSqaM7PSdOiVQFjUegAq/daGDtlhyNhziuWT1LhDU6nStMW8s4rm2UKD8r47GtZVjs42V2UkjgV6VOKcVIL6OJmtrC3upokAGy0iEZYd2zk1jfFTRTrHhpL+3GbjTDub1MR+9+Rwfzr89xeJUM6VVbXS/Q8XKcX9VzqlV/vWfo9H+Z47DgMMck9z1ru7Wv0Gmf0ph2X4xuwK9l+EPwmbWZoNV8SxlNPQ7ooG4NwfU+i/zrtwtH2tVR6Hj8V53HKstnW+09I+r/wAtz6csPLiiSOFVSNAFVVGAo9BVjTtE0/T7+5vrGztoLu+2/aZo4wrS4zjce9fRuKP5fdepzSfM7vfz9TaRqkqTEdTSadyJH5SQWLHaZmycfMF6GpbXT7awXFnDFCp5O1etfEN9j73m5mX4Rvx6DqKnkgUsWGPmwCD2IrJnRHsammsRL3AxuHbNdKuBB85xuGKzaN09dCraar5JdbOVo0LfNk4X61yniL4oWOm6nDpdhM1zf3RK+b/BEfT611e/7NqJji6ipQcup03hkGO3XcdztyxPc119q0c0LQ3ADxSqUdT0IIwRX5bjG3Vcj4qUnfm6ngmv6O/h/wAQXVhJnEMn7sn+JDyp/KuttM7sdcV+oZfV9th41O6R/T+S4v6zg6df+aKf4HsPww+GRupY9U8RxFYBhre3brJ7sPT2719AaawUKqYAXgAdMV9dl1Hkp83Vn4n4gZ9/aGY+xpu8KWnq+r/T5HS2T9K2IJK7mj8+ZdR6nU1DQrkn6U01AmfleDjA9e9RmTbkHoK+LsfdxZetpSRjB5rWt4k2Atj5utTKJtBlgTpAB8w46ZxxVXUPFMNnEzOxZgOFFTGHMzbnVjyfxT8RNSupnt7SLyrVDh8H52/wrg9S1qN7iGaPdFPA4Zdw7ivZo0VGNjy8RW59GfTXgPXI9a0e0uoCCJowT7HuPzrtreUqRX5BmVH2WInDs2fOVVaTRyXxQ0b7dbWuq267pbTEU+O6E8H8Cf1r1D4S/CYzNDrHiaLbGcPb2rj73ozD09q9zB5usLk7195PlXz1v8j9Ly3iqOA4Vlyv94m4R+et/kn+B7VdQhJkZBhWHQe1aOncEV+kcK4mWIyqjOTu7W+5tH5PGTkrs6WzfGK1IpOK+hsItxS1djfioZBMGoPNQwPyoaTd+AxQG3d+K+S5T7VSLMM2zG49Birgv2fCqCT6CpcDRSMjxFcXlk9sJMpDMSGOeV9BWeZg0RyRk960pRR0P4dTgb2ZX1aWJwPvH8aZf+H0nhLxrzXZexxuNzuPglrH2G7l0i5YgA+bDn0/iH9a91g+cV+a8S0eTGuXfU8LGwtVZs6XDHc3MUNwivHKwVlPQgmvafDGofbtMCyHM1pI1vL/ALyHH6jB/Gvk6yPHrvU3HAkhHqpzVuxGCK/YeAa3Nljg/syf6MKT903Ld8VoQy9BX3Q7lyJ6uRS0NCLIfgc08NWTQrn5PtMFAIIqI3fTFfMcp9epFiK45XfnJ6e9b3hyYSXIGBuPA9qlxOzDw5ndkXxK05m8P3GGIdsKG9MkdK8kltr22iVPt1xtbjaWyadF2RtWRjT6PdC5FzBNI0i84c5BrZs/ESRwNFqCNDJ2z0P0NbuXNocsVysboOsLY6zFe27cwy5IB6juPyr6W0TUFu7SKWJgySKGU+oIr4ziyh8FT5HnZnT0jM6fQZQdUtB6zL/OvUdEuTpvjjU7B+ItShW7hH+0vyv/ADH5V+f1VqfM4nozt4G4IPer1vx7V+keHlb+NSfk/wAxUnuakLcVbhkxiv1FDZcimxV2KWmTcto+RUgeokgPyVmmL4AKjPtTrRSz7OHYenb6183JH1lOVzZXQ3vLFpoTm4t23KP7w7itbwztDI4+8Tzx0rE9KjLQ1PiJEZ9DgMYOPPQN9Oa8q13S3ieJwrbf0pUzSbutSt9mC27SFclRVR9MiuY8sAW7033JjC+gsOjkp5NzbrKv/LOWIBJUP16MPY/nXpvwp1gtZzabOzmWwbC712kxnpxz05H5V4vEEPa4KT6rU48xw7VBvtqeq6BLnWbMD/nsn869Q8Zs2m3+ja1H8osbxUnP/TKT5W/nn8K/L8QrNHxuLXunfwSg9DWlbtnFfYcC1uTMXD+aL/CzIpPU1IDkVZU9K/ZIs0kTK9Wopua0My7FN71OslTILn5Mw2McjBppZZgOqp8orZslXaFijWJOwHevnpxPp6ctTqNKhNlcjqY5P51fl0U2t0LywXdFIczIvb3FcbkepSZ2mn+Exrlov2xCbRgDyMbu4xS3vwy0idWSSOVl7Df0rso4dSV2eficXKMuWJw2tfCCSISDTZEljOcK/DCuJvfAWpaZkvbyAeqjIpVMNKOq2OjDZjCVlLRk2k2Bi5mXB/2hT7SKa28bWMmkQvL5qMl0EHAT1P0rzMVR9pRnDumduLqRlRkvI9c8LSB9fsO+Zl/nXuGv6cms6PeWUnS4iZc+hxwa/IsXG0rM+FxCJvBWqPqfh6zluD/pCJ5U/tIh2t+oNdTaS84r1uG6/sc0oS7u336fqc9LdGxayds1oJzX7vFm0h3Oaer1sjJlmKbBq0s/vTaFc/K2P+HJBUdugrY04hmGTyeBXgzR9JTZ1VkBKiYHIrsPD9u0xSPAJbiuCUfesj1KU7Ruz0u3hWK3SJPuooFNktg3avVS5VY8ScuZtlWSx3ds1QudDWX+EVpGRzzRnz+FbNEeW9jtxGgy7yKMAfWuVvPE+lacWi0C1hlboZdm1fy6mvLzXG0cJS5mryeyJU5vS+g3wZdef4l08nALXKkgcDk19EE/NivxrMf4t31OauUdFiOmarfwDiC6YXMfoGPDj8wD/wACrp7ZuQe1ejw9gJ4zHU+XaLTb9P8AM54LU2LSTnrWxA2QK/cYM1ZNjuKSt0zKSFVqnWbHua1Rkz//2f/bAEMABgQFBgUEBgYFBgcHBggKEAoKCQkKFA4PDBAXFBgYFxQWFhodJR8aGyMcFhYgLCAjJicpKikZHy0wLSgwJSgpKP/bAEMBBwcHCggKEwoKEygaFhooKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKP/AABEIAeACgAMBIQACEQEDEQH/xAAcAAACAwEBAQEAAAAAAAAAAAABAgADBAUGBwj/xABAEAACAQMCBQIGAQEGAwcFAQAAAQIDESEEMQUSQVFhcYEGEyIykaGxFCMzQlLB4QdD0RUkU2Jy8PElNIKSorL/xAAbAQADAQEBAQEAAAAAAAAAAAAAAQIDBAUGB//EAC4RAQACAQMEAgICAQQCAwAAAAABAhEDITEEEkFhBVETcSIyBhQzQpEjgUOx0f/aAAwDAQACEQMRAD8A7HkboJkPqMmMCr7/AMBDIyPqEByiGT6gMj1CrADLbAUAMshv2wHoCN26IQQprboD9uhp8U0W37jL2mNydhAbh7gBuRMQN5I/UYMg3AcDf3D/APACBuTtgYMg9gAroMnlDBlYmLjgGQ3jqMhWwewAfYbsgAkXQYNcIBCXEDBuUBv+QfyID0CMk6kfYDAgEhLsZ+0ILIMKGSS5ACMXyBgwARRQBWiPbYCeBCtjFflP4GADjAfe4AV6BAh/ARgb/kIGYKfcQEKYAyfnIe4ASmpmcQDoUvtSHTAJdDXEMI35Jf8AAgKbCmAFMNxj0a4yACrhuM+RuHLwBCS4wZbXGXQBgQoY/ZuwV6jBuwf4AGCu1wIUMvUYTHoEAnYKAkDcAa4OoGZBzYoB1IBIQAhACEsAEltwMCWAk7gfUAArEAeQMZFYNhFL5+FGTQUHuAG6CA9jcbtnIBOrDnuA9igoAYiAQYPYAP8A7yFMWRuOdyr/AJsQyboR+1K41wgkTJ5EMfY+Qr9jA36WDjsAFMZOwgZMncYMhvAGORvHUICBsUE7jX6WAhQ3kD5MugVuMh9xhwRgoAZEGDEACg+4BEH3ACEAl3uH3KJPFydQNA+AAWIrASEsBpkAEJP4A0IwLcGKABrApJAxQD56v2NfYzXgQ9gIV7WD3AxiFegiHsN2GY+QgBCLIEIzMt8kxgQN0Ehd1QNrX22G82BOBTQQA5w+oUxAfIfIGK8DXDkGQfFgMV6D+4EK3IMG/Hcn8jA9ArAA3cK6LIwZBTz4AChv4GRlYbA4AoIykRgNCPqBDYIAVYi3GPQhuMIggE8dCAE8AAIydgCBAAQAhGBB7WIxAtgW6iIrB2APnYUZrEl/IpBlYKYwKG6oAKChCBTGACG4BPcPQAYPuBi9xaf95cA1J4RL7gRkFPCEYp5CgMUFARgh4M13gKEXs1xuwzN3XUPkZCgjMfYiAjBW1xmdbhAIhxkZMK7ABQwyG4UAwK3D1GSMgAyuEDSwbFEP7JkkAEoCBgPYE/gQQORgOxOgBCAA6Ee4EIrJBPILAT5wFPYyXky2D3ADkPcAZBQDgcjd+4gIUAEIwPQPsBiNfwAR7eRaH3sRtIQApvsMr+BknUNxGa4VlgBv4CgBr5GuBmTxbqMmBCmMmAMH/wCQH6FXsFfoYT3Chg6G/kYRdggDIdDSKCODMrkAGRM+oFgc+4RkZBA0J3AhJfcAhF6jMf0AZCQRB1J+RmgAIURgYdyAEfoD3AitAsSHzW79gp5MjMg9OgGZdiCBhvYAi/Yy6MZiH9C9mYmNgBkHAAVswoADtYlEAvv2J7gDe4bgRl3CmBoh1+gCBXqSBT2fUfyMGXUa4jMn+BolAyGV8dwIewRmmCIZcGWBkAEbG4wKGAGuN5GQhwMze9xhpQYAGBkAEADCeQ+oD2IpQHyFAAIgJCAY+QAXCdCPp3ABYgBPAAAWBYCfMxsYOczEGo38hQiHIy7AobjICFWCgMQgBXoRdrgBW/kID0kngOn+3wILgpjCJhTF6BiddxAbtjJgY3GuBDka+Q2MVIfAAyHRQN5uMgIbhXnYZoFAQoYZiECFeo6GBQ1xg1xl1HBD/AewA3uEAJNhljybqS4BNglDAE7iAkGE7kAAwgSEA0wQAHknsBASwAAP9CJ8yGXqYKEmRQXGx1+iIFQZBGDL0IBm/AVuICg9hhF2GEBJ7CATeHm49L7QCwNygn8jXEBTyQRmTQUwCX/I3Mkt7dQ9yCLVUOZQVWDk+iZemZ01KX/rORwP8jp+TQDF+SxBBnQUVBHVg+4ZCX8kYBE8joY9iiIZHQVfuAMMuwwYKGDpoi2HAOEEmQGMxJ/AAwO4Ei/YQALsHYoQhAEp0IAhEQBhFYIDIE/AEHfqwPABLC/yBPmO42bHKr2gyKEGD7iMV+hl0AD4D3EZidQAruFB6A32DdCCdQ5yALPbYth9oGa4Uxgb4D0DJCFAY3tcyV+Jaai8z5n2jkw1+ppoV7ryHN1HHXZqjBJd2cvUa/UV5XnUbW5891XX319o2g5TQ6hUtTTqTlaMXdnpI8d0XylPn3/w2Nvjuq09CtounKmfxHp19lOcv0US+I/8tFe8jo1Pl4jalT2I/iTUbxp00VP4h1b2lFexyW+U1p42LuJLjutv/ffoqlxjWy/58/yc9ut1783HcrlxXWf+PU//AGEfENT/AOPU/wD2M519W3NpGWrhXFq+n1cJVKk5Q2aue+pVI1YRnF3Uso9v4nWm0TS0me5M9z1zFMbqUBuMhkZDLuONwZMbsBCuj3HQwa4fQYMRAQkGSByMxx7ESESEX6KCOxACXJ2wAQngAngisAQjAkA/0AAFgJ8vWb9xulupyq53FeRlcAK6B/AKMg/wA/Q4D56gBzhjAaBz7gB6kEBTCALPYtjsAwKD0A0Wwb46jJTX1VCgm6lRJ9jm6jjayqEPdnm9Z8hXR/jXex4cvUa+tWf11GZZVG7nzupqW1bd15LJc33DnCIIartSm/BlpfZFeLjpxKJ5WxX5HS8jMVsG/Qk06k83HgfoFcXNt/BUAVh7nr/hLiXND+lqvP8AhZ29Bf8AHrRJw9R2IrZPqFImNnAwNxkwB09kMvJUAUFDSf0HXoAMMmUDInoMhIgAoLAwXYLBKW2IUaE8gSEyAQgghH+xgOu4bAEIBAiewh7fLV6BRzKMt7hAzR/YW2IeDL0yT3GDdQr0EEQQMQ/wAhF4D16iED7kQHgsrXXctuBjgKa7hkmDV8Uo0G1H65LGDkani1etdKXJHtE8Xrevn/b0v+xwwzqSby7i38ni+5SVhXoLJRsYK3EZdRLl01V9OVmXQN1KEJexccJnlqViXdrkwaEv5KJL+fwRvZjiFBfyFv8ABUBF07GjTVZ0asakHaUXccWxOQ+h8L1i1mlhUTztI19UfWaGp+TTiyoS4yZuY3Gi8iyDJjlQQp5GQywZFiGDLcdFEKsNYAgwwhGATsQEoEABP4KCEAR6TqQAhBAA9AIHuQZj2AySfLc2D56nKZl07EQzNslnAfIGZeoQA+6CvUDgUH2EIRBEMpfqFdwNMBuB4Lf60uhamAEzcSrfJ0lSXW1kZ6lu2kyHkpNyvkGdz5K053RI+AiCWz4GtkmfoD0IrE7hXq7f0lX/ANLMvCGpaOOcp2LjhM/2bLBs9hRZX7Bxl7kUXbYrugYTlZPA85ILehO4snH0ZbfsKuHdgOpwTiU9DqI3d6UnaSPfUpqpBTi8SVz3vitburOnPhUDfcKeT18mLYUwM0XuMnnyOCOh0+5RDceLGUniyxMoD7jIZGXqRdxgcEAIiMAPYgEhPUCT+AWKCMHgAgRAcAAYQi7jEoQC4fLPUKawjiV5RDYt2GYpoa4GKDcCHwN23EYdhhmgfcnJp2J1sA9Dcn8AP2CzUZYIDk43xDV+mFNPLyzm6y/bo2EuGg9EfMShMXDgnyBIrBzuE5ugb75AK9T9WlqpLeJj4LGUKcoSXkcf1mET/Z08bWyF222MmgNPsHl8jIyg+wVTfYP0eEVNu30h+U/8rFkD8mTvaI39LNph3D0SVGNNXnNKxu0/xlQ0GjenhF6mvHEbYivVnp/GXv8AlzV3dF0Op1V+2nDzut+JOIaqq6ktVWpu91GnLlUQU/iTikE+XiNZ9PqSZ7uZ5fZR8L08Uiva3UfjHi1NLmrUqi/80DbS+OderfM09Ga2wEakw4Nb/H6c0lspfHr/AObo3/8AjI36f480Ev7ynUgzSNaY5eXq/CatP6unp/i7hVRpf1HL6o30uO8PqfbqYGkasS86/Ra2ntMNlPiGlmly14P3NFOtTl9tSL9GaReJc80tXmFyedy1W7mkMzoZFQQogAxBhAgAsQCS5ANAgkCeSh6hCdACZIAS5O7AgCSHyq//AFGujj/S06BGDJjIDNgjb9QA9ggaLYYXGx4LKpCP3SivVlEtfpqf3V6a/wDyJm0RycVyzy41oI710/RFT+IdAv8AmSfmxH5IaRpWI/iXQX+6f4DH4k0Ev+ZK/oL8h/hsaPxBw+7brf8A8milx3h1R2Woin5wOLwU6cw30q9KrHmpzjJeGec4rW+frJb2jg4vkb40sM7Meb26jKMntFnz8yz/AGeNKo74GWmqW2RPdAPHSSvvYaOj8/kU3GFi0kerLo6aCWxHdJwd0Kc4yjbDMsdLTjL6cdLBW08FbaV600MO4VpoW3JyrOTf09NXxgKowTwkLJelkacV0GUI9kLIHljfbBHy2CBDPV1FOnds4XEviShp7wpv5lXa0To6fp7atsQ6+j6S/VakUo81q+JajXTbrTtHdQWw+leO59R0+jXSr2w/QOl6WnS6UUod5u2L5t4NXdCXdshUnf8AQuTmDKT7h55b2TEiaRPI88f8vgdVFGX0znH3CHNfpK2a6Gt1ELOnqZe5tocc11PPzVJeo4l52t8XW3h0dN8V6ylbm5/ZnV0vxvVjb5k5J9pRNK6kxw8fX+JxxDt6T41hL74Qn/6WdbTfFfD6tudypy8m1db7eTq9BenDq6fiejr/AN3qINvybITjLMZJo3reLOK1LU2k5EUgUT+BhAABJcCTwAoIACQgDAkAATqAEn8kpfKdgnG0FPIVtu+wjEYZmXcNw4CjUazT6e/zasV4OXqfiPTU7qnGU/0Z21IhpTTmzmaj4m1ErqlGMPY59Xi+tq715peGYzeZ5dVNCI5ZpVqssynIralLN8kZbRXAKHfcnyr3Hk4gyo39AujG1rIIk5hS1dNR22MlaLje17jKYVabiFfTaiFq1SNPm+qzPoel+TVowqQypK55XyWcQ5eprjEr+SPYeKV3g8flyj7YJKzZJBd9WRdwLJoq1yXYwdNFdeNnGebPDJzum/CU58185LLu3gduRWfpMvsFPYkzxz1JdJjiAWpNRV9jk8T4tR0tNupNJ/tmmnpze2Ia6OlbWvFKvG8S41X1knGLlTpbeWcxbNH0vTaEaNcPv/j+jr0un2xz5WK90dDQfVzdTsr6elPC2WL9hVjAmkIiMSkb/AVfuA/YrFs4Je9wL2MXjHQKl0vkCmBVRrN87lsa892wwm1ItG5lXXVK5dHVSVvrmvcIy5dTo6X5LqOManRw56bnVl0gv9WWw498QfJjUpV6NOfSGSt3n3+OpM4w9X8Pf8ReKU506HFdD82+PmQZ9P0vFNJqYxlCtC7V7Nm+jqz/AFs+Y+S+P/09s04lsUk9mmN0OqN93kY+0J6DCfwTwAQnkAHgjKSgFYBA+AABFJA4JconyhMZHA0wiGA4HqLUrU6MeapJRXkXG8nzs5Gs+ItPSvGknN99kcXV8e1Ve6jPki/8uDG15nh06ehneXLnUqzbcpsrcltd3M5dlaRB0roeNOV8MWWkQvjTds3bHVPbGBFwLprcXlzZ7jgQtjFGXWNQp3vkcQMK6CXy1fcWtSTWwxLk6yg1d2PRfB3EG4PTVZZjmJxdbTu0pY69e6kvWxl6jNnzzzEza3uS9wyab+pEIh5hogY98KwbKUZRbwxSmY2wyRk4TafozVF3XgM5jLOk5jA/wG+LiWnNjwZdZraenhKU5pJZbbLrWbTiF0rN5xDyPFfiWc24aPbbnZ52pUqVpupVm5ze7Z9D0fSxox3W5fa/FfHV6avff+0lVu2B0la53vag0ZZR1NArQ8vJdeVyef3O+zFV8hLWsbFV726k79xfpYLuGO/gAZ9uoPOwF5MvUEcvwIhVgrr2GBbs7mWtrFzqlQTqVH2AuGjTaeTkp6h80t7dEbXnI49l5ymUrxfk10NdqqP21ZRXqLGUamhTVjFodbRfE2v0+1WTS8nodD8eamOK0VJeUXW96cPA6z4DT1N9PZ3dJ8caOo0q0HH0OzpfiDhuo+3URi97SwdFOorP9nzXU/Fa+h4dOlWp1VzU6kZLwxzoic7w82YxtKEAB7EwCUIUaAAkt0J/IggBpfKF+gnnNkwJWr09PBzqyjGK7hM4jMnG7h6/4jjBOOljd7czPP19bqNVK9WcmzC1suzS0sbypVO7yWKCskTl0xB408W6EjQV72yS0hfCmtrF0afjAGsUVh9R+XfAckSUfS4FTGOEawzj8UqtNRv1KhVeV2nb+XFlk1sBSzV6PMrWMFKctFrYVY45WReM1mETD6Foa8dRQhUi8NXNV8XPl9SvbaYeTaMSKtnuTJHJJfqRi9j0nuNF7iI3i2SIC/SnVx/xrZ4YNPUxZ7oVeGcbWw0FNWtGmvqfkqIztDSIztDzvF/iOlRcoUf7Se2NkeU12ur6yXNWqNx3UeiPb6HpO2O+z6z4j43sj82pz4ZRk3v0PUh9HAve3Qg1Qsja/Q6ejeEn6F0V4PUvzbiNpdB25bV4S/UPYleAzazJs9xj0bfJP4ESPqKMezpPItSrClFzqNRQJc6VavxCbhp4/LobOozfpNNT08LU1l7vqwTG85bYXwy1bq44OR6jLZIrjZUCsYSHjcDGN73z7F0J1Iv6ZNMJqzvSt9pbdJxTWUJJ06s0dzRfGXEaFlOfOu0sijurvV5HV/DaOvvG0vUcA+Lv+0tTT089O/myxeB670OzR1JvG7435DoZ6LU7JkMhWxq88H2J0KNCAkP5J7gPaA9wD5MJVr06MHKrNRXlnmzON5ax9OHxD4ijTThpld7czPO6nW19XNyqSkzC1u52aOjjeVUYZv7lsYvdIWXXFVsItvO5bydNyFRGBUbXXUtjZ9MjVg8b38FsdhDBlZjO6VkUkI7jP9jgSrqr6WeZ41Llqxd8lwK8tnD5c0Lmu/1PqI1c13VjFqaPPcEz9ut8L6t0+bTVHt9p6xNWPnOup26sy87Xri6Jhztc48sDWDbrfIeRgsvG4V07bAQu9tyc3gUjJnFTpyg9ng5cqnyaj5nazswrG+GVo3zCjiHGaGlg7z+r/Kt2eS4lxrUazmim6dJ9E9z1Oh6Pu/nbh9J8R8b+SfzakbOWR/o9uNn10RhOncmcDOPQ9d2G4KhbTy/Bv0zylexpXZXC+ovqte/qK0sZCeWteAauw2wyfSyjWVgA9kTNn/AzTLwFrwCWXW66lpVb7qvSKMlHS1dbNVtbK0N1TBFt5xDrQhGEVGCSjHFl0LY9Exq4WrCRaksdhpkc5IgVCLr1LIvpbA1LYrqHr3GlbCPgy67XUtNaLlz1ekEE7bomcbvqn/Drg9TR8MWt1aS1OoXMo/5InsPydWjGKPzr5bqPz9Vafrb/AKEiNXmgyFJQhIDpsAoITpcA+A674jUVy6aOduZnB1OrraqXNUm3c8a1u56Olo43lUoXa8lny+Vpil11jCyKV1lminHbqS0wFW8XuNSlzJISsbNEY8yYVa4eCg0b32wWq3sMWTZkkxpysp5z1DJNFQPKmrL6cnl+P/cpFQI5HhNa9KKOrF43FJ2F565EmsNdRIll+rT14Vo/4Xc9ro68a1GM4vc8r5OnFnJ1MbRLSmrPsP8AweNLkFPcnoIkeHYmLiSi7kw15ARBk8WueY+Nf6qjTp6nTu1N/TUt0N+miJ1Yizp6TTrqa1a34y8a5OUm5Su31Yr38H1FYiIxD9CpWKxiqL0I99hqQgKHsFegwtp+5s0tueLLquPbVVtzWthkTWw5a14LJq4cCaFe77ByL9gy3YY5AkxvfBzNZxGVSp8jQLnm959ENF5xCzR6CNGXzaz+ZXeXJ9Det/0H6Fa4g63t0LI3xgYWxsrFqs+40ym2CR3sCoRvL7FkP4GqWiK+kKW98LcaHJ4nxlU70tHmXWZ2f+GnwzLjnF/6zWJy0lF80r/4n2Jx3Thx9brfg0Lak+IfeYpRioxVorCCejEYjD80mczMz5QA0o7eSCMNglJAlgAE9ySflpQbyXRhi9jx3u1hdFfktUOdCVEFdKSwtgQqSpWUlgS432WznGpHcqoSfNZvKDCnQp7foZWvtYXpIxaHTQ4KRznJE9+40rKbV9xqkvpZQli1FS3U8zxmfPGXeI4VDJwar9y7M71Opsgk53OpfXks5l7iRNSyhzXXQ6PBNQ6cnQk8dDl62nfoy59aM1w9BGV9h7vFz5yYefg3/wAETd1gnAFhz2sxECtnIH2GAUvIut00Ndo6umqbTj+GVW3bMSvTtNLRaHy/U0Z6XUVKFRWnCXKyu+Xc+rpaLVi0P0XRvF6RePJXte4b9OuxXLROjDfpcDS+fI8X0Y4H7WxNGnf1qxpDRsqv6kL7bhZrThL52D3JX4SW5F+Ax9GOdr4BWqw09NzqSUYoOEzOHIlPUcTly070tLtfrI6el01LTQUKULd31Y/aKx3T3S0NdAxX4BWVi9Mj269RwR10LY9ENJv4JtbHgcHUFl7+S+lHZjVY9WpToUXOq1GK/LPO8Q4lPUL5dO8KXbuEpjdOCcMq8U4hR01GPNKcrH6M+HeE0eC8Ko6Ogl9KvKXWUu5poV/ll81/knUdmnXRjy6gUdb4wOpP5AIvBACWB4QyQIiKRgT8xQtFpPbYuSuro8Z73sOZRavsy+nKOEJa2+fJJU1NZQk8MOqoTp3lTd12Mqr/AFc2z2KiWtbZb6GpVkjSql1fqTMfacY3B1rdR4VVZO+SsDwb5uEgcz67DLg6rJWaJWrpWyBOfqa14s4GumpOa7l1Ny+GVnT1Uo33PRUan0hbk/20wqXLIvIoEtCkv/goq1HSqRqxeVkVo7omJY2jL1Gh1CrUYyRtUu+58rqVxaXmTG+JN1Vhruxnzun9HV7bAe17ZCPQwEn4wKA9FT9h4Ss/ITul5T474fapT19JfTL6ZnkkfQ9Bfv0Y9PuPh9X8nTR62F9Rfc7eHqwPQiH7UNx4gIWR3t1L6Ld0i4aR9NtWy5e1gdFZjlpTgY2vfqP37CXkqvzB6oAza3XU9JHP11H9sFuZKWirauoq3EXj/DTXQOWVp7p7YdSMVFcsUkljAUsg1j6g+Qrr2D0iTrffBYthwk8d1l3HjvcOCOk736EltcpUDCLuseQ6rV0tHTTqZm8xih8HefDzes1dXVVOeo/RdiuEbtKxGfIiMPtf/Cz4bWg0S4lqYWr1l/Z36RPoR26FcVfnnzXUfn6q31GyEuavJEDAIQCQAEAQHkP4ABPzQ48ysJGTjLlZ4z3o3GpG6uLSk1JxYHEtdNtlrmtrWFgvJrqXocXi2lnBOpSTtuODjaWGjq7cr6o6NHU80VkqYXK11ObrgeNSyCAaFW7v0HdXDyIsq3WWxXOrdblQftmr1cO7OBr63LUv0eCo5GXLlV+XqYzWzwzuabUKyQ7Rkol0KVbF7+TSqidmRg8LPmeSupUvCz9BxuU7uh8N63+0lQk8rY9VCWx871+n26svM169tlqdyzmWxwyyMnYViKU6Cvt7DhJV6hT+pDNNbQhrNFW081dTjZHy2vSlQr1KNRWnCXKz1fi781fSf4/q7205/atsiPXfTJ/AcFKH0HCDhZG1kXUXmxcLb6ueURbpDlpTgy7dNg+wQ0TZZ2MGr17lUdDQxVSr1l0iJNrYgdFoFRm61aXza7y5Pob1vb3AUr2wKT/1G7OyGYrqgt/jYSTr9lkb74GlZFLmvfzgdWuMjpBcXy4HAiWPW8QhpIuFN89fb/0nCqVJ16jnUk233FM+FR9hy7YPYf8AD74efGeLw+ZH/u9J8030FWJmcMeq1vwaNtSfEPvdOMacI04JRhFWS7Do9GIxGH5he02tNp8pkmMDSPggEhACA/AyR/oAiRkQDh+abbdhKsMXR4z2oTm+n9g5ebI+FwelUaLJy69RKhIVXezLp8s4NO1vIHaHmuL6N05upR26mDSax/a3lFxvAifDq09Qmk7lyrK+WAPGurWQrr9LgFTqNXzgqlqHtcY9M1eu7M42vk5p2eSqwHIqVb4f3I6mg1HNBK/gu0bIrbd1aNbybaVfFjJthY6+CuVa6YEyx1ktLq4Vo9Hn0PoPD9ZGvQp1IyvzZPK+T0+LOPqtPiW+NRdy2M1/qeNMOKTqotrj817PcmYwQr1FfXqJJeqyDmKgvZ4ys7nkvjXh/LKGvpr6ZfTU9Tq6K/ZrQ9L4rW/H1NfezyrvcjvfY+jj7fdR9j5J+xgeoYu/QFQeLdty+i7u3UuFw6NTaKv0EX7HLWvB7WTyCrUhSpynUlGMe7ErPmXLlV1HEny0L0dLs5veR0NLp6emgoUoWW9+rEisd090rutwxWWhtZnwdeNgpDRKJPOArdhhMnV83WC6H62BJl+yyKuxktisXOVxPiahzUdK7v8AxTX+gyjdxctttjR6EtYbeHaSrqtRTpU4tym7JI/QfwjwSnwPhFKhGP8AbSXNUfk20K5s+f8A8j6js0I0o/5O6Q7Hwwk6AYkAgCA5BE/93AgYH+gJA9AEvzRB3Vw1Ntzxntwobsi2na17A0Ny42A30HAgrXXqRVGnZhP0rnlXqHzwa6HluK6OVObrUFbwVWcJlTotenZSdpLB0Y6hSX3ZKmBH2VV87jKu89xRC/aSrlM66u2PHlOWetXvF5OfWqNl1hMudXp8zbT8j6KNWNSyjg18YY5xLsU6koS5ZxcX2ZsjUwkmc0w6onJvnYA6uNw9mx6iad+x6L4P4i1B6ab2yjDqqd+lLHWrmmHrP6uEd5EfEaS3bv6Hhx0153w4fxTPBlr039Ldixa52tcdeltadx+Nop6mdtsF8NVzWUlZ9xavRzSMwztTC1yUgN5ONlKO+OhXqaEdZpamnqq8Jq3oOs4nKtO00tFofNdRRlptTUoTvzU5conU+ppburFn6Jo376Rb7TGwG+pbRE8uw62GuBWTRp/uKquHQqJ3jkitllS0pvCrVauGmgue7k8Rgt5GOGlra2oqmu+mCzGl09xFbee2HTUUlFRSxiwzQNY22QZXuAky9A7AgbMZZYJPDrgtWMdRwifoVva/gvglZtu0VltjgWcbivFHVj8nS4p9Z/5jkZ3FMnSMQeJoow5na1xNYh9X/wCFnw6l/wDVNTDCxST79z6cduhXFcvgfnuo/L1U1jiuyEW5s8QxP5AgD+gCYAAG4AJO5AJME6AT8v6eupJK5pcrtHjvcV1FjyyQlbcU7KjhfGScdxeaLunYDiCyStgpnfv/ANRqgjldvBj1MVKLHBY3eZ4jo3GbqUsS3sZqGskvpk7NYNo3jBcNEdVcsjXd9xYwMmlX85KZ1N8hjBTLNUm73vcpnO/XJpCZl0eCcE1vF6yhpKTa6zeIo+q/DHwZpOFqFXU2r6ne7WF6Dm2HLq38Lfif4S0/FYutp0qWp7rqfMuJ6DV8LrulqqbjbaT2Zjy16fU/4yopRrVsU4Tl6HRocF1VT+8lGC/JMzh1zLpUOAUI/wB85VH5Z0aGl0+mVqUKdMztmyd5P8yUpctGKkv83QvpUJPM5Xe5laPCZiGmNJJeA/LV3gVaeCiqylUlBpSeDTjdPyE08Sx1aLoydrovhUUku54vV6PZfMOG0Yk917kp/ccqY23eR+ONF8rWUtZTX0VVaX/qPNdf2fQ9Ffu0YfcfE6v5Omr6G+/UnTydb0olEG+PI1QK9WaKDfMs4KhcOnUtdPxcyajUS53R00eeq/xH1KneV52TSaL5M/m1pfN1Et5vp6Gxd7ZDC6VxAodXEpLefYKTv4AhXm4bbO6HBGS/I1lYE+jx338FuyuCJ3OrKDnN8sErtvocbifEpalunRbhQX/9DTjMudZbESdxNYWwjdo9N8HcEqcX4nSowi1Tveb7IIiZ2TrasaWlbUnw++aTT09Lp6dCjFRpwXKkX9D0axiMPy/V1J1LzefKeSfyNmJP5AIye4EgACILvcAAbsCAgE/InDdYrLOTsUq3NY8qY3e7P2s5nKXoMpJYuTyIVTqSi/peBI1275yDSBeo5Q/N5l5D0MFnUVjPUmm7dAJj1EVKLPPcQ0tnzR9S6Sm0Ob8+VN2mWLU9UzeYzux7jrVZvfAs9ZBf4hRU+5TLWbqKuCFWcnzWRURhE2zw7XD+L6zTJKjVnC3Y9Rw34o4ymuWUpx2+pGdscyOzueo0vxXqvk2rUacqnQwcS1tbilo6rkcFlRUTCZydNGInKqjTpwSskkaE0k3sKJy6FNevUtyUofW+vRCUdI5SUqr532D2ruxw6NOHKsYRdHoTFSiPMrYp4RbyK2yKiBIOni3QFKNpNN4YphneMw1UoK9u5UpOlVlFnm9dp5pl52pG+y9TbLISv1PJZQr41o1xDhNWgl9duaPqfM8xbUlaUcNHq/GXzE1fT/Aaua20xXqFbWuetl9GgV+Q/SoHFiynJRacngqFN7lUrU7R+m/+Lr7D0KUacVCC9fJUtKfa5dBrPe7BpBoL6iYUmr3AGzjOdyXW3URCspIZbjwU7itx0sbgmVkI5R0uE8M1HEtQqOnhdvd9EiqxmcMNbVrpVm9uIex13wVpdRwlaZSkq6z8zuz5Zxzger4PqXT1NP6f8MlszXU0sRmHjfF/K/n1Lad/PDmLcZGD6KGzRUJVqsacVdydkfd/gfgUeD8Mi5xX9TVV5+PBro1zZ4n+QdR+LpuyP+T0xP8A4Ox8GIfcYD+AoAliWAB4IvQCHqRgERP4AAQE+n421ennoNTfPy2zp6PUKcFk8vmMvdict9KWCTqtWZEiOVM615BdrJrfcF8QzTq/VZlsajsl1BRXLrfAr26glRU23MWojzJ3RUCd3D4jpvpk0jhrmUmru51ac7OLWjErIxnJ7svoaWVSSSi29ipnCYjLsaTgepqJN0+SP/mwdfT/AA9GNnVqX8ROa+rHhvWjq6bhlGil8unG/c2Qo8vYwtfLSDqNugznyq5KoFOUrWmlc0T5YuEIz5ml9TQ67yc+lkIpK6WC6F7+S8Cu7RTV7MtsrdBYaelsC+mvyVhMnnFZKZ3WVusjnhnzs2UrSUX7mXin0VYPujk6uudKXDrRulOV43NEH3Pnp2c7TSklY8L8YcPWj4oq1NWpV1zLw+p2dBfGtj7et8LqdnURH24i8B74PefZottxalSMLczGrOCqVSpay5F3e5o00IwqRf3eWVH0I/k6827r0Iu/cqW1eFiTxnI0e4YWK38hxfoBo3sTrboBTB4r87jpYtYEyMepbCOQRaXX4HwevxPUxp0Y43lPpFH1LhPDNPwzSxo6ePmUnvJnToU8vlfnes40K/8AttUfyZeJ8K03E9LOhq6cZwl+jpx4l83p6ltO0Wr4fI/i34L1XCZzr6WMq2l8LMTycIu9rZOHUp2S/Q/jutr1mlF458vpP/DL4e+dW/rtTT/sqb+i63Z9YVu+Dbp67ZfLf5D1H5Op7I/4mQfNzoeCJAJA+RBLkuBAHwMe0uTsBATcDTwTIJflzXaenqaTjLc83GM9JXcJ3t0PKrL267N8dUkkiyVRNJ3wCuFTqfWsFzkrb5ErLPJ332Gpysu6Bfg3MrhlJ23AsM893kraundDKWSvSdS6UXJ+Dnx4BqK2ouoqEHluRpW/byw1K9zt6T4d0lKzqOVR+cI6lLS0aKtTpxivCMr6k2VWkQ0Qi72sXQpXMsqlcqX4G+U+UWRBJQeSqcctXuENKqoxammdXS01U6b5KrzsV+Gp6fH07CqHL/BrIpK6HYcUe1wtimsl9O/YcCV3LdFE47lMm7SRUorHQ5/H+WNWkr9Dm6v/AGZcGtO+FdGX0LsaYSulbc+cs510ZNMw/FGjeu4PUUFerR+uIaNu3UrZv0up+PWrb6l89XTuRzUE+ZpH1Eb7v0GLbZJzVKluVcke73Gp0oRbdnKXdjERneV2Lj0vvvYI5aVdabu4vwGJpLWvB1a1x1tfAbqhOv7H63e4ZAO29sB67CP9nj+h0sbjRKyEc7YO3wDgtfildRpx5aK+6o9kVSO6cOPq+ojQ051LeH03hmgocO08aGnjaK3fWT8m+LXud8RiMPzzW1ra2pOpbmTroMNklSEakXGaTTxY8Zxn4C0mr1a1GkaoSbvKNsMm9O+MS7/juvt0er3Rx5ew4bo6eh0dLT0VaMFb1NaHWO2MOXX1Z1tS2pPkyuHoNjAogAUDqICgXACQZIEAhPYCKQA/MVlY5nEtN86DaX1o8jL23AnUlTnaV7p2NVOveBp4PORjV+pj/P6X8EnXgedONgKfL67AuN4PGaeWh+dsRjGnKbvYup6S9udiyiZWxpxhJRjE0Rjv28kzOSiMjKLsmixLNrCj2qNuVsYbdjRTj4EOVuL43HhZ4ZMkM6UXZrCM1SjvZZCJVE4UOk+axt0Uvlzule+CoO+8OrRyCrTVzbwzgFEeMc7ZHENIk6i1ktp2XoVgZyuvhIpn1YcM5adHNxgrnF4vqPna2y2jg4+ttjTw4NXlbQeEaYs+fs518HbfbY0Un3WHhkSb5z8R6Oeh4tVo07Rpy+qEvDOZThGLu7yl3Z9L09+/Siz7vor/AJtCl5+lq/QW/wAGzugUWUmudPoEcqh1qn3J+LBRpO7WvB7dCy2EIx6v8E7ZHgzJKyzkLvYJBkm0mWpXawEImXo/hv4fnxGaqVbw00XmXfwj6Ro9NR0lCFHTwUIR2SOzQpiMvjfnet77/grxHLUtvI0f2bvnlifUdbpiIyuFAZugyAGVxl+gCIPuBI7h9hBGQYT+SeREmwewwhOwAvsTqCX5cdRNCSlzYPHxh7jgcb0rUXVhutzlUKzslc1pwUtMZ4YVK7sB1WKXnA0eapO0YtvwL2uJdCho6jS53yo20tPGGbXImUzOVqg9rFlOHgnkQSMLVrLJY+WLtezFzsuBjL/Bdf6kgpNW5rCNoilGyabkXRvswJdt0LVG9u4pgGafLcZ07oUKiGWUEn5KvtkUrGdnY0MlNJXNtWn9KwdFOGE7SpVN3LY09ncpeViireQKCvuAyk5JK3UzylfHUVkK9VqvkUHK+bWSONRvOo3LLeTy+utxDi13TpdLs0p7HkW5c66DL6bfczKXI+MtCtVwxamC/taH/wDk8Gv0e18deZ08fT634PU7tCa/Um6YCj0XuQK9Syl96xi443XDsSS5rBhui/20jhYrXIrWBR7qxOvYDgytbFxorPgMhZGDbPVfDXw9LV8uo1ScdMspPef+xpp07pw835Hq46XRm/nw+gaeEKVONOnFRjFWSRfE9CIxtD8+vabT3SsT6jxf4BB0WIkjp3Q3QAPgZfsAKCAwIfyAEnkQ5HyBDAkEEIMk8kAIQCflGE+gefPg8h7hNRFVINNYZ5PXUXpa7VnyvKKpO+ClIVFZZNOloVq8v7OLt3NOOSh19NwxRtKtK77I6NKjGCtFJIytP0fK+MUNyq974IwI2Kt3kaN9iVxurqNwqJJpvqCect3bHBxuEHGDbv4L4zjdSTv6C9G0c0n9VkkW8143vkCXU74bZerdCZAxWdh0JUFnCLuzJWgs/kqF1XcOrfKqWl1PS0nCdKK7m2nPhjqxvkrio3Vip8qbzg1TEqpVop2RTKt2fkftcKnU5pct1dknJRT5X6tmdpEuNrq/zK3KndIu0fU8bqbZtLzdac2b4Jb7F8XfD6HnyxwtiXxxYifRcLklODpzs4yVmfNeL6OXD+I19O1iMrx9Dv8Ajb4vNXu/A6uNW1PuGQL9T2vb6wyf5LKN3Ujl7lQuHYqW57BVl6FtInY6zYfPcDhFaxMXDCjrt0LqcXLowiE2nD1/wzwBVeXU6yNqf+GH+b18HtqdorlisLB3aFO2Mvhfmes/PrdkcVWoeL8m7xl0WOvURLFsOmCTrYfsSDewUAFfoYDHqsBAIS4AemwUIkxggGgbgSfwKAQAF7h+TXb06iSqOLWFY8iHuxushJNO73Muu4fLV2jH6evMxxOEzsbScHoULOSdSXdnRjBRVrJLYdr5TEHwGO2/5IlWBzldAOT9AVECrtXwWU/u2EfourhZXW+4lL6kgODTjm7WC6hG+OggkLqpyt7GiMnytMFLaP283TY0RbdmSS1WXTI0fuQHAzulsZruUmm7FQuPSucbS5r3Zu0+qkoJX2Krsm8Zhp/rHJXbu3gT5sqjw0bxZlEMk9SueUYvmaK+edWaUPci1vDaK4jLVTSpZbuYeJaxQi0vvexle3bVhqWxGZcyh9T/APM+51NOrI8bVl5kz3NlPo7YLFY5Urk8XsXJu1rkz6L9LacsI4Hxvofmaalracfqp/RP0Nelt2asS7fjtT8XUUl4wKPo4feCty2h/eQfW5VVQ7D+4YuWsLIK9/wF9ggRtyK9cAXSwR9LhfSjfoey+G+ApxWp1sMbwpvr5ZrpU7rPJ+W6z/TaEzHM8PXxtbwWRezO+HwMzlbH9lkbjLC2OxatthSUniWJgUnXcZADIbH+pJGDcDFYIAN/JL9ACIYQQgEhF+gCMj6oABAD8mRvJbX6lioOV77eDyXtzKynShHZZLRI5S35BJ9FhAcBZ33HSdm/ewlQN01gDV0JUHp2/wARYt/pQfoSaf1Re5noJQcrsCjdbP6mmljclGTUml3BrELKt4NT6MtjJSyuosDwuorlunuy6LysAS9XlHfI+V1yL2USZ3sUcqu1YcNIRxxsIoqOblexMjKS67ic85R+XDESkxWOVtChGnNSk3J9kWuSgsJJdgxjkp9Obr9fCkvu+p7I4rqSrVeeTu2cuvbO0OHqb+HQ0sbW6I6lJdDy7y5IaYvZFkb7WMBK2NrWLI9CJTK2nf2LZU4aihUoVMwqRcWTE4nJ1ntmJfMdZp56PVVdPUX1U5W9Sr2Pp9O3dWLP0PQ1PyUrf7FX36l+n/v4eprDeHVn/eSCnlY8ltY4WU3ks6rHgNgL23GpJyaQRB5xD2fw7wK3LqdbDzGm/wCWesW9uh36NO2r4P5jq/8AUa3bHFVi6blkTV5C1XHVxhbG9rFq2Ajx/RZHoIsHVx4gRk+w3UQFDIAKuERiH3AIhlYACGbAgZBAegrAITGMAT8rRslsN/B5D18fadRsYuCo9B5B2fQSoF4zcDk3a+wK4NG11Yfl8YDBjG19rodLlzbGwhyaFRX2JXpppSSFAiMSSEW4/SyK9N+BryumvmQ64E0kvq5Q/Q9Nrtzq26LKUevUXCcNEI4eB3jyhGj2v1KZyS6scKjdmlqFzeRnU5o4eenY0iFTA0acpO8jUuWKtjsV+0zKurXjFb2PMfEHxFHRp06P9pVf4XqER3Thna2Ieb4ZxGrqqsnqKjlUb3PS6NXs/c4+qr2zh5mrP8nWoLbqjbT2PKuhoj0LVe/gxkHVyyDzf2JkpWp2tkupy2sRKfLy3xvoWp0tfBfTL+zn69Dyp7/Q37tKPT7X4jV/J08etjIv0ivXhjqdscvXh2ai/tJNg7O+C53aRwsh1G8Bg1ig5KyR7D4Z4C6SjqdZH694wfTyzXSr3WeX8r1sdNoTj+08PVoeJ3w+BydeuS2LD2FsdkiyO4wsgWx2Ek633LIjB1/uPiwiMhvAAwyZIRdggDLYgA1wK4A3oRiMOnkgEZg7gA6XAAflgZW9zyHrjbF7ge66gqPQ4t4A79AOCpu5ErtZBRrPFnktpK7ab8WCPojuKjkPR/kkQV/+bqWJys1uC1OVNrKuO6bcbNvuAX0Ipqy38lcYulXxswOPbdBpLGw1HMrt2Qjhpi8LOASkrJX8CBOfPnsZtVKVrJ5ZUCssVKn9fNKV2bI2S87GjS85H56ivBk1WuhTTlOVkPGWc7PO8S4vUrXjRbjDa55rVx5rt77nRpxhy6lssujquhqoyvjY93wmanBZOHro2y5bx5dql0zdGym8pXweJZm0RfjBbF/SYyng6tjI8XZX6klKy7f+48ZNLIi8m1OnjrtDX01T7akbLw+58xqU50a06VRWnB8rPS+Mv/ar6X4DV3tpz+06mnRP+3hbe57FeX00OvV+64qfgueWscZXw69i6hTdScYxTbbwhcJtbEZl7vgPAI6OlHUalKWo3Uf8n+52kadDrxqxbHiXwHyXWT1WvM+I4Oh4s9B56xdOxZH1KKVq9S6PqAWRLIiLCyO3YsQA6/IyAGX+wU1nIEa/kZdCQN8jIAKCAQKAJdB9xAdyZ9gCZAwAB8AH5XDG19zyPL2EbfUV2s/wBxCKTxgnM+zAxl4eSQewHwtWEiyDQiF3u7bE83yJUIubtdD08O6GqFlSHPFXQtpU0r5QhC+k4vOLjWTqO/XIhAxjGN3dFqkuZXH6UaVRpepXzdxCBhK7b6FVWasxwXHChTSbZVVrYeSxlydbxSFN8sXzT2OPWrVK0m6kr+DWlfLO8+FM7ZMWojc2hhZzqkPqZ6r4Y1PzKShKX1Rwc3V17tNleuz1lB7GynjJ8/b6c7RBlnN0sY8A6fQa5OyZWRed8lqZMktoyszyfxvo1S10NZTX0V1aVv8AMdPRW7dWM+Xp/Eav4+pj3s85H1NOh/8AuIep9DD7irrz++S6Ej3yXLWOGjT03JpRTbeLdz3/AMM8CWjjHUamKeoeUv8AJ/ucfXa34tPHmXh/N9Z+DQ7Y5tt/+vTKKfQxNOLa9iPhL72q+HqZXvvgdH0K1kf2WRKgLo+pauiyMlsS2IgsQ6sAMh1+wJEN4AjL2DEAbuH3JBk8BQAQoAngIjHJGBIC4BAewCX5Z6oEnnweQ9gcb3Yr7rIKB9O4U8AQXVxoy7BKjqTwx4zVrdAB/MWHdYYKqtj9N8DcsXZWF+hH3A2kr2yh7q2cAfsipK91sWLlja+RKyjgm7pYDzWWFnYYTn5rLfoFtKzv9Wwi4LKqoRy/YyVqzbbbyyojJe2DW8QpaaPNVlbx1Z5nX8fq15uEIuFPa/Vm1KZZ3vhkp14y2buaY1E+xrhnE5M5Jpmet1KhMufVT5mbOB6l6fWxTdoydiNWuazCbQ+g6afMo5N9O9r9D5rUjEub1LRFlsX0t+TBEmw7FkWtiCMtmx74tbIiWQl2E4npYcR4dW07Sc2rw8SCs9tomGujb8epF4fOeWULxkmpRdmjToW/6mnnqfUac5xL9EpbuiLQ602+dl2npTqzjCEXKbwkuprP21taIrl7/wCG+ArRwVfUJS1DWF0iemgj5jrNf82ptw/O/k+rnqtebRxHC2O/ky6lWq3tvk7Ph79uvj7hwVlWixH1jQ66FkSiWrvgujsMLYlkNrAWFkdixCBkHsMhWw3uIxDcCMhk8iAp7PqMhAxPwAEgAxNxACfyASxAD8sdkJLt1PJezAxyskcU+oALuMtwO98KyGaJ74yMngQwMZeB1JbdAOIPtZosSe6YHDRT+pDLl2kvBIjYftu0rh+YmkrfkFTuieVhCt3aWwFCOb7q2wHUSv2DBq1NJ/oE6yXUeByx19SoL6nk5Gr19Sd1RVvJpSueUWnEOHqbuTc22/JldJZwdEbOed1U6VndOxFUqU7dUVyODf1dvuTJ/Uxl1DBTKuclLNxE2ndPbJMwJ3e84Bq1qNJTl/iWGd+lK/XJ891Ne28w5rbTLTSfS5eun4OOyJ3PbbIyvcgh89CxOwgZPYshK0ou+VkmSeT+L9D/AE+uWppx/sq/1ekupydBnUwV+p9D0V+/Th918Xq/k6as/wDp3tPQqV9SqdKDnJuySPofw9wOHD6aqVUpal7v/L6EfIa/46dscy5fnet/Do/irzb/AOnfirYLI9z52HxHB0V6qN4J9Ud3x1u3qKzBxyzLoWRPtYarF0LF3KJZAujbPcAsRbG2/sMvZ0NcAdbBQEZPqFbXEBjsMu18gDL/AGGQiMrMIjMu5AAoIBM5CIIQAhP4An5XeAXXc8nl7MchiyQ2LXQxwrabluNsmmBqn9z7Fkc2BWViisDKKuBRK1K2yyMvKsxCJytjZZTyM291IXs8m5mLzLqsgYJtZvgHzHe9w5CqVRbe4kqywPBqqmoilZbmarXnJfSVEFlmnFyu222ZqkLGsM5cvUxbk8bFXKrItkWUMLuVTp52wM5UVKSyjNOj1sPKcfSvkkupE5rA85GJh6H4T1jp6l0Zv6Z5Xqe6oSvbseL19cXyw1IxLfR6M0r9Hk2ZydO9rsl7dWSnJr9RriIfQePb3EXoOIaVcQ4fV08sS+6D7M8bwjS1p8ThQjTk6qly8tup6nx2pFYmJfS/B9TWmnelp43fW/hzgtLhtHmmlLUzzKXbwjtrfB5vVa/59SbeHgdf1U9VrTf/AK/RltnqMvDOeHEdbWDNc0GvBto27bxYMSWSxLB97WcxEtjroWR6ZyVAWR/BcuhRLI9Mjx6CkjodWCQcaPUMgb/9QjLyKGWwGZehOqESz2CuwAysFEhEHyBig9xAv8h/gANyY2APyu27blbtzJtZ2PL/AE9cfHQCxs2Bim1LuvAJSWwAcX2yRY9A4C2Mk4sGACy772RbCT2w0Clil1sTmWX1J5GQb8iSl6BjBllUfcqlU8+RxBxDLXr8srJ3bK/mSefYqIyASd3keysVECSysUVVdNq1yoT6cmvu13yUO1133LZIo3yR074sI1UqW5XOlvgZY+medO1yp0/yBGoylSqxnFtSi7n0ThGpjqdJTqJ7rJwfIV/jEsdWNnXoSd0bIbX6Hh2jy552WJve6D5/Rnjwky6kSzcAsS2Y1l7diROy6k3e69QPRqlrI6vTxtJ5x/mFF5rOIZ2me2Ye14fqI6nSQrRf3LPhmlWv4MMbs43HwHNkXwD9iyN/9Cq7TkMtWNqklYKPuumv3aVZ9NY4OiyJ0QaxFsdrjJYv4HTzcZGVh09gBkMmAMmEQMv2FMAbYK9QBuwwiG+4wzFB7EhPNyZAAEQBdhr7AH5XbVtsiO/ueW9aC5Guh+xkCS9cjM0L2yBpiBoOyzuOu9wM6XcN0n5EMrFNWbeRXJZ7AqB5hJSyl1AlcpeMHP12q5IzUPvCFRuzaRynFSk87mpbeS/C/Roc27GuMpCduVmSvJ04uSeBwzcuu03dPyZ7ty/RacLIb5LksbC4IeRWuyuVNXyAZ6tPDwZpU87BkEcT0Xwlq1Fy003u7xMOpr3acwi8Zh7HTyyjow2PnbuOTKwcbmZGzjA0bbsX6I/sOKUz7XUrddzscJjzNrlvZXsRzOEyPwxqGtTqdLLa/PE9J46k2ri2GFJ2ymBulriV+hV7osze18DjkK697piLY+z+Mtnp6tK8GRbGx3/szw6stjcolkeoyAGQ6ttcYMv0NcAZBAG/93GQAQgQrqkPde4AUHqIChsEmhMgOE/gnXoBJ0CgN+VHLJOvg8vl6uR9idACX/JFnLHgJjNg7NMR+hW7SDHezHHo1jfKkvcXmv0FjzJ58pzIl1YBE/Y3ztgCbk+VK4BdGgkryzI4vG6DjepFXCJ3aV2hm4bU56Sz4NifQobHUg/wODLKXdYK9Rb5bQ4Zz6cLUfSzNCX1l4TC+LNMNrdRDyuSWAyhdIk5Z6kGsWM86Y0wzyjloOmqPT6iFSLyncUxmMFPt9C4dqFXownF7q52oyulb8nzevXttiXFMbiiyP6MJ3SbHnuNbGSeCky28DJ9bYFKVlO13dne4E18yXoTM8JnZytXU/7P43Tqxdoqpyy9Ge2pyU1FxeGXrf2y5dOd5gQ4xgxajH1wOhwBqK8PO5Srn1Xw986Ux7aVk63LY9vc9hR49yxXKSdDL0CAZdPyMrbsYMt0MhEbHcZb7h6HAjqwGitgZbhCTZCgkD0GQGnuOs9BBCdxAV3IAT+CZtYDflKXfqFXSw2ea9WRu2wPow4CPca/RbB+jH03JfawgYnMu+PIzDmcn/0DZiAt/gi7hgLaVOdW1sLubqNGNOOF9XcUz4VWPIyi7GDWxUk1LYXlpDztRf0td2jaDNEKillM0iCWcyb3HUvIDONizn0KalVcrRUImXH1bzJ/gwuSU7+xcQzy0UpXzc208tEyuF8Umi6McXFwP0SpC6M84BBMtVWV+pm5fAcCYen+FtS+WVCT+3KPWaefS54fW0xqS49WMS1xkrYLF0yefLL9H89Qr0EQxuOnn9CSeJ3eAJc7fgixSw/FtByqTaX3w5l6o7nwzqlq+Eaebd5pcrL1cdsS4421JdYHgyanXYZWCPszx2fYqtZn0Pwlv7Qup1b3Gj+j6GFrFt+ixPzkZGXcZblEfIcWQEZMa/kRjEdDIbsKYgZdO43cYRbsddX1Ah2t+A36ABV7DEmOSeeoiFbbkVgUNyewJflJAwea9YzlncV3GDbZFbSbAZRNrqM529RGKk31A3nyBwZN3Vg2d7XAcndsF1GCk02HKqxlvpWwksF07RyQ2UTk+2DHXipXYhDi8Y5aWlnJ9EeT02s1FKd0+aJtpxEsNWZiW+nxR454NM0Q4tSss2ZXadbeJJU4pTte5mqcSi9lJlYTNmTU63mXW5hWqV2mioYzbds09ZPrk6lCd+uCZ2bVnMNcHnfyaYNcrVskLwlk8Gest+wFLBXX6K0n2wAw08PrPTauNTp1Pe6epeMZJ75PL+QrxLm148t1OW3Yui8Hky5jrt1HWxEpG+Rr4vYQPFt2Z6DgC+qUrEWRZZ8R070qVTpGVn6M5fwVqPkazV6F35U+aJc76eHHbbUh7K4c9jGG4++BkOAdMElls9n4a+NbCqilkZdEfUR7aH9sjZ7lQSxDICN7+Br+SiFMZXvsBD/I9xAxPPQZmTdxu35AJ/A2QBl+hsAEQ18CA3RL4EBJe4gmSAT8qO3QXr1sec9bkJWTJfuH7CKSSVgczbAQHMuu4U73AejLpjIyz3A1kUtrkuo9QEfSKXMzTRdn4FLesbN1Kdy9xclhErwrlBexTUprIonImXmPiSLdFq2LnCp0Eo4WDWnDG28menuthHpkug8kC00bLCJ8lX2KyJgsqEWsozVtLHLSDKLVyzOjOm+aFzVpdVZqMsMrmE1/i6lKqpdcGyhJdzOW0br3jN8GerJWCBLDUauxUg9iPqDWPWfD+o+bpVBv6oYOPrK502WvXNXdpSVkvfBpi8HhWcMrOZ9h4v8AZEpmTJ79hrp+WTn6I8Ox6HgDxIm2wl0eLUvn6GrDra6PD09Q9Hx3R6m9o1PpkVTeuHD1G2JfR6clKKl3HZjHDcHJLDe4622K9hZHcjO/46/br1k45FDRsfYw0Mh13sOCMuvYfIwPQbHYcEI3uARD3YwYl/GRF+jLfca+LDBkG+LCBhkAS+QjM3TYnsSQrqTwATsw9xB+Us5C27JHnvVVc2eyJzK+4RuJC67i/pB6EcBzfUOm8q4tjFXv5HUulwHJ0+zEk3sNrWFlKTv4NVOSwwaw20frSxk3U4OyzgjB2LKGb/wZ699iQ838QpJQXdnJjTwsGlWUwdQxa2ASppZ6DEs87bdAcuNhpmQcc5ElBbACyoYbsZq2lT6DiUzGVKdahtmJs02ui3Zuz8lSVZxs6H9SppFU6vNdkrhklP6iyDVgk4Wrob+Eah6bWwu/olhmOrXurNReMxL2lPbfyaoO9j5y0PN9Lk/wPf8ABCZFPIyexOCg0N7no+A/bIiyZh252cWreD598R6fkhVUVmlUug053w4uoj+L2nw5rFreFUKnXlszq4x2J4nDWs5rlM4GQKPdDrY20Ldt62OOQX6HXU+4rPloZDL1LgHVuwyGRlYbtgYQKGRkN7gSdRxCBvnwFWGDJ7BXqANkNwBgpgDdwiCJ56Bd9xBL9CIQflDPcEpM8/09Ukm0yOVxl+g5lbcN9hBBorZ7vsI1kblGqrRpuKt9UglVVlCXNFZyWTth5G2iEjiysaKd2JpXbd0tHFHRh3FJTOZSUZb7messXIDy/HnzaiEOyuYVD8GkFMDa1ynUO0fA2c84ZY3bb9i3FthknIgOO1thGNkJOG7EMKZ01Zqxkq6eLd7FRKJqpTq0vMR1WlyqTi7FlnBXUbdy2nPbOAXWWiEti1yeLYe5nhph7PgeqWo0UHJ/UvpZ16bPn+or26kw83Vj+Ur4yVrj811c5ZZDdWyNfP7FKTxw1ZHpfh93TwZ2Kfp3Jeh5j4k06lUbtdVIWJrO7m1ozWWT/h9quV6jST/wy5ke4K1P7M9Cf4QK6MaLsiW5/UKzgqs7mO2bYHV774Pt+nt3adbemkGCv2bwR0Mt9igZB6DBkFX9AkJ5GQJx5MvywjAoN8ARk8jIDMmRdABwgP2KebXGvhIQBbBuu+AECQkPyljYrla67HA9NXO3Rga7PAYEGXcZL1BUSKium48cLKFwZuboinXadzoKa+5ZF5XWPKnR1L4e5tjnBU/a49ngvBpoR27CXDo0MW6o20s2wTJe10li1sGerD6GyDy8ZxKfPxCp2WBVG6S2LiNhYkkkmjJqZYRcMp22UU+hakt9wmC/R2n2yHl3xgUiPacvcDirZ2EpXOPMsL6St07h+iwqnRTKoKpQlzU36p7FRPgdueWvTajQVGo67Tcj256f/Q6cvh/Taqi6nD69+yGxmJrOXB1GnraOq6deDjIaE7rfIpb0tmHa+HNV8rV/KlL6Z/yexpva543XUxfLk6iuLNNN3RYjzp9uaTPa4SSNA9L8OvDRnfYpd52wzlcZpupp3LrF8xnxMOe8PGaKv/2b8TU6m0Kjs/c+m05Ximnjc1vGcSw6adpgy/3GXREQ6DezuNEqDN7DLa59f8dbu0Krjg2B17nfBmVh0Mh7MbAwK6BKJOl+oRF+jdA9f2MJ/AQI0f2MBimPi++QBrr/AFD3YBEMmIIr7B7ABREIPyc287lbvf8ARwPS5I2rrIt82uHo4g8W8YwWwQj4WJJZuBycsRykEnG6yK2VtzoRot0eUlcOJqKL02obt9MjTSldDjhcNVJXsaqeLW3BWctNJttKzOhQEJaHtuijVX+U/wAESHhq2ddUb3uXKOMFwrgHTdn3MVeGB5RPLLGKLY2GlbHq7eB0ly7CBrLfqZa0s27YEZ45jtjcnI7N2wIyShnuVzp3zbAGzVKHgGmq6nRVVPTyce66MuJKa5ej03EtFxSn8niFOMKm12Ydf8PVafNU0UlVp726izhhvpz6ciM6unrpyjKE4O+T6Fw3ULU6WnVT3RwfIV/jFk9RvWJdCG9i5emDxZcZ287gbz5ER4PGx6X4d+2WNzO6bO874sUV4qUZLvgzllMPnvxVQdOcaiveMrHvfh3U/wBVwnTVb3k4Z9TSZzSHJo7XmHTv0DdYJh1HT+rcZeozMv0Ot9j6b4i//imPa6jfI6/R7BmTHTzboMj5sQAK7jFEnQi9wI3S4ABv42D/ACMDcZdcDAp7BuIj3fcaLAzLYi7+4ASXYh7HYOUSH5P5sdLiu2WcUvQgv0t7XDyc2ewlxOE5MruF2im27AcTk0L1Mu9jTCnyrwTKoPTSco9jqUGrbO4o9qZeJab5tNqxyaN4TcJboIVHDdTxZ3NdOX5GqGijJX8mynPCJPDTGT26C1leLyRP2TxOri48QqrzcvjEuqjShdOxztRF2a7FRulkit8DpDESshHYuSXLawpLASuot3MO7T6bgGiDwlYfsJcQDihLJtq3kRg6V3sB0cNWDJ4VPTKVx6T1Wms6NacPFwifsTXwmp4hUrxcNZp6db/zWszo/CWrSnU02VG/NC7Mepr3aUw5dXS/jOHr4PHgvi+h89MPPk1wK19gCyna/k9L8O4585M7lLve+RJLBlLF5X4q0vzNPJpY3H/4eavm0dbTSeacrr0LrvpzDj41nsepL91gUOs6fkaLD9D0ZXLFc974a+9qrryZbodH0EKMrDRsUR1fPcIDwIegyFb3J18+BlKDbZ6jGUTy/wAhuBTuKCv2ANHFgrqAMNfoAMnnYNxGiGuEj2i28hz12APyXf8AIG/GDhegm3Xcb5kYxvJgat13N2pLmZdToOTUqjyTKo2bIQtcO78EL53WU7Rkr7nQoXxZB4PhfNcyeDk8R0n/ADI/csiXRm01XmxJ/UdCk1juUriWmlE2Qti4jzloWy7BdnEmSeU4tS5Nfzd8BpQVio4weVvy8bGavp/A0TLmzoOM2vcVRadrYHlUe1iTuh+XFiTgtRfQ+5is7rsMpWRbDF7/AJEuq2/fKCo5v7iM/b8EUFewvJweNN8y7Fr06khHLFqdLZNpZOfQm9JrKdWOHF5CYzGEWjMYfQtLVVWjGccpq5qVt7nzupXEzDyLRiTrp+RSEraTPT/DlvrM7lLvS9QGcsZ5c3jFH5mmkrbHjvhau9D8QSo3+mp9JWn/AMocurtqRL6RF3sOr22Jh0HWyxgZWxjyVBwLeSyOUj1PitTGvifKq84Mnm46vg+pX6Mn4sNH1KJYthgKUyHOGPgCT3HBIHsMJ+grcCEPUAi3G7O4wZDeRA0WFCMVhDIJCXCugB+SHJblFXUQj1OJ6EFjOtV+yFl5NFHRTk71W2L9Hw6FLTxpx2Vy7CTJOPsPFxoLYUwuCO8Kqk9jo0Jq1xQ0w2U2sXDXpKcXgWBG3Lh6zSulU56aLNPUT23Cq3QpT2NlLuMstEcX6/wHHYlOcudxPR/OV0soyUtJOMVzQdgg+6MLfkOwktPKUXgpPcwV9HNO/K7GSdFp2tkYixY07PwMoLsT4aQWcMbGOdO17bD9DyHKBJ8wKhYh1LAlRueD+lltOKuhbqa6dPFy1QwLBcqqtK8WcDiFHlk8DT5d74V1nzNP8iT+qn/B6SGWjw+qr26kvL1oxeT3BJ7HNhkuofdfB6r4eS5JvqZXhNna8EWF0uZMlNePNCStc+ecdg9FxmnqIqyUuYvT/s5up4iX0bQ11X01KcXiUbmqPqTDeJN27DRHEGZZY0XlnV0l+zWrM/ZwtvsFbn2cNDK466jJZFjoYQPTAy/QruR3uUBz2A9vAF6H+Q5t5ACQCH28DJY3yARb7jIZjdDJiKDJkv8A9ABkS9xB+R1o6k/vbtuWw0UIu9jhelEttOnGKePJapqKWMhhM7kdVZXXYa99xLrsMVd+C6jHmmuxMrg9anzReAabZZzsRDR06Ni/e9hySupSUou6OPqaMtNV5or6WLLSsteln8xJpnTpRx64KK0LVF3HjG9n1J54Twvpad1JYVzow01ONPllFNG2nX7c+pbwolw+jJt8lmD+goLNi504ZRqTA/01KKf0Ixa/hVDURbjFQn3RXZGCi85y89q+GVaD+1td0YnRecHPauHZS8WgjpNZsZatO0r9HgUNFTpuSt7AdO33LO4fpUbl5Xe1sA5XfwJcL4K9kXQh9e3kR5bIWskWL7dwgez8q5fJxeMUnyNleGc85c3hGpek4jTnf6ZYZ7+jJSSfc8jr67xZxdVGJyu636EZ5zm5PR+9Hr/h/wDupGeomzr+xL/kyiGJXs7nk/jLR8+k+bHeI4nFoY61c0lv+CdX/UcMjFv6qf0nprq3gq0fyk9LesHzsHawNDZtcKeU+oRaa2iThah429Efc6du6sTDSBXUsW5pkhXoWLZjBul1uFDAsn8glPBOqKAkEJRkQyMtg+AA+4UxgyYwgbwQQFPYje/YJD8supFC/M7HG9CE+ZkW8pegHE4OsY67FtON1klWVuLGrTLli/JMnVbyuTZQ4uFS/Qz4lpDZRnaxtptNDVK3+CjU6dVI7IgRO7k/JnpqmPtOtpKnOr3Khpb7b4RW7wjZp9K6mdol1jdje2IdCFONNWirEOiPpxzvvIOPkSS2QykrV/QRxGUklBNWaujDqOH0Kjf0We+BTWJKLTXhgq8I3cJKxz9Rwqp/lwY205h001vthnw+pG65H2KJ6eS3WSJb1vlU6Mr7Fcqe2BNok0Lr0NEIvckZ8tMUiyEUMZ8wLfLlbnJ4rPmg0OEW3efUL1FY95wxVIaSlGvG0uW5wdZXNHN1GMN7dwtnkOM9H70ew4B/dMx1Cs7D/QPJmylG8tWz3MPE9PGvpasGt0Si0ZjDynwfVek4vqNLN25tl6HvotvNsmt+cstD+uFkfcbPsH6beBezCr2M5OFkHhIdH2fQX79Csrg+f9R0zsM66Dx2sUSxWCgCL9h6XGlGSwwBOqCAJALGBDfHgoIugfPcQMuqDfbID0K9Rk+vQAPbGCLft0FI5flNJsdU+/qcjuz9rORRbu8A5ub7V7iON1lOml9zyW42tklcHhFt2saqErK1iVR9tEepKsVJbGcqgtFWVrGuErNWeBtI32aKbbady6PkR4LVoRnFmSnpZU6sXB/SyY2lUTh6TS6KPLFyd+pvjG0eyOusYcN7ZTl32sLbxgpBJLIGrjL9kaQrW4QRXHAnKrFAsoblMoezGmVUqazgzVdJTqfdBCmsTyInE5hgrcLi/sdjFV4XVWyTOe+nMcOqmv4lmno5wvzU3buCMbLYzw6It3cHUcJk5msC4VlXOX03uc6vRq6mpyUoSm32HM7JmfLs8E+HlRnGtq0nPpDt6nb1lH+z54/4THU080mHHe3dO7LF3Hex4EwwWUfvR7LgC/7vJmOqVvTreiIjJlKP/YSaTTVg5J4XjcHw3j1HVwVouSbPfaeaqU4yjs1cvmIlz6X9rQu/kdXB0DfYKvnBHkzRedy1NYPpvh9Tu0pr9Sqp/cZPfB7BnW62HixwSyP7GTGBD2AhfYVdWUSdw9PIAOiXuFWAkD/AwngKtsMD1sHtgC4FDdRAeoP4EH5dTSRXKqnK0Vk5ONndsEYSk7yZoikvQSoNzYGT62ErLRD7bdSyj+yPK44aYphfRZuTKolLWmn0ZesWdhNYlppWt5L4JX2F5OGhRxYanTTklbcccpmXcpq0Euw9vODqcc/YMFgSSS/IrQyK0sAcfIegW2AW3BJXESURwX6JKH4KZQ3GRHBbdBPlhIL8vo1grlpKMn9VONye2J2lUWmOCy4fQl/gsJ/2XQtflI/HCo1rQdcK03/hp+pqo6WnTVqdNQXZIn8cFbUmV0aPWw7oJxaaw8BNfCcuBWh8qtOnvZ2JfofM61e28wFlJ/2i7HsuA3VBnLqps6+NgdGZMhTyDDAnnvi7R/P4fKcVeVP6jZ8Kaz+q4VSbf1R+mXsXH9WHGo7atuOgnhsboFXujOVCuli1faj3PhrYvapwZN79CxPPg+iUdDx9rjJZHew8bDA4vn1D0dxhOgMd0USe2SfyBeh9ydAJF+ifyBcogr9DMVexFJXGRk9u5ExEYL7XA35X+XJ/cwxSjbl3ON6GPpYmx11yIzRu7LoXRtv26EyqF9Pa1h6T+toSmmP7GsiZOp4xXKierI4a1a6WLGiF7gbTDY26OnzVOe2EXTeUak4h00Q6HJ7QXoMshbfsBokitAsMF5ceQOPsxlwFvArjkZclcdxZQDKfKt0xXT8DBflfncKp+AIVTzsMqewA3y9rLI/Ikm3hBgmHU8ToULqD+ZLxscrUcSr1rrm5I9onk9X1eP4aaoj7ZL/XfuXLHY8i+5yel9yuz2/Abf0kXY5tVEuq8ZF6sx/SEsFeocJVaimqtJxaw0ea+GHLRcV1ehldJ/XG5dfMMr7WiXr49xuoNTK2Q4v/AKE/ozRu3jYuVsI+k+K6bsr+SfKoMNF3PYM66ZLE3dDJYrf7jLcYMv8AYYYH3F62GQ98ZAuwFwPfsD2GPaZ7hAvaIHQYNkIy5RMZABv+A3AuH5bfdkWc7HE74n6MsJroHvjIKg8fusvQu2ikRKsL6XqMsVL3wKeThpi9i1bCXWTRt7lvLf0IlpWV9G3Ku5ogthQry0wXM+WKydfTwVOCibaceWGrPhetsE6GrnEjAgt4yS3kBJWtwNbYAgSuDlwA53Dl/IOXwMvacq7CuPjAyDlztgHJ4Ag5F28EUPwMjKn0sNyLe1hk5mv4vp9NeNO1Wou2yOFq+IV9TmpO0f8AKtjy+s6v/wCOiq7Ml1zWIu55MqPdexZCV1v4ItBT9Lqbz+j3HAL/ANDHtscuqmXVdrCu17mLME/yNi3kEoee47SWl1+l4hGLtGXLUt2HXZGpw9JTkpQi1lFkeo1wZSSuxopt3bwdnQ9N+fU34g4WJ42Gj0PrIjG0LPgZFQMLOqQ8d1gfJHXoPG7SZQP5GvsOEpn/AEI8ZDyEIM0ICf0n8A7jwEDgfgkVie4DYUN2GSb9SOwB+XFLxkZ26nG7ohEFfoS4nHC6nGyv1GlLCx7Er8L6MnbwW9U7hgRuvheT7F8MYsRK4PTsaIReCZXBqaUWaoXfoKv1KvbfooNVM9jpReNzprGIw5Lzmdzqw0e5WED7eQ5EMB1CwItugPYQ9DbwC2RknLuRxzbqABrcCiMg5etsEUVgcFKcv4DyDImoqQoUZVKjtGOTyPFeNVdVJwp3hS2t1fqcfV6/464jmTrHlyr3u2wr9Hiyf6Mm8/gb3JAp/kenLfuTaNkr6T+pHuvh7/7Jepya20FLru3cUw/TMFu84Dne+RQWBM2v08dVpalKf2yRRTGdlXA6jloY05O86X9nJeh0ebNkaUpN5iKlWNlkU92WI+r6Tp40KdrSDR/Qy2OozL1GV7ooLF6joZLI7WLO/YYMrYGXYZbiQfIHPsTG4GHd2INPBfARhLEzewEl8eAjJLhd31GEjcLeQD//2Q==" width="320" /><img alt="" height="240" src="data:image/jpeg;base64,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" width="320" /> <br />
<br />
<br />
<br />
<br />
<br />
<br />
<img alt="" src="data:image/jpeg;base64,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" /><img alt="" height="240" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCAHRAmwDASEAAhEBAxEB/8QAHAAAAgMBAQEBAAAAAAAAAAAAAAECAwQFBgcI/8QARRAAAgEDAgQEAwUFBgUDBAMAAAECAxEhBDEFEkFRBiJhcROBkRQyobHBByMzQtEVUmJyguEkNEOS8ESDkyU1U1RzsvH/xAAbAQACAwEBAQAAAAAAAAAAAAAAAQIDBQQGB//EADARAQEAAgEEAgEEAQQCAgMBAAABAhEDBBIhMQVBURMiMmFxBiMzgRSRQlIkNKHw/9oADAMBAAIRAxEAPwD5dU8T0VlIzz8VJXSiiiWufV34Uz8WSviyMtbxVVl1sLyl21lqeJtRLHxGl6GWpx7UT/nZLtHZ9s8+L1pbyZRU4jWl/Mx9qUkntS9VUktyDqze7H2nJ4K85bXJR09ao/LSnL2iSmIaqXB+IVXanpK0vaJv0/hHjVe3Joaue6JTCo90dbTfs34/XtfTqC9WdXS/sk4xVt8SpSgS7CvJp19L+xqvLNfWW/yxOvp/2N6KGa1erL2wPtkRvI7uh/ZHwZJOVGU31vI7Wl/ZnwWjtoqbt3Q5fCNzdfSeCeFUF+70lKP+lHTo+HdFSVo0Ka/0iR7q2U+FaaCSVOP0NENFRSVoIfdS9rVQpraKJqEV0SFujRqK7EkkGz0kNCBrOwwB9BoYPHYfUDBJADBADCwyNDAGmAA0CGDTGMGgEezXQYbIAMAABsQhsZD5DAuMABAAIAYmBItCYAmhXsA2JJEWIItEbDF8PwAnUfckqNeT8sJv5M55g6dyL6fDdbUaUNPVb/ymyl4b4tW+5o6v0JzArnG+h4H43V/9LJe50tL+zTjFVrnUIXH26LvdbTfsn1s7fF1EV7I7Gl/ZFSuvjaib72Q+2IXkdfTfsm4ZD7/xJe7Orpv2ZcGp76a/ux+Ee91dN4C4RS+7oqXzjc6mm8LcPpfd0tJe0UHcVydGjwbTQwqUV7I1Q0FGNrQX0Fst1fHTU1/Ki1UoLZL6C7iSUI9kU6iyg8CtDZov4UTTgc9JQ8AAA0ACGIBDAJIfQZmHYCSC4GaY0MGCAJD6AD6AANDAAYFQMYA0MHcfQAYxmB4AAMAQAAQCEADIABgAAAAixMCRFYRmRaAkGJ+oE+LUPA3C6aXLpad/Y6FHwtoKduXS0l/pRHekrW6jwTS03eNGCa9DVDhlGO0Yr5B3Da6OipL+VfQtjpoLohbJbGlBLESajFPZEdkmkuxJBsJIkA2kiSYA0ySeAAbwUal+Vgbbov4K9jQ2OegLgBmCAGmPoBi+R3AJIktgAC4BVX1dDTputVhG3rn6HM1HiGhG6oQnUffZC7t+MXZ03Q8nUX9vr8sUONa2pVTUKcYX+7boem09WNejGcXhr8SXbZ5rq674/Hp8Jljf8reoIbJMl0EAh9xg0wAGMABrYCMBmaBDJIBgIaAGAGBAQAQA+gwQADEAAYAExARCECsABFojZLcBp4ca3KTSHeyAjQ0ASQ0+wA16kgCSGmMkuuCSYGdySAjKNR93uFNt0X8KJouH0YADFxoAdxrYYNdhgDRn1Gu02n/i1Yp9llitkWcfHlyXtxjk6nxJC7Wnpc77y/ocyvxfW6i6dRwj2jgJjcvbf6X4mY6y5f8A0wq9Sfnbfq2TlOMduhdJMfDbxwmPjFWtVKUuWDsew8P1WqTpt7q6D3HH8lxzLgyjsDK3jTWxID0AGSSBAejGgIIdgAAYNEhg0HUAYAQAAYAAwsMyYICAdABiAAABWAATEwImCEIUkRcbgHhRlJ1JMEgBol1AJdRgQRJMDSTGgJJEkBmh7AWjTKtR90A2aT+Ei9Dhn7hddwMId+wBVX1NKhG9apGPzMlHjOlqV/hqTiukmLu/Dr4ej5efG5Yzwtr8V0dBZqqT7RycvUeI1ZrT0vZyDdviOrpfi+Tlu8/EcnU8W1dd2nVaj/dWEZHKU3dtsljhHo+n6Pj4JrGJRSW+43Kywiz06ZEVPGG0VSm5WWdhWpa8p0IWd08nqOGVPgypSvt+RPHzFHUTuwsenVmrp4eRlTw2WOrYksBcETGgB9QGDSH0AAYAAMjJIAYxgAMAOoiMAA6AMwAAABDqAGGIAAAIsARLoKwAJhYQeBQ+pQkkSQwawO4iNe4ASSY0MJLcdxGkmNMYNDAkl8yuu8AbXpsU0XXAHfuKUlFXlJJLuPekpLbqOfrONaXT4UueXpscTWcfr1Lqj5I+hHzl6bfQ/FXPWfL6cqpWqVm3Obk+t2RUlzFmOOvD0mHHMZ24xQ6nJW5JPfKb7F8ZeVD1pbljpNK6JJoaIbTd0RbV8NgUJvGdyMVdiP8AtooxvON9mz0VBJU4+xbip5b4eg4bV+JpY33jhmtFV9vG9Zh2c2UNDE5jWw0ANDAghsYAwAGgIxjM0MZAAAAABgADGAAEAAwMCAgMMQArCtgCIXQAOo0IPAL2Gik0ug/qIjsPqhgwugCSGhbBokgBoYBIdwCRXW2D6ONendoIq1GuoUF+8qK/ZZY+7UWcfFly5duMcnV+IN1p4L3ZxdVr9RqH56jsKY2+a9P0PxmPF+7k81lk215rtjTwWabEnjwafqNJLLGPSGtpfGoN03accxfqV6PUfGpJ7S2a7MLVkndh/hp50mkyV7raw1dheuyI3xYQKzZJJJ2QzadPd1Y9bHoqa8qSZZi5+Vv4VV5NTySflnj5nbWCGfivM/K4a5Zl+TuBBmGhgRoACSAYA0BGNDBoYAAMjAAAAAYAAMAAAACAAYACAgMAAJkWBEAB4FMEc5pXHcYSuCYgY7gQJLqIU0SGDQ0ASTGAiRTqpONKTirtILU8ZvKR57UcW1E04OTjFYsjn1KspvLYY4z29n0nR8fDjLjEE3siUWkWO9Ju7vYjuBSHGPdlr5bWuMbKC83Y5WtT0WrVeP8ABqYml0YVdxXeXb+XTotTgpKzTLZAqy3tHGEg5UsrcYJK7urkrZu3uAadCn9ojZXR6FJqKLMfSjlTg+WcX1WT0dCoqtKE1s0R5Iw/lsP2TP8ACxDRUwTGMhsMAY1sMGPoBAa2AwNYAjDoMGF8DAAAYAQAAAGAAADYAh2AEFgAAATItASNsBkCfP0STOYzuO+Rma3wCAJIaEDQwBokgBjQA0STAHgjVflCm8xxjS/Z9U2vuzyjnJ5uSxe46Hl/V4Mck1JZG8k3UOgbPCEaXuSwSg/wnFYuirUUFqKE6c7WkrewHjlq7c3hdadKpU0lV+em8N9UdW6fyCX6Wcs87n2d9lb1B2ezBUSdsCb9WMN/C1++XY76alEtw9Ofl9k87HW4PXupUm8rKFnNxwddh38GTqDRQ8qaBDI+owBoYwBgDAAY9hkY+gAAkMAYEGCAAdgBBYZgAIAACeRgRIYGBAAyLAiYWAPnqGjmMEr+owdxpiBpjQA7+o7iBp7EkwMxoCMkmBnfoRqvygGbi2m+0aF2V5wV0eR2dmOV6j4Tk7uO4fgR/MnsWNs1Ya2yOBNRdriW77AInfoEr2VkOCRzON6eUFDWUP4tP7y/vRLtFWjqKSnB3Qvt0b7uOX8Na3JLsNz0uhHPMrbAcdPhd/iXOzCLUb9C7D05+T2lC7XqXaabo141FizJWeFGcmWNxr0cZKSTWU1dDTOV47LHttgW5JAiY0ACJDABDJJAAND3GDGhEB2GAAwLAAAwIgGYv6CAgMAAAAYAgAAGIIv1Exk+dr6ErnNozCwA1gkAMaEIaGBmO4gkmNMAdxoAdyFR4XuB/bRGzhY8dxnTPS66Vl5ZZQ42PhuTt5+38s0Pu5Bu5ZHqZ7Sha+R9SSX2si7oEuyBGeDe6Gnj0GZtKSd1dNWaZ56Clwvicqcn/wAPWd4N7CyXcHneN+3di043HsxqdfSPN9AvbqB6djg1rvB1r2drF+Ppzcn8ktsPCY+qGqdrhlb4mn5X96Dt8jac2Xt5brcOzmygRLqJyGCGDQwBoaAjGMHdDGAMCAwAAYAAAAEBgZAAIYwAAgwAAAIAxGTyICfOfcdznBpkrgYRJCBjvkDNDTEEgyBnckhA0NMBoXyRqdPcDaI7HM8QaX42jdSKvKnn5A6Ok5P0+bHL+3lU+lxxLJXuZ59LY4V2N2exOF79Gn6kkmOGEsroSeMXVxg5YRk4nolrNJKH/UXmg/VD1uJYZdtlYuEa2ValyVMVoYkmdOOc3IxPmx7ckkvNtgLK9xqbXZ4Omots6ya6l+Ppz8ns7JXBL1JK2rh1V0tSru0ZYZ3Eyjk9sH5XDWcy/IJIrZJjQwaGANDQAwGDGgI0MAAAjAYADAHYAAACwgIAMwAEGIAYAADEAIC2+b3BM5wZJMB6S6kk+4gBiM17j6iM+4wM0O4jNMdwBkZdL9xDS6LwDSkmmrp7+o9n68x5LU6GVPXypJYvdP0Lnwu68lVJ9pIy+t+VnScsws3Pt6bL5bHixwlm5pnnpdRS/kcl3jkpz1eTS6bq+LqMe7CtTg6jj553YXZxV3vcti8HXtdUbO92TSV79WMWl+RNPr2HBXA4vSlotdDXUV5Ju1Rep1dLUhVpRnB3jJXTIeqv5L3ccyWuebJXDqrjc+nf4WradPc34eHg6MfTmz9nkcsDRPZ3R6DSVVWoRl12ZXyTwy/lcN8cy/FXDRS8+Y0ASQ0MjTGANAMGhoBo1gYEAAjAYMXUYMAAAABAAAAAMgxIAYAAAEBAHzZAcppDQEfYmBjYkhGEx+wtmkCyIQ9h3EYuNMDO/qQk8oQXJ4G5WV3sgt15oc2o/i1nUat0XsST6I8D1vP+tz5Zi1JehGpRpVI2qQi/WxVw9Rnw5d2F1VnDzZcOXdhdVlq8Npv+FJw9HlGKrotRTv5eZLrHJ6zoPm8OXWHN4v5ej6P5XHk/by+L+VKjb724nduy2PQyyzbY3BJb2vccG08kj9oV6MdRSqU6n3ZKxwuGVJ6HWT0Vfa/lI5flfxXuxuDs85JNykrD2psen4ZH/hYpvdmlxXMmtzonpx5X91WZ/AjFPmtb5jKLGvLtsdDhFXzypvrlEM/McvWYd/DlHTGUPKpIaGErjTAjGAO4DBoYEBgDAAYDAAYAxEBjBWBACAAAAgGwAXEMGDEAGBh8zRK/0OQjQwBommI9H1wMDPcYjhhcDHQLiM7gn2EZ3IyfmQgtTwZtXVcv3cf9RxfJc36PT5X/AKFVpdyVvU8HbtE7YJIYNW63JIUPaFWlTqq1SEZdnbJjq8Li7ujNxfaWUbXx/wAvydNe3Lzi0+j+Sz6f9uXnFiraKvRXmhdd45Mz29T2fS9Vx9Th3cd29Nwc+HNj3YVKMrdDl8e0br0Pj0latSzjqjps8OrjvbnKXDdT9qoRu/3kcSRupLzra1yGPk+Sayseq0cbUIeiLXl9jqnpwX2sTa2G72TGRqXVIs083TrQnHYV8xHLHcsegjJSipJ4auSOZ4/PHtysCZNDRMYEaGANDAGgGDQwIXGAAwAAYAwIBcYMABNAAArgADAEAEAAqYg2HzPHQaf0OQJIYzSW/oSiB+0kmP0ED62HsI5QAqkAYjFxio0LkZS80RGdap8OF+r2RkpJ5b3PNfO8/nHin+SyXJJLuOx5vaJ49Rq1g2D6jWOoBJNW9QWUSHpKOxGpo9PqE5VopK2ZLFjs6Tn5ODkl47qr+Dmz4c5cHmW18SSg24JtJvqge66LZr0Po/HbcZv29vhdybef1NOXDOI80F+6nmOd11R3dJ55Qccp2YYzWTp5P3YzJ6jSNqmk8l0k7XOmM/LxUnnP6k0/LbA0KLdh3A3W4XW56Dg8uH5G1HPlNV5fr8OznyiSJJicZpjTAGMAaGANDGRgBGNMBoDuMAAAGMgFgBiAbAWACwgAANghgRAAoC4B8xXXsSRyEhW1FKgm6tSMEu7ObqPEGkpYpc1V+mCvPlmK3Djyzuo5Wq8S6hu1GMYL2uzJLjXEZf8AWav2SRzZcuVd2PS4z2rfE+IPD1NT6kf7R1yf/NVf+4j3X8rJwYfhZS4zxGm/LqJv3yaafiPiELOUoy94kpyZQr0+P4bKHiurF/vqEZL0wdPS+JNFWaVRypv12LMeXftRn0tn8XXoamjXjzUakZr0ZZfJZvfpz2WeKV8juAgvchJpSTeyI26hqOf40ub+VbItirLB4bruX9bmyyRqbWVkH+Jw1E7eokrdw0AmNC2SS3wSS77kgsgirXTXwHRd1zqzs7OxZxZ3jymc+k8c7hlMp9OLX0E4Q56SlKL3Vr2RjXV2wfQvjutnV8Uyv8vuPYdF1k6rj7vtRrtP9qoOOOePmg/XsZ+A13T1UaFVPlk7wv36o79edtPG92Fj2tGLhFWtYtcmtlc6Y4cvNTTSbXQldKVho2G2lsF1LcQaNDU+FqIu+HhnbTKeSedsL5bD98yNYJJkGQkngYA0MAaZICNbDWRgAANDAAYyMEBAYbMbDGAICGQYGBAQAABAADAiANE+PazjWl010pfEl2icTV+INTWuqK+GvQys+XfiOvh4Ll5rlylVrz5qkpNvuXxpJJNlLRwx7ZqMU5Jaq3obYJct2KLNJqKsQlHIDQ5erIuDdwORB0rkHRtm9g2ViVKpV001OjUlGS2adjt8P8T16TUdXD4sO6wyeGWlPJwzOPSaDi2k1qXway5n/K8M3XL97Z+WFwuqL5M2ok5T+GvmcfX836PBlkjVlNWWCyF7LB4W3dQTQ7CBXt6ivgNkajgkkKimkyaz3DySUmoU3JrCOcpOvUbzl/gHvwhndOjTgopZ2KtVoKOqXmXLP+/Hc0Oj6rk6bOcmN8ujpupz6fOZ4VxNboK+lzNOVPpOOy9+xytfoZSo1K1B8tT+In2kv6n0HpOqw6rjmeD2/R9VhzYzPF6HgGvXEOHU66Xm2nHtLqdR3xyvbod2N3C5ce3Ow4dHtYldWvfI1dNO6uSj6gRxXnwzt6Sp8ShF3u1hlfJ6ZnyuHdxTL8L0ySZVt55JDAGsDAaSGmMjQxAwGDAAY0AAwIwAABgwGCGBEIAAAAQAABEwv6BsPzfT08m7sv8AgpLYw23InCllFzjaLGnHnqlXl4nyvqdmDwsC2ssScu1hc22ULaKSXMTUAOIVrU4tuxk5nLzdWOn9bDvsyucX3CI1XzzhNON7rN7npuBeIZxcaOsvKDwpvdFmF0q5OKZ4vVOrF01KDT5vutEaVO17vPcwfneffbxT/LKy8eF0EluWLY85tEegO4tAmsh1Ak0Prb1DYSSdyxLZD3QwcTr+ZUYPEXn1ZdpaXJTd15mOflRb3ZNUEyxWViyLIla975T6MxVuG0ZOTpeRtNOPQ1fjOuvR8u7/ABvt39D1V6bkl+r7eT4FUnwnxHqNBqFKFPU+amn/AHvT3/Q9grJu1z3/AA8mPLO7D1XsebKcnby4+rEntgI5STZcoSimtkTWLNDLaXV2N3DqnLU+H0l+ZDObjm6vDv4so6SJXKHlDTJoAY0AMawBJIAMxjIwABDAGAADAjAYMQADGCCwgTACDBDImAAC2APz7Bd1glbJhN2TysVuhGo/KyQjyXHJfA19GqsRcrM7OmqqdNST6C+l19bWqWdicZZEj7aKVkSlKyHBI5Os1DqV1TT9WTi+wLMp9JK9hS9WCGldRY3K6U3GWLv0HvXsvT6BwGjUhoqbrSu7XS7I6sVb3PHdfy/q8+WTG5bvO2J2zca2RxK0ljIB5BWzuEY9bkSsTQ47bDNZFLoxautHS6eVR7/y+48UbdTbjaClLU1XVndxT+rO1GKXew/XhRxzflZHe5JP5FmPlaadn6h0ZLZ7YOMaKnrdPacU6lN89OXWMujTHoNR9o00KjxL7sl2aw0er/031FtvDlf8PQfE89yxvHb6allILW2WD1sax83bdDTyuwziaS3Jxk4TjKL8ydxVGzc07UJ88IyWzVyaZzPIcuPbncUk8kkCBpkkwB3BMCSQ0BpIdxkOg7AAMYMYAhiIwGAAAdQYwOoNgCEIAYyIAICAPz8mJN82TC9t9crW3KqrsnkkI8t4lgpaeTV7rKHwXV/E0kHfoH0t/wDi6kZ+pbTlkiivjVSIV61ouzGcji6Op8XW1ZPvY6PYKnl70n1wRe+4IozwbvDNClqeJ3rq6prmS9SjqsrjxZWfhTy3WF0+hUklBJbFieDxV39scMdyJJIduqGRW2bGlkj6GjyrE0urC7pLacW2ef4xqZazXQ0tDZYv+pPGb8Kua6x07WkoKlTjTi8RVkaLL5Evdp4Y6mhtf1BXsSng7E0Rtl2tYkYausnHpN6Li06L/ham8o+klv8AVfkanw/N+l1WP9tD43Pt5pPy6qTaw0/UWXg+ibengWPckvLsBpRbJbrIE6HDavkdOW6yvY3J7FGU1XmfkMOznv8AflJMkiLhSRJMAY0ANDQBIYyNDAAYAIYAwAgMDADA6ieQRAMAQDAAAAAAXyAn57vkOddTDj0Gk1NbfQprzGJHB4z56DR5/g9f4NedFtqzuiU8xZj6ejpV0+pohUTK9EnKpYzaqt5HkcTjk8MrJaqqr9TvRmsO46WXtJVFbcSeRaAqO8cs2+FW/t9b/L+pzdXr9LJRzeMK9xpdR0ZuhK67/M8fy46rHqUfUeCsjXoF2KkfyGs74EEutrk4hfPoM3FtX9k0zXNac180jDwDRu09XVxKp91dkTx8eXPnO7OT8O4ljA/QcXaS+Y8MnAT6WGvkSImtmcvjtCVTTfEor99SaqQ90WcWXZnMp9LeHPszmTXodRDVaWnWpvyzSft6FkljDZ9P4c+/CZT7j2GN35PFrXzsOMX12LYlKkkr3WR8yTtYC+1mmq/DrRd8HZT7bFXJ72xflsNXHNJMkmVsZNMdwCSY0AMaYwlcaAjAAY0ANDAH0ABoAAMQAAMgAAWEAAAQAAAsAfnD4vyEpW63MN6CCVbrtYpqVm12Gbm6/wA1No8hq6j0+rU10dn7FmPtLG6jt6PVpxTudKjqEna5DKCxKde/Yy16rlBrqKJRx6VZ0uIPtI9DR1HNBZySsSzi+M/W5KNW7sskULIuhCVRq7UV3Z0uH0HpajqUpNykrNsr5cJnjca5ubLc7ZHa0+sqWV0m/Q7Og1kaiSxfbJ5zruk/TndPTOzw06KdyUTIvtSk9/QYaBtCFSSVycZKEZTm7QirthBXnvNxjilm2qMXeVui6I9MoKMeWKslhIs140p45u3JL5D3CVaMJ+odU+5KwjwmFs4S7DFHXb5FdSMXFpp2JCePLjcJk9JxHVaKf3JfvaPt/MvqdhOzsfRPh+X9Xpcf6et6TLv4calHd4yS64NR0Fte2GFk0BiKTbszq6Opz0VfeOCHJ6Z/yeHdw7/DTEkil5tNMaAJEkwB3GhhId8AQuNAErjAGhgAMAA6gAAAXBbgQAYAACACHUAAEwD8yKrd4LOfBh+m/v7UTrW3tgpnqMNXQ5EtMWpq36nmuLx5k3HdFmN8pYs/CdZaXw5SytjvUq99mPOaqS5Vmk8lM6zs8kDjk62fLUUo7p3O7wz4taEeWErPI7DysmLvabQTlZ1JfJHTo6KEVhEfTnyy2u+yq2UTo0nTkv7nUjlC7Zp0qFCz5tyeshLTcmog2o3tJHH1fHM+KuLlnl1+H61Voq7ydJPOOp5Lkx7cnHfCS9RpdF1K/ZHfp1EL0SXZHK8Raz4UY6Wi7znmSX4IeM3Uc/EdDg2iWh0ajKzqy8036m5+jJ27p4Y6xkFndjCGay7oN7X2GVO1lkOt74JFQDW7GHG43B0ZUNdST5tPO8vWLwzptpxi1s7Nep7P/TXLviyw/D0XxWfdx9t+js+e91bYa98np2oTv1JXe4GavdmrRVeWtZvEsfMjlPCjqcO/jyx/p0UySfY53kasTJJ2GDTJJgEkSAC40BHcl8wBoYA0MAYADsAEBAZgAADICEAIZAYgQMA/LaqpZuRnqEupit/Side9mZq1S44nKyVJvJzdU73vsSiTg6qnKjV+JTx1Olw/iKqRV3lbluU7ojLq6dnTQraj+FTk136HQo8InKzrTt6Iqvg8s9OlpOEaeFm6d5d3k69GjCCSikksCV7uTXSjnBspQv6COzTQqSt0E6V01YCnls0EG6aT3TsaOJUnLhtVW2V/oV5zeFjk5vbg8P1Lpy3PV6DUxrUkm/Mt0jyHUYuPONyzezJJ2OL0rEcp5AeiFWvHTUZ1p2tBYT6s4nAaP23iE9ZqLuMG+Vf4ieHjzUMvNkenaV2+grJkdLD6dQ6j0VO+NgGNpLazHZLpcnCFl9CLVtmxkhXpxq0pU5pNSTTVuhi4U5LS/Bm/3lCXw36pbP6Hov8ATfL28+WH5jY+J5NZ3H8tjbvcHl9MnuW8FHyuwRs3a/0A9pW5eoJtNPsKl7dejPnpxlfctTOW+3kOfDs5MsUr4JJgqSTJIYSTJIC0Y0wNJDQEZIDNMaAjAALgAAAAAADYwQxEQARAAAAT8i1KrWzwVfGb6mNp6OTYVV23K6lRrOQP7ZKtVlPJUrO0YyfsiyH69rqfBalZWqtQj6ZZ1OHeHtDpnKs6cpyj/NPa/ZIffr0pyyn07NGKcFaPL6JGmnG7yQs+0Z58NdKCTNNOF2RXY4tVOFjZRi3YDsbYRSiVzWcAhF3D2o1ZRfe5u4jJLRVm3jlf5EcvGNc3NPLxGlnaSOzo9RKlJSTPKcscec8vS6LUqtBNWv1Ne5nZTtqlJq/sOMbtL1ETi8frOvXp6Sh3sn69Tq6TTw0tGnTprEVa/f1JXxirxm8rW5PHuStZhNLCX3c9R7BBQllDVhkaSW40sqxOEEne9htNolCLlv3sYG46bilNy21EXC3drP5Gl8RyXj6vCx2/H2znkjbKKdhOKWx9Hj1EqD9PmJLa4JLG+mCN82t8wEbdFN2cX1yjZFnPn4rzXyWHbzW/lYmTiyLPSuO4CpJk0xg0yQA1sNASQ0ANDAGO4AAAAAAAADAEDAgJjABgRew/mIn42p1JVViMn7K5bT01ebv8Nr3Md6LcjRDQVf5pJexb/Z8bJzcmvQLYr/U8pR0dGOfhp+5ZyqKtFWQdx+ark30bN/D6aqtcz5bJ7sUoymo62moRkti74HK9iV8lh/a2EFc1U4CXxopx2sX000wDZCN1vYHDI0D07UJSbtllfHtRycLqJOzngo5cv21TnjuvJ6ZvmV2din3R5rl8uDk9t+i1EqM1Z4PR6aqqsE42OHmx+1Ni9fiFWp8Kk5bO2DmQt1HL4TQ+Lqamqnsrxh+rOu87Ilb6hYzwspPBaglTHbOATzaxKEnZtrsONrEgLdwawNHSXux3xe5OGLZPmPjnjlSn4p0vwW/g6GSdk95P734YNf4XhvJ1Ey+p5bf+n+Cc3Vbv1H0WjVjX09OrSd6dSKkmuxKfR5PoU8zbayx7b20JuWXZC5VfAyNLPp1ErW7oQW058k077HQjLGNinljF+Ww/jmsjInGRVGMmmTGRpokn2GE0NMYSuNCJJDQwa3JCAuNADACgADAABcLgQuDAEAGBARgBPyjRiu1vQ1fDXZGLvfttXHykqd72LFDuRtSk+kfg8zIVKOXgW1mMUui1si3TRlGXQcqeU8O7okpdTbVp+VNFvuKfVVwjnY0RWV1DS6Vrow7mqnTvLC+g5EbWlQSjkpqNc3JDMn0CiKJ1VTXKvNPquiOTxvUSlQak73wjl5rrEsp43XJ0r8yOxReFk87ysvK+WiLsdThup5PLfBzZzcVu9RnGSvfFsmXiDnVjGlD79R8qfZHFZ+5Vk10qUaVKMIq0Yq1ixZwG9nEqcrMu9RwytkkvYJRo/wAESv8AUmQXb8ySsSxnkj3wGLb3JDSvVVXRoTqprmStH3PkXi7SyVd1eXLd2ex/090/+zny378f+nrf9MYauXJ+fD2v7O9ctVwCFGT5p6duD9t1/wCeh6eXmbx06HpsLvGO/q8OzmyiHLhWz6D2VyTnNK6vm5C/myrAchu18GzTzvC3VFfLPDg+R4+/gt/DRGRNPBRK80ti9iadxkaZJOwwnF4JJgSVySYwkiQgYIAaJAAAEAAzAAAAAGMEAiAmACGBPyykkk4pXL6fS9n8jDbci6MUTcbkU5DVOzvYk6aluhVORH4KttgX2bqvqOJ6bdGuR2TydNS5qaTWSzGqc5qiMLs2UaDk1ZMtgt8N1PSy6Rk37FrqKivNZMetCeWLVa9SbjTy+5VCq/hNLyzl16squW13b40hJKlG3Xrc89xevetGmntlnJ1WWsKr5rrCq9K7yXU69HZW3MHlZeTTFXLad4vBzq9NWo4nLRUdLn+JUaa7pf7tnd0lRVk6qSziK7Ipz49S5Kd7ysavzHe25zJhvCexdDLyx+NhK9ug8Etg07DTzjYc1sql0yNPqiUBklFk5NhzuJzcpqnF+WO/qzx/iPR/F008Nux9J+L4P0elwwe3+Iw/R4sZ9uT+z7W/YuOS01R8sNRHk9pLb9T6jfy9js4/WnX8lj/uTL8xC2dxN+pY4PY5l0bBLuwHo5vlkrLJLTy5ZK+LkcpuaQ5cO/juP5alL1LIyzucjyGU8rYyLYyJQk7jTwMk4ssQwkmSQEkhoAkMAaAAdxgAgAHcOowAYiAMDIABABBAAflq7UWaKCTimjCb2mhR23uaIxtD8xX0E4QUursWRpdPxBOIVaTvhk1GTjaVregJ+ydNrKLqVVrGzWwS6LKbaKdazu07dzbR4k4WjGST9UXY5Ku3a/8At10kryc5f3U8GbUamvq4fE8tNSbw1sRue/CWOGvNQ00OW/d7subUVvdrqxeltvlj12qVKnKbeyPKyrOtWlUe8mcHV5b8OPqctSR0dFfDwdWi3j8zH5fbgy8tcH3yTTyc9qFcvxLW5aujpN4jC793Js9HwTXONKmpPDSHnP8Abc+H869DCakrp7kmzg1pcLv3uWUpWs2BLk8EuhKGF1zgSXuCNicb5JR3HAmlYJy+FTc32svc6uk47y82PHPurOLDvzmLnSp82d292czidBSpyVs23PqWEmMkj2/Be2yPmuvhPQcSjWp+WUJqa+TPrnDNUtboqGohblqRT9iOP8rHf1+Pdx45/hpkmvfYi3fYsZMmyvdJklNXvsAsKb5nb8QUrMBrw0RnezLIzOLPxXlOpw7OXKLYSLoS2HHPVqZK4y0cWWp4HCSi85JpkiSRJADTJINA0MQFwAHcYADAExgAAAnuIAAAAMgT8u0UqjTTwjRBcsmsWML+m60U0249jXRXlaYRLS2CTVnui3kSlcDDtbYr26gnBzLZkG1cNHpF1Oid7E1CVRejHDkk8tNGjy5UVfvY2RpttObbfqT0VonUjBWRirai3UjldCPM8X4h8er8Gm7pPJRp7tpGXz3urN58+7J2NJ0sdOkzM5J525rWqDfcti+9yiox5/xfNR4vyRatCEI/PlR29E3HTUk8WiizOf7eLm4/52u9w3W2tGZ2U+eKaOHkx7avsNIaf0Kta9k0p3SzkMskDfYYT2SaTtsrEkmt2Sng9VYo57lOrfM+XpH8zf8A9P8AD+p1XffUaHxvH3c0v4Z74ZTVgpwcX8z3semni7fPvF2i5ZuaWVud/wDZvrFX4XV0snedCd1/lexC+M9tXm/f0t19PXSj5cr3KVHldupbGPjkLZsRfmxsCRxWe47ZsA2nTle6JKWDj5vGTz3yeGuXc+1sJl8JlcrMXRldFikWIpJk4yGFkWTTGSy47kiSQ0AO40RBrcdyQAxAXC4gYAAAAAAJbgwIIYB+W9BLHLlSW5ugkotGHW/rytoSvj6s1UsSldkdmuhhu+xb0GSL6metPlVwWYRheocqvKrs00nJva5PS7KSNFHT80k5I6FKhb/xDk8KbVzqwpJrqZKup3sxlJ9sVbUbs81xjjKTlRoSvLZyXQ5+S7R5s+zFytM25Xzk7GjWxnctZW9uxp12N9J4wZ3J5RrTB7GrTx5qkIrdtL6lFQeM8Qaj7TxqvNXtKq7fU9Zpk1Sin0Vi7mmsMY5uKbytXU5uMlY7nDtbdKMmcmc3HS6sGmsE/pY5fJLIPBPm9BwU2/UFbAyWrOL5LY53JTRz2nN/DpOb9l7mKTxfex7X/TfB28OXJ+a3fiuPWFzv2i1bOwvXuem21nnfE+iVXSSklf2PJeDdX/Z/iGnCbtTrfupe/Qjn7la/S/7nDlg+rqyWHuKSu32LGJ9qXiWQas/cazaN7SLFuIqipLmt9Rc1nY5+onjbK+Uw/bjklGfqW06hzSsOxohMuU7lkqNTUuxOMiQWxkWxY0U0TRKEY7jESGgB3AiDGAMGAAwADcAXzGMiYCADIG/MUKFqkmsexogpcvmWEYTf2vh5ZeVYNEVaVni4WBasTXsWK0m73QARV2U6ildDhy6qiGn86sl8joaekr22ZKJ5ZbaYxhBZsivUaxLypktoTy59Wu5PLMlfUqMW21ZdWyGVWb1HkeMeIlVrfZtFK6v5p/ojBRvKze/cq5Me2eXB1OX06OmVjsaV2VzN5nJt1dO8YN1J9TPziFaYLym/QeWupvaEXL6Jv9CjKI/2+c87rcSg3nnqX+rPe0vuRt2OnqZqYqOL8pP8iyhUcJYfqci53+HavnjZvOx01bD3RzZzVGk4S9CzmutkQlGwsFkdkMLFnsXQV33JTyFeqfNJRi8R/MpccWtv0PpfxfD+j0uGP9PU9Jh+nw4xC172I2xdWuzQde2PWU/i05Rb6bHzDjlGei4jzR8soy5kLObxanQZTu0+scL1cdfwvTaqD/iwT+fUtm8kp5ZmePbncfwGm4XTEpXwxohpX9Rp2W6sCPsPe+/qV1tlL6lXNN4uXrsO/hv9K1P1LIzOF5yxdSqZyaYVETlQq1STJxndk5UV8ZY3LYsnCWRZYmNFIaGDHf1GDTGhAySAABAwuBgLgQBAAwAABE/NDT5k20r9ibjU/v4ZhvQRbRU7W5ldF6fnSk72QH/hZGeNsX3LYSwktr9R7GlsZLms2rLZjcerWOnqOI+itCPr6kXWSXT3GftnrV3bEsGKdV9xWrJ6c/iPE9PoqLq6ipGC9evsfP8AjviSvxFunQbp0Fur5l7k+LC5Xd9Ks8mLhUviV/Wx6fSwwr/Mq6rxXFzea6Gnjm+x1NOjJ5VH06VHCujZSljJw5xGtlH3yaK1VafhuurbclCWffH6lMm7IjXznhU/jcX08L/zX/A+h0nZJHT1k1ZFWOOlm6Yk+vU49LGjT1ZUpKx6HQ6pVYpPcq5MA3Msi7YOa7JNPexZT7rYc/AXxtdFsXywcl0WDr6Th/V5scJ91ZxYd+cxZ3vndkHfrsfUMJJJI9ZjNTRTV8Ig4v0sTTl8KakVf8DxHjjReVV4rpZjvmO7o8tck26X7Ndc63C62jk7z087xz/LL/c9dhrO+wsPSrrcLjz5aSjjD6EJJXJuP7RlK5XTvlP6AnPSXMrWWQkuaLi1ZvYjlNzSHJj3Y2MV2mSUjM+3lcpq6WQnnDNNOp0HEa0RlgsjIsiC+nLsaIsnihktiy2LLIimmMYO40wHgxoWgd0AwY9hAXH1EAGwAXGmAAAAgAn5qlHCSbLKUrWvmxht7ax4alF+5Kya5k22w/pKJ05XumsFsWmnzPoBpRkksu1skampaeLJDl0NMs9RYqnXbd7sNpSaUVdSkss4fF+Nw00JKHmqdF0+YpLlSt8PnvGNdX1ld1K83LsunyOfGpnsd+GOpqOXO+XY8PJS1M32R66hGyX6Gb1l/c5+Wt2nWUdGh6mXyVVG+i+hrpPY4sibaDuZvGNX4HhPUtNqVWcKa9erIcU3y4z+0+Hj/VzmH5eB8NOVDjVGrqGlSs7Sv1PptKUZxTi010aOz5HCzOX60v6zoM+lz1lPH5WP3FHHqZriTUjRpq7pTTTwK+YK9Ho9QqtNZybI/U5MsdVFcrtLt6k4L1FJ5PS6HbqSrSX3F/L+Zvf6f4v1OqmX/wBXd8fx93Nv8KJOyzuxrOGe9ekukXG/Wz7g1ZZuxltTUS+hy+NaRanRTp2vdYJRfxZWZSvC+FdW+F+JYQqvlpVW6U177fifVZRxZXuRwdPyU/djn+Yrk+XLYnn3LHAbTUVjIks53QEi4vnutg7O9mB+2TVLlqXW0slakZnLO3Kx5vqsO3lyiakW05EJXLWmlMvUroslQsX0p3NUJFuKFi+GxbFlkQWIUpxirylGK9XYBJv0y1uLaCj/ABdZQXp8RNnPreK+E0ttQ6j/AMEGQy5McfddvD0HUcv8cb/34YKnjnRqajS09WWd5NR/qeroVI1qUKkMxmlJfQjhzTPLUT6v47PpMMcs/tZdDTLWeYADGAAdQAAQMAIAAfmuNSKf3lvsWfEi5Jpqz3Riem4SqWaXQkpOLte6aCpwlJpNXx3Jurt6CSRda6yyieoSxcDiida+WyirqOVWvd9EH9CuTxDUzcWuaytseU11R8zu7l/HNIWuJqnd73MMnZnXi583pfCcbxqz/wASR62itjH63+dcvJfLZRVmjfSaM3kRjbSeDXS6HLlCbaDzZZRyP2j1VDhfDdMvvVKsqj9krC6Sb58XZ8bj3dThP7eMjPl9jo6Hieo0jXwqjt2ezPQ8vFjy49uT3PP0+HUYdmcej0PiKnVtHUR5Jd1sduhXpVlzQmmntY891PS5cN/p4rr/AI/Ppc9X19VanYmnk5GXWvSal0Zp3x1PR6avGpFNMo5Mfsm6DusEk7NW+ZUGqlhOctlsUSbv+Z7T/TfB28eXLfvw3fiuPxlnfsOW1n0BybPURraOUgVmrbsC9ISikn6lVRYtb6koljXzTxlonpOJKtS8sZvmT7M+i8C1i1/CNLqk7ucFzekupGeMmj1f7unxybcbMUkt7FjMHN5SubV00EEhTj1E9sdANXqYc1HC2yjCmcHUzWUrF+Rw1yTL8ppliko2u7e5zRmpfaqEPv1qcfeSFLjPD6a82qpv0i7lkykTw6Xm5b+zHamXifQ035HUqL0jb8yFTxlRpr91pakn/ikl+QfrTF38fwnNn/OyM1bxrq27UtPRhfrJuX9DJW8WcWn92vCn/lgv9yN6nK+mjxfBcOP87v8A/jFW47xOt/E1tbPRSt+RiqaipWfNUqTlL/FK5VeTK/bT4ui4eL+GMVSk3s7g5YdsMh/l1TGT6CdpZyfVPBGtWq4LCDledF8j9t0XcF1nGR85xzLpu78V6FAmd7xiSYXAjvkAAH7iGwMYAxAmHyAn5k+InfYSqxwYrcHx8tbdhRrKSz07i0s0l8ayy/KQlqFb0HoRGVdMz1K6V83Fo4zT1Dk7Q+pB1YxjnL7jkgcrX1cPOTzeundvJ0YK65FeWXkyyavmx0YqM3rvCFNfYpS7yZ6qkvQxetv+5XLye2mkrK5rpMz8kY2UpYNdJnNkHR0iu1Znl/2i1ufjOioPajQUv+53J9FP/wAiVp/D493VYvLyd0SjPGT0L3MXQn9DZptbVoSTpTat06EM+OZzVQ5uHDnwuHJNx39B4gaSjqF/qR3tLraOoSlTmvY8/wBV0mXDdz08R8h8bn0uX5x/Lbbe3U3aDUOlJJvBnZTbJ09FpqyqRWc2NcItyst+xy6u9DTXVtGMYf3cv3M/PumfSviuH9HpcMf6eo6HDs4cYi2nLe7HHfJpOupbPYMrZAQl5v6FVVdt7DE8PN+LtAtXw2bjG9Sn5kYP2bcRapajh9R3cH8SC9Hv+IX3Gnj/ALnS5Y/h7f8AUa+6WMuopJuzItOLva/qBFJ4dm36EbYBIlLa69zxfGtfr9HxCrQjKKineFo7x6HJ1eP7Nj/xePqMtcjmz4hrKi82oqN9k7FLq1Jrz1akr95MzO6uzj6Ph45+3GIpLpa/cawsidMxkSTutySd0rjPtNSQJ/NANHfInLN7iOQXWUF+2wz0fX1PX/s+13wOJPTzdo1o2XutiWN1lK4vkOL9Tp88f6fR7gjUfPjuAEdx3AC4XEDWRiAQwImP3A35Z5027EJVLJZMZuxXOo0rozLUtSabHImu+Pdbi+Nnf5BoldfVQpxbk0c9cQjXm7Y9HuEgictQkrpmavq1FYZLR3w5Wr1itZs4ur1MXfJdhFWVc2c3J4RGNKUnk6JqOey17vwtQdPhtL1uz0MUef6q75K58/a6ntgvgceRRrpO5tpZObOFY6ejvzRSeWeH8ZVnX8Va9t3VNqkvZIv+Px3zW/02fg5vqf8ApxH7jTujdj2USiyyMrJZGkthUaL6WpnSnGVOTj8yGeEznbUOXjx5sLhnPFeg4f4hqQio1fPE9HoOKafUNcs0pdmYHV9FeO92Pp4z5L4vPpb3Y+cf/wDe3oNHquRJ3wei0Wog4OrdPl/MzuLhvLy44z7rIww7s5itlVlJXf3r3E3zK73PpmE7cZHrcce2SQo2WcDi43Jp+1ik21YHn5DR0g3nYjO722GeldampwkpK6Z86hCXAfGVCUrqhUnZvbyy/wBwaHQ5b7sL9x9Px0afXAnsTZtll8q/587diU5K6V/YYsRSt0FdOMk9xhCyxe55nxlpW4UtXG/k/dtrs9innx7sLF3DlrOPK3SVo7iUs/oYrU0lzq9gUl0CDtCd2PntuMaPq7ZHzWsIaO9rfmK+H7j0aSdvcaYAfdeDXw7Uy02so1oN3hJNfIaHJj3Y2V9n01ZaihTrQ+7OKkvmW9TTwu8ZXzXlw7M7j+KdxfMkga9x3AjuFxGYIETHcRgLe4Fp+UuZW9SuUs4sZDdiqrPHcxxjOcm4Qcsh6SjZR0tWX3pJL0NUNJCNnJuT7sVPVU6qjCUHeKPMcT0sqM+eg3zb2HhdUXz6cd8YqQbhVhLmWCqevrVfuxt7nTMJPKvv34UunVqZm2C0eMpktxHt2f2dR6DVK3YXcXbp7jg9J0tBSstkrs6MXd+hg893nXFn7XR9WXQZzUo1UXnJvobJnPn4J1eGWepp32Tuz5hr9T9p4pr6+6nWk/xZ0/G475Mr/Te+Am+XK/0ouhxNqPWncnEekll+xJfiIROMnyprBpoVmsrD7kbJfFSuMznbl6dnRcb1FH7tWS9Gro7Gn8Wainq+H884wj9phz8qfmT8v6s5+P4/jnNjyT6rH5fguKZfq8d1rzp9dSjKK5cr2Kp0rHppHLPHsfCaI8jTeBpSiLdk0Ny2GNG1j+pCz3vgYh8t08HkfH3DHqNBHUU43nS69Uhr+lz7OWV2/C+v/tDgmlrt+dR5J/5lhnW65wOIdRj28mU/s8ON0slFWN5RySinH2lJ4fL2F1x1GCb5X3MuvpR1WjrUJLyzi1nv0YrNzSWF1fD5rWjKlUlTmrSg2n7lTm2zBznblY28fM2fNgkpK4hYnzdcXDmT7AWjUtrXHf0CFo00x+1hw9H2HfPqMBMlGVpd/QC0+peBdd9q4N8KUrzoy5fluj0iO/gu8I+ffJcf6fVZ4/2dxdS5wGAA0NCIw6+gA0NMQFwvYA/JyaSsVSkjJrbnlWk6k+WPzN2npwhHlXV3fqLSzFpirRIyV+5FKflRUi2muhg1Gmi0+YIHk+PaNU68Zpb4ZTpdOnFOx0S/tVXHztsjQSWxCdO1+gtnYzVI5K8foS+kLHuuHLl0lOPaKNMYexg8l/dXBfa2K9LlsM26FNDTTN+nOfMq6dKrHT6atqJZ+DSnN/Q+S0HzRbeLu52/F4/yr0PwGP7s8lo4uzNZ6lJE1sBpJ+pOG4JRbG9icVbYFki6Ec7lGqnL7fw+C3daL/FFuH8ony+OOv0BpNX5IvmTVup0qOthNWlhmzPTzXJh5X86shPkfp7j0qm0ZUrJ8pW6TTV+oaSlRaaxn5jSSW4JbCwrIz6mlGvRnSmrxkrO44Mbq7ea8Gc2g4nxDhNa6Sfxqfts/wBD1r2HF/V/8m/zC6YIy39SUcyF+UTw87vZjM5W5fVByq23yEU3HhvGOi+z69V4K0Kyz/mR5xu7Mjqce3krZ6bLu45Qn9B5vg5dL0ua7JbpXJFTuNTx6hC0mpJYvkae9rbj0jpO/fqHUAE/RImtuyQyr1X7P9eqHFPguXkrrlt69D6Xc6+lvix4v57j7eomX5gGdTDA0wAQwBodxELgBGG+4g/I05pP1Kedt2Rktuea00mopJPc00nlXYaXxup+ZDdO5Er4VShaRVWgrPAht5nxFQcqDkv5cnO4clKCLcb4L7bpU0kZK6HCYazsyql5q0I92if0rye60atSj7GyOTA5L+6s++1iROOCmm0U8G2juijOI1fxup8DwpxSe16Spr3k7HzSj/DWNzR+M/hlf7eo+An7Mr/axbjRpvRGnglFhEosSVycFnORJTwtvsWRV2OLsI0QjZNmNpy47wyN/wDrJ/iizD+UPqP+OvtmlnzRS/A2RnbF3c2YwM55atLqmnyvbuzYnzd7ElOWOlrlJO0XayJU67/n2GqWJ05bBKCw07hobv2jKOSpxWc5YaSjznHKMtHxLScTgrfDko1LLeD3/qehi79cYCL+S92GN/6Oyv5mRaukrklKuabsorBJ2cUr7dxioyxbsCV1YIHL8QaRa7hlWnFXqx88Pdf+M+bzTTsZ3XY+sml0WXi4lcknbFzPd1hp5uSi11GVO/oO+cbjLRqXsTi8pgLE1K4+nQNomk+quSW9mMVp0NeWm1NKtTfmhJNfJn2bSV46nTUq0H5akVJfM6Omv7rHl/8AUXH+3DP/AKXDR2vKncLjBjQiMABgIjQxB+OueUnbZElKzxsZUbuE0tpzd0baMsK7BbXQozwmX3ukQqOila13Yz1FdOwicbi1Lm09RW3R5vh3lnKO1mTwPbpSdkYa8t9ycKudXfmyLh/m11Ff4iV/jVWXrT3WlxCOTYvQwOT24Fkd90TjuUiNFJO5toJtoqzJm8b1HT8JuK2qaiMX62VzwcMU17Gn8dP9r/t6z4Kf7O/7TTwM0G8le7JR/AElijdlkXZbZElJtYsu5fSWc9Bx04Rc27GbSRdXxNw+Ky1LmLeP+UR6j/jr7FoublT62WTbFdW7s14wcr5HM474NGn1Uo2Td0SiGWPdG2FWNR3TJuViSmzXglNxm/UlGq4Z3Qy00U9TdNyW5NfDnnYNIXeKnWaaOp006OHzKxm4Uqi4dTjUXmp/u38tvwsL7W457x1Wm90RWzTYyKOH6FVSNmuw9nPZxeM9SNnlO4D7DVnsrM+d+JtF9j4pUST+HU/eQ+fT6nN1ePdht19Hl+//AC5HUafzMhq+zvYaeAJK/wAx/mMg3sSUtvUUCalhkk9th6LRxeFfoSTT/wByQShJXs2fUfAms+08FUG7/Clyp+m/4FvF4zjE+e499L3fix6S4I0XhkrggFNDuIghoAdwuIGhiD8dyaXUi3i5lt3FfRvdPobYWSBOtNB5NlOS+YqWSbtLZMrmrLGxBG+nM4ml8F9Ty9SHwtTdYjJEsTjVJ+Uw13uThX+nN1Du7FvB48/Ead+ibJZ+Maqz9be4oJJI1RbsYGftw+lsS2K+ZTl4C+l9Ddp21JWKcg5H7RqnLwzhlD/8k5VGvay/U8fHEUa/QTXBP+3sPhZrp01sO+x2tfZq5bFbAnPKz3JQYLsV8M7WNEfYa/GJO1uvzH4ehz+LKTtfkptr8i3im8oq6n/jr6lp5vCNsJPZXNZi5QScvb1BNp5yiReNLo1JQaszVT1fO7SVmsDVZY7aFUTXSwnJrazJq9BVcu2xHncsq9u4xrXkT1EoX89kldsxcE1tR6apObdqlSTV/Sy/QNbSnHLLXVp6qErcyx3RapQl92S5mFiu7iMoyur2ZGouqYJSq1nbNxu6km28iMTlg894v0X2rh/x6a/eUXf/AE9SHJjvCxZwXtzleEd9lsmJO1zDvhtxJO9sgLZJ3uF/UZpJ3WfYbxgUI1O2Xt3Zl1HFNHp5WqV4X7Ry/wACchyMk/EFGXk01CrVl6YLqVbimpi5fDhp4eu/0C2T0l+3HzWqGlbalqKs6svXZH039mupitLqNJhcr54r8H+hPiv75WR83j+p0mX9eXtrhc03z5IAJK4ARofcQPqMRBbABvxu03K97Elloy9N3FooxdzUpYEk00Z9DbSaSyRoq2Mru0cIKllFq2SKNc3Vw5qckzzGuvG6kmnF4Hj7NBVOeCd+hkqy+9ctkK1gq7m/w7G+tm3soj5f+OqM7dPYUdkao32MDNxLo+pZHMimhpgjZQbTRTmI8z+0ObfGdHRbfLDTxdvVt/7Hnr5RtdHNcOL23xWOunxPoOPudTSi2Ks0WRz6jWRNLv0JJXYouxjTTwlgtTslcboht4wa/CsHU8Q1ZrDhSSXzZbw/yijqP4PotC6RtjJu2TXY+UWRab8zwTXK/kNXTw3uRldSTTs0BRdQruD817M1Rrxm/KmicRyx+z5lZYyHNJxSSJIaYOMVVp+Hamq7+Wm9u9sFWhp/A0VCm94QSfv1HFsn7dtSm7K4KpJbOxKIWeVlHXVIYfmibIaynUspJp+gWIZYa8xbFRbvCSyNq6eGyNiGyUU1YrqxjKMoyXlkuVoj/lKXy+X8W0j4fxCtp3dqD8r7p7GJ9ehicuPbnY3uPLuwlClglusFSYTy7EauopU0/iVIx93kciWtudqOMUqafwlKb77IxPi3ENQ+SjH25Y5H6F7ZPKUOHcS1edTVcIdVJ/odDR8A0lNJ1Oaq/V2QrbULbXVo0aVCNqUIwXoi2/myPWi+9pJ79bnofBWt+ycco3doVP3cvnj8xy68uXrMO/hyxv4fVhmpPL5p6Md8kiO40BGiSYiNMAAXoAB+OXlWRKKtbuZTcjTTdlgtXuCUvlbSmuY1QqXwmRptdKV7E5+ZXuRpVlrRx3R5/jel56blHDQS+dpPPaaq1eEsSix1He9zoVsdRnV8Mx89WW+bFfP/AMdU8l8PV0srBqprvuYWbkXR9dy2GbFNJppmvTK8l1Kczrx3jat8bxZXi9qcYQXyiv6nI3djd6aa4sf8PcfG+OnxTiu5NYRft3xJPBbB2GsiazYuikkGnRhFie1yV1gFySd3t8jseCKfPxTWzksJQS/Eu6f+cc/V+ON72KSj1LIOW3T3NWMif2vu1lklK68qySRClnexK7lu8DKlK763QoVXCVrOw4J5bqNWMlbqXWaVyUU3w5HiDz6WjQSv8avCLXonzP8AI0qVunzHFn/whtptN7EJTt6ehKIxCN1m5K7k7oYySlUnHurPoaNPrpRiubPuNG4yxupaulN3eGXJKeUyNijzi8h4/wBA/hUdbBfd/dz9nseIlUjDM5RUerbMjrMNZ7bfRZd/Fr8M09fQvaDlP0giuer1LTdOEYRX995OWadlsw8ZKnDU17XqVZp9IrlRZDhEpS87jBfVhah+pb69NFHhWnh99Ocv8R0KdOFOKUIxiu0VYURTj2sEvI8bMBPZ3vuNNMZmn2NGnqfDqxlF2ad7oEcpuafaeHalavQ0NRFp/EgpO3/nc03Rp8V3jK+ZdRj2cuWN+qLjuWOc0STAjTGnkAdwuIAav6CD8crzJFkTMbcW0sOzLua3sLaU9hO88Gqk3ddhJttOX1Lk3uyFRsRqJSTscriFJuLsxHHieLwlp63xLWXWxlWoUo3TOnCbirO6qEp3PQeGl/wzfeTK+p/46o5L4eno7WZphcwsvbm35XItgU02mljBu0a/fQx1RTmHz3jc3X8QcQqSz++ml8nb9DLZ28ufQ9BxTWEj3nR49vDj/hNTTwt+qJr1yWOyVOK2LYq4LItgle7LuiG6sJoJ57IlcE0oux6PwNC/2yfV1Er+yOjp/wCbm6v/AI3s4yta9y6Ld+vuabJsWN43yNWveL2JRAOTax9BxldWyvYZ/SbdlZEIvbA4jIlazvFtdTTS1nN5amyHEMsdqOIrnraZq3KuaXz2/Jsi5P5kpUp61Qrp5vZ9Rzmla6JbFiLndbEozW629wiNxKcm3h4IuaUbPe/QY0bqtbY9ycNc6TzNJLu7DH6dv04PjPj0anDPsdFVKsqzs/gWbSWd+h4qjoqU06lSnJS/u1anM/ojK62y5eHd02OXFjqfbVSoU0lFJJLaMVYujQpxeIJv1OB067asvZ2Y1lCSH5jGDUnuTeVswhVBOz9SaeMdBpez9CUHttcNivp/7P8AWfH4O6Lfmoyt8nn+p6lGh093g+d/LcfZ1ecGBl7NMaBGmtxp2YA7hcAaByIh+OoyV9ixOL9GZt8tvSyEltHJNX3RHScWUt8mmErWyRSa6TZqi0453I0rVU4u+5i1NNu+4g8n4go3hO9zxznOlJrodfB5mnPz3XlNahv3PbeGo/8A02lJrMrsq6ya43Pa9HQWxqXoYOXtVPC2LLYblVP20U99zo8OaVeLlsslGYkfMHN1a9aq95zcn9SzqrHosZqSPf8ATz/ax/wHFSxJZ7rdAnOnv5l3W5N0T8rqb5ldF8I5tsC/jm6vjHA7oHXIj8WEb3kl8yt6uil94Z2yeVFfiVOnHyJyd72Pc/s9/e8GnWsk51pOx09N/JxdTyzP9kewprHexbG7tb6GhGbcasS81rZCWHglKjMbsJqXVJhOSja8kvmM+yq5aiEfvVYL5op/tDSRXm1NLfbnQ+6J/o5X1CfE9FFO2qpf9yKpcW0Ub2rxdt7Ji78fyc6bkv0yajxJQhV5YUatWKStJKy/EzS8VQd1HTP/AFVEivLqMMftfj0d15VS8VTtihSVu9S/6FNTxVWsko0PfJC9Zj9LP/Dx+6on4r1WLOkl1ag2/wAyiXibWS21D+VNL+pXetv0nOmwiifiHWSz9orX90vyRnnxrVzlmtVfo6kv6kL1edP9PDH1FM+I1pO7l9W2QWrqt357X3sirLnzv2LZPRT1FSSzOTv6lca84yvGTTK7lu7pStNPXySfxIpr0NdLW05dbejI2bO+WhVFJd13Q+fBHWh2pxlckr29xEL2JQlZDFTedtiOzGMb4S7iUuWWQTnl7D9nms+Dxd0Zfdrwt81lH0tHb018V4b/AFDx9vUzL8w0COpgU0O+WBGmO4EEwuIHcdxB+OKaUi5Rxvh9zNbXhKCSzsWudiNSlSTv6Ish3RFZGulVa6GmnXVuwqNbXSqRa8ryZ6uUxDWnnON0uaErni+Iaflbdi/iuqp5cdxhpxPonBYOOgoRt/Kivrr+xx3xHco4SuXpvoYeXtUnF2di6LyVU2im8mzndPQ6yrf7lCcl6YKr7ieE3lI+Z0P4eepaj0UfQOLxhEkySy7gti2nFc18r1RqU5KOOS/W8RujjlnmK3SqTedTb2gJ6GMo+bV1W/8AJ/uLayzK/aP9m0na+oqN/wCVAuGaa7Uq1f8AAkjeHf2lHhOhafNKvJ+6R0tBOOhoqlpp14xTvbnJ453G7gw6fHG7bocVrq16tb/5GSfF63SpXSfeqyz/AMjOT2u7MRLieo3VSp/8kv6kZcTrtJczx/il/UP18/yfZj+EHr6rveS+eSv7ZUjK6afvFMj+tnfsdsOWtqSd2457RRCWpqN/ff1F+pl+R4iD1VS2Jy+onWnLeT+ou6laXO+5DncpEdlsczuLmx1GhaTk/UV/xD2haaeM7hsgV2i936kr+g0Rd3FcNFsr29Rp5xcKlKvp15wd03Y10tYpPzx+Ye/acsa4VISs4zz2Lr4yhWaOzaSfNa44ytLcijpapeW3Ula+xKVD0XXInkE5W7g2rlpddRrRdpU5KWD7XSmqtKE4vEkpL8zp6a/useV/1Nxz9mafQe53PJnfAk8gRjuBAYgaYJgVun4201RNXua1K66GZZptnDcm1e4qc8I3alg0Up3QqsjRTlY2UGp2WCOkteNtagrPBRWj6EUI5HEqacJOzPF8Vp2uWcftHPzHGpR/eW9T6TwuDVCkmsKKK+vv7Y4s/EdOGOhcvYxaolSj94tje5XklpopvIcZrOj4e184uzcFH6tIhJvOT+4t4Zvkn+XgqStCKRNbq56B7/D0kThv3BZi0Q8vuWJ3B1YzUDY+Z26Als+a3Uk29xpS6NS7kk3gEpUkxt5sA2ObNiSfZgNjoNPN8j2Nk3uK7tbqMbLqF7oIjaXMHMwQ9hNtMLr5jRtF+gPCzkIjaEx75HEKd9n1Gs3CFspN4sG24yK93YL+4gknZtkotgayMvkaaWpqQeG2vUEttUNWpO0o8r7otjUTa8yuKzacu1ym0y2FQJEbis3yngGlZoZSoxfLI+veCtb9t4Bp23edL93L9C3gus4xP9Rcfd0vd+K712FzQeFoBMZGNAVp3FcCNMdwFfiPS6iz5ZbrB1aVTmsrmdfLb20QeWWO6V7XyVnC3ZbF2F7Ti+ndm/TJrcVSt8OhB3j6Ea0bRI3whHI10fI8HjOLxtKWCXHPJ5enE0sOfWU495I+lcNty8rRT8hf2yM/k9NzhyvGwzH2pTiy2D6ipxfTZT4nkoeGKvedaEfzf6EeP/kx/wAunpJvmxn9vFrypIlubr3uPpKKuX042QLeObq5D6DdIYN+gvZHd2GngZpL3JXxYDlNYJ4swSK484AbNMd2hjYb9g692CJe4ulgK1G+cgPaJ79QWQQtCf8A/oN4GQQN4yOImu5JPCQIi989CTQeyVv3Qr+ovo4kt0TSzcDWIsSzgcLadmtmSUrJPIymdX0q04rDwn1L4aiOOZZ9Be1k5NtNKd9pYLo1M2eAPW/RzXl5ke1/ZlrnDV19HP7tSPNH3Q8LrKVwfJ8f6nSZ4/0+igaj50Yho0xgiAAHcVwJ+JNdp3CXPC91vYt0Wpul3M6eY2p4dOhUva7Nad9iNS9UWuWxiRTlX0rpm6lJpZQhWylUVixu8c9SFKuXrvus8XxheeWSWHsX05PCqblxaivW59B0LaaOfr/pw8jpxXMt0DjZ4MjelIasSi7AlGii7sw+MaluDaSn1nXcvov9w4ZvlxdfQzfUYf5eU2+RI3HuYtpK5ojsKunjnhLdDXQa42gSvYRUWuCQySTWe41kEtpX7WHm+Qp7O+cDuxmYN43AbFkGw0dn+Yum4FSwwXsCNALbce1dpdhYBHaTtbCz6AngC2dvoP0GjtJbJBVfKugwpy9iagyKW9LYwbLY089B6RuSyNO7Rd8O0L2dvYFeWStRlJ+WLz6Mtjp6stqc3jpFh3F34z3V0NJXePhT/wC0uXD9S3jT1bd+RhEP18J9rFodUld0KyX+RkqdPUxeaFVRX96DHtZh1GH/ANo0R5v5qc4/6WdrwvDVUuLaatpKNSpyzV7J7dRHz8nHeLLuvjy+wvcRqY+o+aZeLQBJGgLgRgBBMPmCNfj2rRU4+hw61J6bUY+6zMxbO/Lo6apdI6FGQ6l5Xxtctil3I1ZGml0NEW+jENtdF3VmyyUrEKXnbn6vMWzx/GI3lLoPH2L6YeBU78UvnyxZ7XTYs/zOXrb5jh5b5dGi7l/q9jJy9qoXL3I2sESXUpWZzPGMlKPD4LZRnUfzsv0LOnn+7Hf8bN9TjHm89CyMd9zZj22Pmr4qxYmDrnhJO7JRsFSAbNiBJZH8wIezJxv13HDiW7H7INHAiWz3AbN5Y2sIZbLpbqFgK0K/sJ7YwNG0rPGBpfUNI5ZJWdvQi1d4H4Q2nHT1pryU5y/yxbNVHhOuq/w9JXk/SDH7UZ9Rx8fnKyf9ttLwzxab/wCQrL1krGul4N4vOzdGnBf4qiJTDK+o4OT5fpsLru3/AIa6fgXiD+/V08feV/yNVHwDXf8AF1tJf5YN/mWTgyrhz+e4p/HG1tpeAqCt8TXVH7U1/U0LwFw2TXPX1MvZpE5035rkz+e5b/HGRfDwLweP/wCy/wD3P9jTQ8F8GhvRqT9JVCydNj+XPl831WXqyf8ATfR8J8Fj/wChpv3lL+p0NN4a4NTty8OofNN/myX/AI+E+nLyfJdVl7zdOhwbhsEuXh+kX/sx/obY6HScvKtLp+Xt8OP9B/pYT6c36/Ln/LK3/tbHS6eNuXT0Y+0EXKMVtFfJD7J+CuWV90/qSH2xEZ7sXX1HqEjKKe6T9xpJbY9hduP4K3c0AJIFcOoyHUf5DIdQBELfcLgNbfkVO6ysmPiGmVaDss90Zd8NiTVc3SycJ/DqLzI6lOStgn7mz2005XNEZP5EU8a005lymKpfa6jNv2L7td2QsLLwz6l+R2PI8Wu5SDFC1T4dp31VWfokesorlVzh6y7ycXL7baf4GmLTVjOyVypKN83CxDaSKxLOxzPF7/4jRxunbTr/APsy/p/+WNT4nV6nFwIo0QVjX09pxz7S2ZJBHREl6k0GktpbsXLdNgZPFxBIUSS9iST3sPRbSSbwSUWwHdJ7WQpTnblg37K5ohw7VyzHS137U5f0H5U59Rx4fyykaqPAuJ1cU9FXfvG35mmHhXi87f8ACSj6ykv6kphlfpx8nyvS8fvONcPBPFZLzRoR96hqpeBNY/4mpoR9rssnBnXBy/P9PP4y1qh4Clj4muhb0gzTDwFpF/E1lZv0iic6e/dcGf8AqDK/wwbKHgnhUI+f49R9+exqpeEuDU9tI5f55tlk6fH7cXJ811Ofq6/xGiPh7hMNuH0L+qZrpcP0VJfu9Jp4+1NE5xYxyZ9bz8n8s60QhCmrU4qP+VWJt+rJ9sjmt3fKOB/IkQukFxiHf6jTfqSCSZZF5CItFNmqi9gpVrg8Iui8CKJ3ZK4kjvgkmAJAwFHQQIgBwqQDRo6gCIC9hkA+QE/IkH6FlubBmZRs/bmcR0j/AIlO6kinS174byPG7mkrNujQkrbmyDVtgKXSyLS22L4tfMjVi+k3YvU1gjSvlRqJXi7YweT4o/3jXUcV1d4fh5Kkkt5Ho6Bm9Vd51yct/c103YvgzhyitdHbYla5UaPJb2OD4pd+IU49qUV+v6nT0vnljV+G/wD2Z/iuVBXdy2LRrPb4eIksk4xfRAnc9L6Onq1WlTpVJt/3Y3N+n4DxWs0oaKvnq42/Mh+pjvt35c/J1vDxf8mUn/bpUfBvGJ5lQhSX+Oa/Q20/A3EWrTraaPtJv9C6ceV+mdyfP9NhdTdXLwBXbvLXUovsoN/qbNP4Aoq3xtbOX+SCX9SycGX24uT/AFHv/jw/91vo+COFwXnlXn7zt+Rrh4S4PFL/AIWTfrNlmPBPtm8nzfVZ+rr/AA10+AcKp25dBp3bvG5rpcP0dK/w9LRj7QRbOLH8OHk63qOT+Wd/9r40oR2pwXtFE7tbFnbJ6jmuVvun8wJFsL0DrkAaGMezuCAQCEYYrgBfsDfcYK47jAvYfMMJJlsGNFfTbuaqT2BGtcGXxfQiIsiTuBmhgYuAFQJ7AVAhwqNwGRfIHnII0dAGjRYYIvyJSuzRB4yjNrZnhGpBSVrHF1+llSqfEpp+qI43VWQ9LqVLF7M6MKjcc3LLEdflfSqLCsaITs+hCpRojVzZFkZethaP0q1U0oO34nlOIzXxHlvISKbdOlwGFtIn3ydyj0Mrqf51x53y2U7F0eyOOl7Wx2LY7lVHtdClzK3VnK8Q6CjPU6e9RrUVeWKja6ttdk+DkuPJLHR0vVXpeSckdPSeCaVk6+rqSvuoQS/E6NHwdwyDTl8edujn/RF2XXZ3+M01uX/UHNl448ZP/wCujQ8O8Lpfd0dNv/FeX5nQocP0lL+HpaEH/hgkc2XLyZ+6y+b5DqOa/vzrdTgksJI1UlZXL+iw3zYuTe/abFfJ6hIJDGD3H1Qwdg9yUIWyNjBdBjAAAB3GB1HcASDZiAEBi4XAEHQYoGh7JPYsptjJfTZrpvbsCNaqb7FsWAWxeCd8CCSZJAezACPYVgBdBDKgPkCOx1DoMiYXGiLi9wRr8iQumr3NCfrsZzZxWrJVWpc8WmtyupuBrdPLT1Oent1Ro0WoU0r7k8buDxXSpyulYvjdsVgi6LttkuTbWBU7Nsmsnywebnmda+aTbDFXlHoOFQ5dLS9jq0l2Mjnu8q4cvbVDdYLoPKOXIvS6BfTjzWwVU97dbQad3Te3qeYqz+3eKqMb3iqmLdlsPgnm1Ry3xp9Ep2STLUu+CqrfrScY+YuisAFtNWNEcRSNL4zHfL/g4APQxJJIdsDIWuP22GKFuPZjAHYcAsDGCGMF88hgAYxggECDoAIQAAA0CSGDRbHcZLoGqGARrTSeC+LDZLU9iaYHFiY7gDGAPcQAMTBEgGQDoBbJiW40aBX9ENH6fkennsXXM7TXlW08bkpO6wRsWzyyaqh8SDucHUUpaarzQXl6oWP4Oab9LqOZLJ0aNVvsTsLbVTt6FzeMyVuxGwbczXytF5RwK6cp26sSrK6en0i5aUV2R0KSMbl91xX20xv1LYdOxz0vTRTVzp6Gg5tXRTn4N16lqOlqy25Yt3+R4fwtH43iH4jzypyJ8c1jk5+T3J/b6RBYyWxWCnS6LYrBZBAGinF4LXg1fiZvLKniFuNI3U0lEEh7FqVrhYewPcLWGQSyMYArDIB0JAmCwAAXABiyBi+AuAJsSEY+Y/xGQsS9hmkiUdwKr4dDTB4GhWiLsXwd8XAlsWWJiCcWTXzGZje4Ed8BuAtDEBBoQFR0AZFkHgZIg89RovyJCV/p0LYvtn1M9raXxbtnoWbojlNpS7HLj0MWr06kngr+05XHlCWlqdeR/gdHTVFJKzLfcDZCVtibm/Qjdi1ztdUun27HPpQ560Ul1IZXUUcmWnpqCwjZD0Mfk9uOtEfQ0QV0UZevBxu0VFzkrnodNSVOHrYov7stlWfjtR0+EamSvflsed8B0XLU6iq1hJK5Zh/DJzZ+c5HvIbIuS2KY6ZFsFfBfCOckcrqEvgiTVzZ+Hn7cqliko7D5TaSSSHYZBrKHYY0XKDQwLewWJA7CYyJoQzAhkBfkBgTYAdRMBAAjAASSJLAzSRNLII1bDBfB7DKr4vvuXU5ZAl0WWRYEnFliYwkhgDDAAABB3AAGLYaNJiewyIi3kaNfkCl91Gyl9xGe110NyX/U+QZJT0v/AJDNX+6yrL2ccjif8KRDh/8ACj7lmPpJ1KWzJz+6RyVOZr/ulWg/5hexXyeqp5HoqX3DVR2RkZubL2vp/dZppfdKTdjhe6O1Df5FE91HJg8Rf/Z9R7L8znfs+/5Ov/8AyfoTw/hVOX849fS6miJUvi2lsXx3K+T2S6BKOx6D4v8A46eKyO/yBdDTSSDqOejD3BDBvoIcMglsiaNHQOgx9kRQwT6AxguqE9mApsiwA7hIDC+6D2EB0QDgSiSWwQLI7EluBVZEvh0BGr47llPdjKtEdicdwCa3RNbj+0U+hIDPoP8AlAE9xoAXRgB30OgmNAdCHUaOQXUUdhlX/9k=" width="320" /><br />
<br />
<br />
<br />
<br />
<img alt="" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCADwAUADASEAAhEBAxEB/8QAGwAAAQUBAQAAAAAAAAAAAAAAAgABAwQFBgf/xABHEAABAwIDBAcFAwkGBgMAAAABAAIDBBEFITEGEkFREyIyYXGBkQdSocHRFEKxFiMzRWJykpPhQ1NVY4PwFSQlc6LxNYKy/8QAGwEAAgMBAQEAAAAAAAAAAAAAAAECAwQFBgf/xAAyEQACAQMDAwIEBgICAwAAAAAAAQIDBBESITEFE0EyUSJhcbEGFCOBodFC8DPBkeHx/9oADAMBAAIRAxEAPwDw4bS04FjC/wBUbdp6cf2T/VS1iF+VFPf9E/1T/lRTf3L/AFT7gsAHamC/6Bx80B2oiBNqc/xI7jAb8qQNKf8A8kL9q3HSBvql3GGADtXNe7YYwo3bU1R0ZEPJGuQYI37T1rhrGPIKI7SYhwmA8AEtUh4In4/iLsjUu8ioJMXrn9qqk/iSy35DBA+tqH9qd5/+yiM0h1kJ80sAD13cSVIymnf2IZXeDCU8DLUWEYjL+ioKt/hC4/JXodlMflt0eD15H/ZIUlCT8Bgss2G2mfbdwSt82W+asx+zrap+mDzj95zR81LtT9gwWo/ZdtY8j/pob+9K0fNW4fZHtVJrT0rP3px8gpdmQF2L2L7SPHXmoGf6hPyVlnsQxs9rEKFvk4pqh8wyiRvsNxb72KUY8GOU8fsLrj28Ypx4Qk/NPsL3FlFiP2F1AtvY2zyg/qrY9h1wN7GneUA+qkqUV5DKCHsOZxxl/lCPqiHsQpxrjEx8Imp9uAsonh9iuGtI6bEat4/ZDW/JUtpPY5Eyi3sBqJHVLdWTuG68eNsinohwBg0nsdxyUj7RU0cA7iXH8F0NB7F6VtjXYpNIeIiYGj43UVTS5YzoKH2U7NU1jLBNUEf3sp+VluUmxOztKB0WE0oPey/4qawuEI14MOo6doEFNDGB7rAFKWNAyAHghtsMHmv5D7Pn9XQ+iMbC7P8A+HQ+iNvYQQ2G2e/w2D0UrNh9nh+rKf8AhS29gyyZuxmz4H/xdN/ApPyL2e/wql/gCe3sG4bdjNnh+qqX+WFM3Y/Z8HLCaP8AlhG3sGWTN2TwEaYTR/yglJsxgjWHcwujB/7TUBllmg2cwWalje/DKMutn+ab9FYGzOCj9V0f8lv0QuB5Y/5NYL/hdH/Jb9EX5O4ONMMo/wCS36IDLEMAwkfq2j/kt+ilbgmFN0w6kH+i36IyGWSswugZmyjpm+ETR8lYZTQM7MUY8GgIyxkojaNGgKRoA4IyLARA5JDwQAScJAOEQKAHSTAdPdIByhIQMFwCjcECBIQEWQMSSAGKjISEcy1GExBhEEgCCMFMAwUYKQBhyTswQmBzG1W0c+zmF07qVkb5JJ3MIkFxugX+aqYX7SIZABiFG5h9+E3HofqpQjq4NEKOuOVydbhmP4ZiYH2Osic/3HHdd6Fad+aTTTwyqUXF4Y/FOEhCBRDNIAgnTAIFEEAOE6AEnBTAIJ0AKydIBBZ2N4qzDYGmwfNIbMYTqOJPcpQjrkoorq1FSg5vwS4diENfFvRGzx2mHUK2RdOcHCWlhRqqrBTj5I3NQ2uoFgJCGyQDJiECOVapGoEGE41TAIFOCkAYOaIFGQDBRgoGeb+1o7sdAzm97vgF57DKY3d3FShLS8m6htFGjFIHAOYVu4XtLi2HbrYKx7ox/Zy9dvxW1xU1uXyhGawzrcL9oTHFrcTpCznJCbj+E5rscMxagxJgdQ1UUvNoNnDxBzWWpScPoYalFw3XBfCcFVFI4KJABNRDVPIBBEEDEkmIcZhEkA6e6BlXEKyKgpH1E56jdANXHgB3lcDUzS1tXJVVJBkfoBowcGhbbSGW5HI6rWxFU15JaeV8MjXxOLXt0IXV4VjLKi0VSQyXg7QO+iuuaWtalyjJ0657UtEuGa5bdAWrmHoQSLoC1AwSLJrKIjkQpWpiDBunugQ6IFIYQRAoBBAo2lAzzj2vO/O4a39l5+IXnNs0zZR9CJqeUxHuK043NcA4G4WuhPKwaYvwSDVHG50bw5hLXDQg2I81o5JM6TDNs8WoN1r3iqiH3Zsz5O1XYYVt1hlUGtqw+jkPv9ZnqPmFlqUPMTLVt/MDqaaohqYhJTyxyxnRzHAj4KcFZjI1jYIFEECCBsjCYDp7IAcapygBIJZGQxuklcGxsBc5x0AQJnBYzibsVq96xFOzKJh//R7z8FXa3JdijDRBI8rd1u9VcvBI3JSBWGdM2sKxl8G7FVXfFoHcW/VdIx7JYw+Nwc06ELmXFLQ8rhnorC570NMuUKyYi/isx0QCFGQkI5AIwUhBAowUAPdOCkA90QKBhAow5AHmvtadeuw9vKJx/wDJcAU0baXoQipaecxGxN2ngrIS0vJamasbg4AgixUnNdBblwQOSWqkBPSVVTRSiSjnlheOLHEf+11WF7e4hT2bXwx1TBq4dR/wyKpqUVPfyVVKSmvmdjhW1+E4gWtFR9nlP9nON30OhXQtcHNBaQQdCDqsMoOLwzDOm4PDJGm4RtKRAMHJEExCToAQC4vajFPt85oqZx+zRn848aSOHDwH4q+3hrmjHf1u1Rfu9jKYwNsFKALLrHlskjW5dymDMskDQNQ+OmgfPM60bBcn/fFaOz+KyQRNbVMtG871hqxVVoa4aTTaVnRqKfg6tjmSsDo3BzTmCOKEjNchrGzPVJprKGIuo3BRYHGhPdIiECiBSGPdPdADgpw5IkFvJw5LIHlXtSxGnlxiBsUgkMURY8NBO67eORXEfboL2LyPEKSeEbKbxFZCFXA42EjVIJGnRzU1JFikmWqWp6N1nG7D8FqBwIuNCttCeVguiwr3zunBN8loRINpRADJMBbvctHDMYxHDCDRVUkbPcJu0+RUZQUlhkZRUlhnX4T7QCLMxSl/1IPm0/Irs8JxvDsTH/J1Ub3+4TuuHkc1hqUXDdcGGrQcN1waoKkCqKAk6YHM7VYu6MOoKNx6Zw/OvB7APDxPwXNQxCNoAXTtIaY5fk851StrqaFwiUNupA2y1HMJmDPNTMGaYGPUSf8AEsV6FhvSUbrvPB8vLwb+K0gFElxsXcNxCWhktm+EnNn0XVU1RFVQiSFwc0+o8VguqWHrR3emXOqPalyuAiEzm3WI6pw6V1Agh7owUEh7pyVFjQ28lvJZJIW+n30sjSPHtq2bm0WID/NJ9c1jOY06tafEK1cG2O6RC6nhdrEz0SFPG3sgjwJTwiWlB9nQ+oBVumLTmB0bj7uQ9FTXqSpxzFnQ6bRp1K+Km6wXGyPZqGvHoVPHOw5E7nc7JX21+p/DU2ZtvOlypZnS3X8oPw9UQuB3FdM5IYyGqcG50KkAQA43TgEODmkhwzBGqGhHQYTtdi+HWaZ/tEI+5P1vQ6rtcH29w2qIjrmvo5ebusw+Y081kq0PMTLVoZ3iddTTw1MQlp5WSxnRzHAhUMdxVuHQBrCDUvHUby/aKzwg5yUTnV6nZg5vwcWwbzi4klxN3E6k8yp2tC7UVhYR5CUnJtvyGG8kQbdMgStaqWPVzqKiaynzq6g9HCORP3vJMaWWLCqRlFRRwMud0dZx1c46n1VxIk3kYlTUdVLSS78TvFvAqEoqSwydOo6clOPKOpoK2Ktjuw2eO0w6hWrLjzg4S0s9XSqqrBTj5ODTqokhBOkMcGyRKRJAkoC9QbJoW+m31HJLB5htq3d2iqTbtBrvgFgnmr48GqPpQBHFNzUiYzlLBnGDyKz3PoN3T3isi5DJvCx1CPuK5x7CnLVFMJt2fo3FvcNPRSsqHAgSMBGl2/Rb7W+lS+GW6Ode9MjWzOntL+GWGPbIbNIvy0PopQLaruwnGotUWebqU5U5aZrDEbAJAnVTIBNdfVPu3ztmgC1QVVXQydJRVEsD/wDLda/iFqtx2rlndLXfn3u1dofokoJS1eTDe2Ubunobwzdw+sgqgOicN7i05FX7WWhPJ4e5tp203Tmt0OBkjaEyglFmNLnuDWtFyTwXP4dvYpiUmJSNPQt/N0zTwbxd5oHHbLNoNt3pWv4piQgMlJHTSynqNKWCWdjTw3D3iZrhIWuabkt4LoVzbtpySR3elRkqbk+HwcGnWE6YrpKJIa6cFJkkA8qFxUJE0DdECoEzz7b9lsYY/wB+JvwJC5laIek0w9KBshP4qZIBylpjdjhyKouPQa7J/rIluWuuFZY/eaCFzWeptp/4snhYZCbaAXJ5BDGbyXIty7k8G5NN4DLA4Z5omyTR9l2+0fdfn8dVfQuJ0XmJRd2cLmOJc+5I2rYSBKHRH9rMeqtAAtBBBB5G4K9Bb3EK6zHk8nc2s7aWmaCEd9BdTMjJWlIzEwba6MMBTGEAW2IJBHELXocbmisypHSs5/eCfHBhv7GF5T0vnwzfpKqCqZeB4J4t0I8lca2xU08nha9CdCbp1FhozsdbJVCGggJaZjeUjgwaq7BTsghZHE3dYwWATK/BK2Jzj1WknuViOhebb5DB36p5IZLDYYYs7Fzu9XKaB9Rn2IvDXwVVWoqcdTL7ag7iooI0o2NjYGsFgEQXHk3J5Z6yMFCKjHhHCpKoaGSJSGgSmukSQionBRZNEZNkwcqSaOb2swaoxN8M1KWF0bS0tcbE58FxdZh1XRO3amnkZyJFwfNaKck1g0U99kVCCgsrCYLgjpe08d11VWWYM02rxWiTFJhLXZLmnoqctMky++WzDG0gsvqOKja6xuk2dSLXKLF9CmJQXCJBQtjLDvROcwn3TkfJWU5ypvVFlVajCtHRNZRdoqmQO3Zm7w95o08QtGGSOeMPikY9h0c03C9FZ3Srx35R5S+snay52fBKBlkU4y1W0xDg34KSMXN7ZoAmjY9sjXRlwcNCMl02FV0rQG1bd7k7T1+qaRy+qWEbqk2vUuP6NmioJHOfUS5Ok0J4N/3mrzKeBg613lS54PCNhF+6LMaGjkFEXHmmiK3LtJREkPnGXBn1WiMshouVc1e5LC4R6mwtuxTy+WJNosxuOGTKBESVkEhrJiFEaGTOCTJorvCruNlRItiBvlZle/pKix0AsijvM6fTIZrZ+RTkw2kqR+egaT7zcj8FSqdk2SXNJUFp92QXHqF0FHJ061lCputmYtds9iVNcmnMjB96LrD6rLiaW1ABBBzBB4KmrF6Wc1UZ0KsdS8kxQuHVK5R3QaSS8TCdCFaukzfbVNUcFiNwLE90G1PYJouVYiiLzayaWSSRJIGdGY2Ztdk4+9/RUocO+zSmWhlNO86gZtd4hektKKpQSfJ4/qldXFb4eFsjWpqyTJtVH0Z99ubD9FoCN0g6ov4ZrajBF5LlPh8rhdw3W8zkrLaaKLtuLzyapqJIPp2xt6jAy3Hit3B8HkdIypxBuXaZC7XuLvop8I5PV7z8tRaXqlsjonPOpKjvxSPBgjekcGRglx4Ba1HRNhs9/Wk58B4LLdVdEdK5Z1emWvcn3JcL7ltCVzD0Y10xSEcOkoCEkkxismskySQNkJSJAPF1Vkaq5IsiVXZFZh68jnHiUW6+Jnb6XHeUiVmRtdWoit8TsouRXyUWI4bTV0D+mgjfKGndcW9YG2Wak1lBKKksNHlzxY56oDouE1hkEUcOk3myx8WPI+KvsfbIlRaJWtTgnidqFKw3UTrwllFuniLzkrD3Dc6OPs8T739F0LCh3J6nwjN1K57FFpcvYeONzyA1pJ8FqUmE1E2ZaGN5uyXooxyePNaDCoIcnu6Q8QMgnfOKSobHAxjYntNgBo4f+1algGhOlfJm5x81E+TrtYGue9xs1rRcuPIBSQSkorU+EdRgWDfZiKqvDXVGrI9RF9Xfgttzri5SfJ896jeO7rOfjx9CNzwOKkpYZKl5EY6vFx0CU5qEdTMtCjKtNQibVNTx07LMGZ1cdSpVxZzc5OTPYUqUaUFCPCGKEqBYMkjIjiEiFAQkkDGSUSSBKEpE0A46qtKMlGROJQnOTlU3QpW65Z6HpkfgbG0U8ZJFgtkTrYL1O4AWOqsteNQrBNZPLcYh6DEamP3ZHAeF1SOi4NRYk0U8FWkw6TfmqIHB2+43jOWnIqXesdx4cx/JwsrKlJqKkuDl2l/CVWdB7STf77ksb7OFyrMRJeGtzJWbG56a3nqRqwRSzP6CFt2jtO94/Rb+G4G13WqHeQXqLKh26ayed6jcuvWfstkbcVLTUoAijaO/UppKi/fyW9Iw4Kskhd4KCZgfuO4sN0ANE2eqnbTUcfSzuF7DINHNx4BdjguEQ4XGXucJqxw68xFrfstHAfE8U3sjzfXb7TH8vB7vn+jRccio3uySPJM5rHtpIaAmGntNUaH3W+Peu42fxGDE8JgqKUNa0izmD7ruIXCub9VLjsR4X3PS9NtOzDuS5f2NJK6R0xim4JAAkmI4pJQEMUkDEmskSQyFwUSaInqGXMFJk4mVM67iqzslZQWInqemxxRT9xg25VhmQWhG8I1UUerxfkM0xxEnKNgHeU3UxwWRhlbnG7RhxxF8jtXgOWUVx63rZlmsSaJ8Ld1Zm8n/AIhXJWMkYWyNDm8iujR3prJ896jmneTcdnkpSUOV4XH9131W3sdg8mK10sbnGF0cZIcW3sVR+UbqLTweh6f1+MaE+88Siv8Az/7Oow+lp6B0lOd11TCd2S/wPgVLLWnrbu7ZekisbFdvVjcU1UXkrGsedTw4KEyuJzcVIuGL3EWzAV/CcNnxFxMZ6OnBs6U8O4cyhGS7uY21J1JePudhh9FT4dTdDSM3Rq5xN3PPNx4lTl2dkcnz2rUlVm5ye7IJpmxsc57g1rRckmwC4naHaYzb0FA4sj0MgyLvDkFzOq3v5WliPqfH9m3ptp36mqXpRyj3XzXoHsnZXCWrksW4e4AdYHrP4EeWq8fQk1Vi/mj1EsJHpF0l6YgJJIYxQpCONITKADFIJgJJIaGKApE0RPKqTO6pUWWRMrfF3F3PmoH1EbDkb+CspvEEexsYfoRwVn1TvugBRGR7zYuNk3Js2qKQTBkpo7FNDcjI2mjzgkHEFpWAVguFibMVT1Cw927WzM95od8lpZrdbP8ATR4HrEcXc/8AfAwK7nYWPcie77x1XQtVmeTg3ksU8A7awGmraTEI7hrz0E3n2T65eazmvuO5dBnoOg1ddtp9mFvcBok6RobdxsAkdts3MEwR9Vuz4g10dPqyLRz/AB5D4ldYwNjY1kbWsY0WDWiwCk/Y8P1e+/M1dMX8Mf8AciccrqniNdBQwOlqH7jeA4k9yrnONOLnLhHMp05VJqEeWeeY7jk+JP3ReOnByjB18eawnE77V4K9upXVZ1H+30PYW9CNvTUInebI7FvrRHWYs10dL2mQnJ0neeTfiV6bFGyGNkcTGsjYLNa0WAHIBZ7OXcu4RXCCU9UsIO6V16skK6V0AMSnuogceQmIUBglCmISSBjIHJE0QSKpKLAqLLImHVt6Kchwu06KMtY4XACKb2weu6fV10EvYiIAUZOemSkbckgUzM+SkhZKO0LN6gB914K5crHc+sz1OSCJ25ikP7bHN+a2CtVr/wAZ4brixdt+6Qo+1mvQNimkUT3c3WC6tojzN56TXxujbiGF1FM4W32kA8jwPquCoJXSQt6TKQXa4cnDIrazp/hyp8U6f7lxu+97Y4mOkldk1jRcldVgeBspC2ord2Wp1azVsXhzPf6IRu61fdmn2oP4pfwjcDuZSJGqDxoO+0uDSeKp7W4U3EMFL6dt56e7221cOI+fkuV1CfdhKijv9MttC70uXx9DyxzXOeGtBc4mwAFyV6PsdsWKUx1+MMa6oHWjpzmI+93M93BeEqz0L5nYqSwju8ynWno0dVxn2TKY8iKEr1ZYK6e6Qxrp7pAcpZMQqiQBCEhMQyZSAYoCEiSInBVpxkossiZldT9NER94aFZLScwe0NVBbSPQdMqaXpGd36qEus4KbO490SjgpGuz7k0RI8QZ0uHTtBz3b+ma5Fyz3K3RTVKlUejqKSTlJY+YIW203F1daek8T1+OLhP5BR9sXXpmzcfRYXCDxzXZtVyeTvXsjUle1jHOkcGsAuSdAuEw2kkxfHcQloI3Mw10gIqHjqOdo7d5rZjYOmXKtazqy4wdrhtDBQRFsLSXu7Uju07+ncroPNBmr15XFR1J8scnmsXEsZaxxipiC4av4DwWW7rqhTz58GiwtfzNTD4XJBR1pLruNyV0mG1gIAJuuDTq+ZM9XOKS2HwfZmiw/Ep68R70z3F0bXaQg8u/v4LoAvH3NRVKspR4zsZpSbY6YldnoUPinL6DiDdK69EWCumugYk6QHMBOVSSBLUBamIAhDZNAIhAQmNEbwq8rVFlsSrI1Y+JwdG7pmDL7yrl7nStamiaZUNnNUErCD3KR6WEh78iSjY5NFhOwBzSOBFlx0rd17mngbKm44RTVM/FGk0bnDVhDx5FbET7xM3st4ZHgrLR7M8d+IY/qQl8i1StL542jiV6jTuZS0Me/k0ACwFyTyA4ruWi+Fni73lEEtC7Eng4lvNphm2lae13yEa/uhaQAa1rGNaxjRZrWiwA5ALW34Ri8Ejcu9KWVkMZfK4NYMySVFtJZY4xcmkjlcYxt1RvRQEsi4ni5YwlzXmLy4depnx4PYWVsrako+fJdoOlnqGQ07HSSvNg1upXpWB4WMPha6ZwkqSM3DRvcPquJf3GiGiPLLqs9sGndEFxEjMOdEByXq+iw00G/dk4jFDddcmK6e6BjpXUQOYCJUEx0xbdMCNzUJCkgBIQkJggHNUMjUsFkSrIxVp4w5paRkVFo103gwZYzTzFjuyc2lCRdRjwejtp66aZFIz3UAdYpo2RedixG/iuZxNu5XTAaF1/VV1/SV1OCjO3eie3mCFZwt4lw6EuserY37skWj3aPK/iGOYQl9f+jZ2dp+lxWBgN2A3seC9LYAHh3ECwJ4DuXobT0Hgr15mTN5oxotBjIaysipI96V3gBqVyeKYlJWvu47sY7LBwXJ6lc6V2o+eTvdItMvvy/YypX5qbDKOoxKrZT0jN+R3oBzJ4BefnJRWWd9vCyep7PYJT4PT2ZaSpcPzkpGvcOQWvwXm61R1ZubMUpZeRwpGhREO4IHBey6bDRbQRYuCMhCVuJDFIFADgogUhnMAogVnLAk6YCIugLUxAlqAtUgAcFE9qZOLIHtVaRiTRogzOxCmE0Zy6wzBWQLg2cMxqFUtmdqwqcwEe5ROaOKZ1E8AtJaTdY+ND/mw4feaFXV3iSm8xM4i4TYKd2KaI/clcPI5/NK1fxnm+vRzbp+zOx2Mi3658luyLLuwvSW21NHzi7eajDaclRxLFYqQGNhD5vd4DxRcVlRg5M2dG6ZPqdzGhDjlv2RzNdUyTP6SRxcSs98i8tUm5tykeyuraNrVlRgsJcfTwT4Th1Ti9YKekbc6veeywcyvVcCwemwajENON55zklIzefp3LjdQr4Xbic6tP/FGoE65SKA2DNTxxk6C5VtOnKrJQhyxDFpGqjc1e3ox0QjH2RaAQgIVowSEyMjEldAHMtKMFZi0IJwUwCBSshALdQlt1JARuYoXtUkNEL2qCRuSbRdBlaWO6w8VgMbxM0ZDJw+apntub7arommVELmpnoc+QHNWTjNPM8MliG+GXDmjW3cq5puOBp5WDJa4OFx5pUALK+obwe1rx+B+Srt3+ojidahm1l8sHoOxkVqeWQ8XZLqgQ0G9h3r1FLamj5jWWqq0kYOKY3rDRO7jJ9PqsUG93E3J1JXAvbjvTwuEfYPw10ddNtU5r9Se7/wCl+33I6yN0tI8MJ3x1hb8FX2cwSt2gq+jgu2BpHSzO7LB8z3LhXnwvUzn/AIip9uuqi8r7HsODYXS4PQspaJm6wZuce088yVojmuHKTk8s8q3l5CCJovoiKbeEJluGK2bvRWm2aMl6mws1bxzL1MaRBJmonBdRFiIyEDhmpjAIQ2QMEpuKAOXaUYOSzFwYRJiCCIJgEE9skDwRlqjexSQED2KBzFMnFkL2KlUwhwIIyIVc1sXKWxgSwmKUxnT7p5jkonDVZ6M+YPx9judOuO7T0vlEbhkgIzVzOiZtfh7JyZIyI5uY0d4rJYySGviErSx1i08iO4+Sq06aikjF1Gn3LaaXsekYDJFQ4NHNO4NabnvPcFnYni01aSxt44ODRx8V1L257dNU48s81+E+i/mK7vqy+GL2+b9/2+/0KTVKM1xUfTSVhsvRdkJaZ2CxR0sTIujO69jfe5+a53UoN0k14Z5r8SUdduqi/wAX9/8AUbgCkA5LhYPDBsYXHuU8bQzTXmvQdMstKVaa38C5JWuRl2S7aJoBxzUZU0SBKFwUySAIQEIJAkIECOVBRgrMi8NpRgpiCCIJgGE4QA9kxamMifHdQPjViYIgexVZ2Wcy/E2UZLYmmZWJUu+02ycMweRWW0dICHZPGRXLuJOjUVVfRlttXdCqprggcwg2KiIXQTTWUeqjJSWURuVvBaVlViEbJGNe0Hes4XAUoLMkiaWWaO0+GOhe2phuac5Fo0jPcOAKxWhU3UWqjz5OnaqEKahBYS8IkaM1IAqMFzZIAt3ZTEPsWJiOQ2im6ju48D/vmqrin3KconP6hS79vOn7r/4ejMzNuKsBgGpXM6dY96XcmvhX8nzNh3SuvSpAgwUi5SJoAuTXUkSFdMVIYyEhAwHZKMoGckCiBWYuDBUgKYgwiBTAIFECgYQKJMBEIHRgqSArvi1VOsZuxb3ukH4qT4DyQ1UN7rnMUgfC4zRjMajmFiu6euDRBsiIbNGCMwRkVUliLDY+qyWFfK7UvHB3ul3WV2ZfsV3t9Fu7JQ700sjtAN0Lr0lmaO5DdnWGNksTmPaCxwsQRkQuJxbDDQVHVu6nefzbz+Cnd09UNS8GqhLTLBVaFIG5LnI1tj56DVb+CbO1FUWyzXhhve5HWd4BWQpubwc++uo21NyfPhHotOwRsAHmeJ7yp78loUIwWmPB85kt8iSTIpD3TEpkgSe5NdSQ0LeT7yZJCuhugBiozqkxnGgqRpWYvJAUYOakRDaUSYBAoroAIFECgYYThSGItBGaq1sG/BIBxBUkRaK8bOkponj7zAfgs+upd5pyUJLKIM5h0Zo6no3fopD1f2TyTYg1/wBjmMZs8NLm+IXn68XSq5RbSk4zUkUbh8bXjRwBXXbNQdHh7XcXkuXpbfd5Pa0/c3WDeNjolV0cdbA+GYXafgeYWxrKwyzOHk4Wqp/stXNTue1zozY2PorOHYbU4hJuU0ZIGrzo3zXIcGp6UaqlaNOn3J7JHaYPs5TUNpJB00/vOGQ8At5rbLZCCgsI8Ve3UrmbnL9iZqIFDOVJbj3Suo4K8D3QkoGMShJUhjXskHJgPdLeSGMXIbpDOKBUrSsyLyRpujBUhBAowUwDByTgoAIFECgAgUYKkAQKThdhCYFbCgHUW4dY3uZ8f6oqimuDYIISOcxnDRJE4Fqw6YuO9FN+kZkf2hzXJ6jS21CizKw5pMHRHtRPdEfI2/Cy9Cw6Po6WJulgF2LL4oJ/JHtrd6qal8kaDW7rbnJYtfic9VL9kwhjpHnJ0jfl9VprVNEduTXBLeU9kuSbCtkWh7ZsQeXye4w5eZ4rraenjgjayJjWMGgaLBZqcNO75PO9QvndSxHaK4/smAskrMnJmEE4KRlkIlK6RBiumugBiUKAGJQkpgOHJbyBoV010mhnFtUjSsqNBICiaVIiSAoggCQFPdMAgUQKADCIapgHdPfJMRVwo7tVWxftNePMW+S0tUAyGemZMCLZrkseweWKQVFO3rt4cxyVVen3IOJVw8nNYfA7/j07S0iKcsnZfw3XDxBHxXoNOAGbzshwyV3TtqKz4PZdPlqt4v5BuwyfETu1DnU9J/dtPXf+8eA7lsUVBBSRCOnibG3kBr481bJ6pamYr697v6UPSv5LYaAnsmclj2TEIKpCSQUSEdE10FbGumulgQkJKAGJQkoGMSldAC3kxKQHGtRtKyI0kgRgqQiQFGCmIMFEmIcFGCgYQOSIFMArorpiKUB6PGyOEsRHmDf6rWCYMIJ3Ma8WcLjkUEGjOnwGklnZM1pjkaSbt79fwC1aelbG0ADzOqlTWhNLydG3upxo9nwWmsACMCykhNiKVkyuTEhsmVSEUyCliQlBWwUxKBDXSugASmKQ0MShQAxKa6TA44FSArIjTgNpUl1IA2lSNKYgwUQOaBDgowbJgE05IgUIAgiGqkBRrD0eIUUv+ZunwIt81shCBhNUjdVJESVuqmbZSRfDYMFPdSJ5EmQRbEmQVsSYhMqYyFyCLBKApkASldIBrpikNDXTJANYpFvegD//2Q==" /><img alt="" src="data:image/jpeg;base64,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" /><img alt="" src="data:image/jpeg;base64,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" /><br />
<br />
<div style="text-align: center;">
<u><b>Ferig!</b></u></div>
<div style="text-align: center;">
Ich hoffe das du die Anleitung verstehst :) </div>
<div style="text-align: center;">
Viel spaß bei'm nachbasteln.</div>
<div style="text-align: center;">
<span class="author">by sherrycayheyhey</span> </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8994042960559617352.post-91299432825721608422012-11-30T02:31:00.000-08:002012-12-01T01:36:54.562-08:00Amigurumi Herz <div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihPgim9GCYLazP6371HGcTwK4FRVaDF3Q7JZUpG357OmPKs9MXMnIbwWCBFha2ZRK3WyahOvfJ8jZiJo0_Xv_4iYCMQnweJhAfieTMabC8QAlKB-OqCNBJI9B3QB5AJT6_hvxi7Ae4Hr8G/s1600/F1EDVZRFCEILWQY.LARGE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihPgim9GCYLazP6371HGcTwK4FRVaDF3Q7JZUpG357OmPKs9MXMnIbwWCBFha2ZRK3WyahOvfJ8jZiJo0_Xv_4iYCMQnweJhAfieTMabC8QAlKB-OqCNBJI9B3QB5AJT6_hvxi7Ae4Hr8G/s400/F1EDVZRFCEILWQY.LARGE.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
Dieses kleine Herz ist sehr süß, und passt gut in die Hand. Es ist leicht zu machen und<span style="font-family: "Courier New",Courier,monospace;"> man</span> kann es auch gut verschenken, oder dekoratiev irgendwo hinlegen.(:</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<h4 class="separator" style="clear: both; text-align: left;">
<u>Material</u>:</h4>
<ul>
<li>Häkelhaken (wichtig immer eine etwas kleinere Größe benutzen, damit das gekäkelte schön fest ist, und damit die Füllung nicht entwischt)</li>
<li>Wolle (passend zum Häkelhalken)</li>
<li>Schere</li>
<li>Stopfnadel</li>
<li>Rundenmakierer (oder Faden, Sicherheitsnadel, Haarnadel...) </li>
</ul>
<h4>
<u>Ablürzungen:</u></h4>
zunm: zunehmen (2 Maschen in eine Masche häkeln)<br />
abnm: abnehmen (2 Maschen zusammenhäkeln)<br />
Stb: Stäbchen<br />
*...*: alles zwischen den Sternchen wiederholen<br />
<br />
<h4>
<u>Anleitung:</u></h4>
<span style="font-family: "Trebuchet MS",sans-serif;">Das Herz wir von unten an gearbeitet, und mit wenigen Maschen angefangen damit eine schöne Spitze entsteht.</span><br />
<br />
Rnd 1: 3fm in einen magischen Ring (3) (erklärung:<a href="http://www.youtube.com/watch?v=NAqp6Kg7u1Q">http://www.youtube.com/watch?v=NAqp6Kg7u1Q</a>)<br />
Rnd 2: *zunm* (6)<br />
Rnd 3: *fm* (6)<br />
Rnd 4: *zunm* (12)<br />
Rnd 5: *fm* (24) <br />
Rnd 6: *zunm, fm* (18)<br />
Rnd 7: *fm* (18)<br />
Rnd 8: *fm* (18)<br />
Rnd 9: *zunm, 2fm* (24)<br />
Rnd 10: *fm* (24)<br />
Rnd 11: *abnm, 4 fm* (20)<br />
<span style="font-family: Times,"Times New Roman",serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;">Füll das Herz fest aus so gut wie's geht.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Nun forme ich den ersten Flügel von dem Herz, das ist ein bischen fummellig.</span><br />
<br />
Rnd 12: Überspringe die ersten 10 fm, häkle eine fm in die 11. fm und in alle weiteren fm (10)<br />
Rnd 13: *fm* (10)<br />
Rnd 14: *abnm* (5)<br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">Fädel die Wolle durch die restlichen Maschen und ziehe das Loch zusammen.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Lass einen Faden und vernähe ihn. </span><br />
<br />
<u><b>2. Flügel</b></u><br />
<br />
Rnd 1: Fädel die Wolle durch die erste Masche auf den Haken. Fm in jede fm (10)<br />
Rnd 2: *fm* (10)<br />
Rnd 3: *abnm* (5)<br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">Fädel die Wolle durch die restlichen Maschen und ziehe das Loch zusammen.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Lass einen Faden und vernähe ihn. </span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Benutzte ein Häkelhaken, eine dünne Stricknadel oder einen Schaschlikspieß um die Füllung in den zweiten Flügel zu stopfen und zu verteilen. </span><br />
<br />
<u><b>Fertig! :D</b></u><br />
<br />
Ich hoffe dir gefällt die Anleitung und das alles gut erklärt wurde, und wenn du Fragen hast oder ich etwas besser machn kann, lass es mich wissen :)<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4NQopTtmvip27OsKbi7AgFTYbJS5pNDqw15UeAU-4iTp9vOypiNb4urK7JK8FwfxdGdxV1YTB117ZOmB495zYW4_NHPeGdkzhqAQyJIMDVgJX0pd9UftCiGD7CErYVKBADoHTaTBFZ-Iy/s1600/IMG_6314.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4NQopTtmvip27OsKbi7AgFTYbJS5pNDqw15UeAU-4iTp9vOypiNb4urK7JK8FwfxdGdxV1YTB117ZOmB495zYW4_NHPeGdkzhqAQyJIMDVgJX0pd9UftCiGD7CErYVKBADoHTaTBFZ-Iy/s320/IMG_6314.JPG" width="320" /></a></div>
<br />
<div style="text-align: center;">
<span class="author">by littleberry</span></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8994042960559617352.post-60581399089516226772012-11-30T01:32:00.000-08:002012-12-17T11:09:32.240-08:00Binky the bubbly Monster<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx2lb9wIm_UyQB3tKgpqhq1Ubk91VEZUTihEd5obeq_NFq-1z6wAcY5ej2slCwoihIfROWk5NnNa9CELQ3UUcsnd7yyLsxVd0wlPBu2_25M5t0TRwpBC0Vu3b9fE8hKGsJBIZCtXy72uE/s1600/F1ZKG7DH401VS1P.LARGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx2lb9wIm_UyQB3tKgpqhq1Ubk91VEZUTihEd5obeq_NFq-1z6wAcY5ej2slCwoihIfROWk5NnNa9CELQ3UUcsnd7yyLsxVd0wlPBu2_25M5t0TRwpBC0Vu3b9fE8hKGsJBIZCtXy72uE/s320/F1ZKG7DH401VS1P.LARGE.jpg" width="320" /></a></div>
<div style="text-align: center;">
Dieses kleine kerlchen heißt Binky und bewacht mich wenn es auf meinem Nachtschrank sitzt.</div>
<div style="text-align: center;">
Er ist wirklich putzig und nicht sehr schwer zu machen.</div>
<div style="text-align: center;">
Diese Art von Handarbeiten heißt Amigurumi und ist eine japanische Strick- oder Häkelkunst.</div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
Hier ist ein video, falls ihr kein vorwissen habt, wie amigurumi funktoiniert, das euch das ganz gut erklärt: </div>
<div style="text-align: center;">
<a href="http://www.youtube.com/watch?v=5bRSZO_OPEw">http://www.youtube.com/watch?v=5bRSZO_OPEw</a></div>
<div style="text-align: center;">
Part 2:</div>
<div style="text-align: center;">
<a href="http://www.youtube.com/watch?v=tIAr2tTYC3w">http://www.youtube.com/watch?v=tIAr2tTYC3w</a></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<h4>
<u>Materialien:</u></h4>
<ul>
<li>Häkelhaken</li>
<li>Wolle mit farbe deiner Wahl und mit passender dicke zum häkenhaken</li>
<li>Etwas zum ausstopfen (zB Watte)</li>
<li>6mm Sicherheitsaugen, oder 6mm Holzperlen</li>
<li>Stopfnadel</li>
<li>Dünnes schwarzes Garn</li>
<li>Schere </li>
<li>Rundenmakierer, oder ein andersfarbiger Faden tut es auch </li>
</ul>
<h4>
<u>Abkürzungen:</u></h4>
fm: feste Maschen<br />
zunm: zunehmen (2 maschen in eine masche häkeln)<br />
abnm: abnehmen (2 maschen zusammenhäkeln)<br />
*...*: alles zwischen den Sternchen wiederholen bis die Runde zuende ist<br />
<br />
<h4>
<u>Kopf/Körper </u></h4>
Rnd 1: 6 fm in einen magischen Ring (6) (erklärung:<a href="http://www.youtube.com/watch?v=NAqp6Kg7u1Q">http://www.youtube.com/watch?v=NAqp6Kg7u1Q</a>)<br />
Rnd 2: *zunm* (12)<br />
Rnd 3: *fm,znm* (18)<br />
Rnd 4: *2fm,zunm* (24)<br />
Rnd 5: *3fm, zunm* (30)<br />
Rundn 6-9: *fm* (30)<br />
<br />
Befestigt die sicherheitsaugen 6 Maschen auseinander zwischen Runde 6 und 7<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghRVKp6PwsohrqXHNpCqsBC5AhYSRZduay13PtwZxu__OKYhUvDR1LfEnXkcdATcCIjJjmyKyn9MYqJD9KegecWo_8uJFmcj9379JYo1bkK6PnHz5QmWDPXRN7fWlC035UxiSjN4-d9nQ/s1600/images.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghRVKp6PwsohrqXHNpCqsBC5AhYSRZduay13PtwZxu__OKYhUvDR1LfEnXkcdATcCIjJjmyKyn9MYqJD9KegecWo_8uJFmcj9379JYo1bkK6PnHz5QmWDPXRN7fWlC035UxiSjN4-d9nQ/s200/images.jpg" width="200" /></a><br />
<br />
<br />
<br />
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<br />
<h4>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEyJ-xMATaKZf7ye8SCtCfrDu0_qAAlt0e1PsZUvCrLVOEXlpRlt1mtYEnSlo6WOCq0DjncuxAoAESO04RvlH3fyj_AFCt9UVdYx9dAlefrKZfsHFJHzS2ZWPqk3N9HbkhNHijuZsEaV0/s1600/FYYG7HPH3Z3P09R.LARGE.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEyJ-xMATaKZf7ye8SCtCfrDu0_qAAlt0e1PsZUvCrLVOEXlpRlt1mtYEnSlo6WOCq0DjncuxAoAESO04RvlH3fyj_AFCt9UVdYx9dAlefrKZfsHFJHzS2ZWPqk3N9HbkhNHijuZsEaV0/s320/FYYG7HPH3Z3P09R.LARGE.jpg" width="320" /></a></h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Rnd: 10: *3fm, abnm* (24)<br />
Rnd 11: *3fm, zunm* (30)<br />
Rnd 12: *4fm, zunm* (36)<br />
Rnd 13: *5fm, zunm* (42)<br />
<br />
Stopfe den kopf komplett aus</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
Rnd 14-19: *fm* (42)<br />
Rnd 20: *5fm, abnm* (36)<br />
Rnd 21: *4fm, abnm* (30)<br />
Rnd 22: *3fm, abnm* (24)<br />
Rnd 23: *2fm, abnm* (18)<br />
Rnd 24: *fm, abnm* (12)<br />
<br />
Stopfe den Körper komplett aus.<br />
<br />
Rnd 15: *abnm* (6)<br />
Ende, faden lassen und vernähen<br />
<br />
<h4>
<u>Arme: Mache zwei</u></h4>
Rnd 1: 6 fm in einen magischen Ring (6)<br />
Rnd 2-4: *fm* (6)</div>
<div style="text-align: left;">
Ende,Lasse einen Faden. Nicht ausstopfen. </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMmi2nd_Ueh9_dWC7m94Yb1PjTcjgCulcvzEf9OTA2cKusUVuXv9k8rZw7xZ3DmSvAv8tgaXwpEMc5QYdejkz-QsUE6GNBV2FCDCtrrN4EQng2jR2x0NAvGqDdO7J1NyFKuBhgPIx6i4g/s1600/F2US3XQH3Z32AEK.LARGE.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMmi2nd_Ueh9_dWC7m94Yb1PjTcjgCulcvzEf9OTA2cKusUVuXv9k8rZw7xZ3DmSvAv8tgaXwpEMc5QYdejkz-QsUE6GNBV2FCDCtrrN4EQng2jR2x0NAvGqDdO7J1NyFKuBhgPIx6i4g/s320/F2US3XQH3Z32AEK.LARGE.jpg" width="320" /></a></div>
<br />
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
<u><br /></u></h4>
<br />
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
<u><br /></u></h4>
<h4>
</h4>
<h4>
</h4>
<br />
<div style="text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhztJZBD6r5YyVz4l7sHJEA9BZ-gwIo3scIyvS-7scE3PDHhU9m1gpw4NDzyCt98UCQY2O0LPHkCPmoo2ezyzKiU2ntoMCBh88vB5j7ZFyhO3RmCFFRMMse5M2__NtNbCCDZceaxCwxVS4/s1600/FG73OEFH412K0E6.LARGE.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><br />
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
<u>Beine: Mache zwei</u></h4>
</div>
<div style="text-align: left;">
Rnd 1: 8 fm in einen magischen Ring (8)<br />
Rnd 2: *zunm* (16)<br />
Rnd 3: *6fm, 4 zunm, 6fm* (24)<br />
Rnd 5: *6fm, 4 abnm, 6fm* (16)<br />
Rnd 6: *abnm* (8)<br />
Ende, lass ein Faden, fest ausstopfen</div>
<div style="text-align: left;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhztJZBD6r5YyVz4l7sHJEA9BZ-gwIo3scIyvS-7scE3PDHhU9m1gpw4NDzyCt98UCQY2O0LPHkCPmoo2ezyzKiU2ntoMCBh88vB5j7ZFyhO3RmCFFRMMse5M2__NtNbCCDZceaxCwxVS4/s1600/FG73OEFH412K0E6.LARGE.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhztJZBD6r5YyVz4l7sHJEA9BZ-gwIo3scIyvS-7scE3PDHhU9m1gpw4NDzyCt98UCQY2O0LPHkCPmoo2ezyzKiU2ntoMCBh88vB5j7ZFyhO3RmCFFRMMse5M2__NtNbCCDZceaxCwxVS4/s320/FG73OEFH412K0E6.LARGE.jpg" width="320" /></a></div>
<br />
<br />
<br />
<br />
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<h4>
<u>Nähen vom Mund</u></h4>
-Finde die Punkte wo du für den Mund einstickst, zwei Runden unter den
Augen und mit dem selben abstand. auf dem Bild rot makiert<br />
-Nun nähe zwischen diesen Punkten ein Stich. Nehmen den Faden doppel oder dreifach damit der Mund kräftiger wird.<br />
-Jetzt mach noch extra die Mundwinkel, er soll ja nicht so traurig
aussehen, extra auf beiden seiten ca. eine halbe Reihe in die höhe, und
zwei Maschen weiter.<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf0T_B-hUoby0jO0szvYgM3chyC09RzMY_v4yO7vAq29t1tsTaU7wPlx9MzlTORv7bcEikcm7YzlZkygbJES5jAFiAE-1eqQKvQmX640C3APQgwugGNH_qh6982aogB6qxiNyfsBllUt0/s1600/imagenotes.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf0T_B-hUoby0jO0szvYgM3chyC09RzMY_v4yO7vAq29t1tsTaU7wPlx9MzlTORv7bcEikcm7YzlZkygbJES5jAFiAE-1eqQKvQmX640C3APQgwugGNH_qh6982aogB6qxiNyfsBllUt0/s320/imagenotes.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSV12JYABUXDokGnU4eOfb_nX0CZ7vWQc7jhTX6H4rmM2HHQelUsitdXXrJHzN3RuzPkWFYjlaFwKDre-rK9hNYxUcmS0zK9A70eCbAGTb-I_-LVXlexy6D43GRKZFlIsAiMrVfUGAMGU/s1600/binky.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSV12JYABUXDokGnU4eOfb_nX0CZ7vWQc7jhTX6H4rmM2HHQelUsitdXXrJHzN3RuzPkWFYjlaFwKDre-rK9hNYxUcmS0zK9A70eCbAGTb-I_-LVXlexy6D43GRKZFlIsAiMrVfUGAMGU/s320/binky.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEip0Y9hAritKGFdeGMwV45O1DMRcWvl0yF_2-iW0Myf7WWTSBlG5kdNpE_EBiq9qSJRjXT45rSksbjtWF5v73ZZ2qHGhjPsnHZWZ_VK8oct-ljdZhPZOD5keDtDPCxX1Eo5TSmiGCr-5YE/s1600/F7LW4PSH412K0EI.MEDIUM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEip0Y9hAritKGFdeGMwV45O1DMRcWvl0yF_2-iW0Myf7WWTSBlG5kdNpE_EBiq9qSJRjXT45rSksbjtWF5v73ZZ2qHGhjPsnHZWZ_VK8oct-ljdZhPZOD5keDtDPCxX1Eo5TSmiGCr-5YE/s320/F7LW4PSH412K0EI.MEDIUM.jpg" width="320" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<h4>
<u>Festnähen der Arme und Beine</u></h4>
Nun ist der Körper fertig, und fertig ausgestopft, jetzt fehlen nur noch
die Arme und Beine. Ich empfehle sie festzupinnen bevor du sie
festnähst.<br />
<br />
Die Arme pinne ich an den seiten der Runde 13 fest und die Beine an den seiten von Runde 20.<br />
Jetzt musst du nur noch die Arme und Beine festnähen :D<br />
<br />
<u><b>Fertig</b></u>!<br />
Ich hoffe dir gefällt die meine erste Anleitung und das alles ganz gut
verständlich ist, und ja du wirst bestimmt einige schreibfehler
entdecken. Du kannst gerne sagen wie du das findest, oder ob irgendwas
zu verbessern ist, würde mir helfen.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvu_Y6UuvmcbR5L3gVUWwXOVQjdabWINBQEiJwMZwWHs26Aes3_EqKANODmb-pDIzk234mktnvCCXK4ySejlc9yz9K0_w8LSSMCssv-1xFKMAc61R4fsFlsmIY6XhkCtU0jLO8LjNOVo92/s1600/IMG_6435.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvu_Y6UuvmcbR5L3gVUWwXOVQjdabWINBQEiJwMZwWHs26Aes3_EqKANODmb-pDIzk234mktnvCCXK4ySejlc9yz9K0_w8LSSMCssv-1xFKMAc61R4fsFlsmIY6XhkCtU0jLO8LjNOVo92/s320/IMG_6435.JPG" width="240" /></a></div>
<br />
<br />
Designed by: Audie Reyes<br />
Pattern Designer: Justine Dalipe<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
</div>
</div>
Unknownnoreply@blogger.com0