tag:blogger.com,1999:blog-71559139120411733892024-03-13T19:34:21.563+01:00Sportschützen 1980 Ulfen e.V. Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.comBlogger17125tag:blogger.com,1999:blog-7155913912041173389.post-40930110875512290512024-01-04T21:54:00.000+01:002024-01-04T21:54:39.006+01:00Königsschießen und Jahreshauptversammlung<p>
</p><div class="separator" style="clear: both; text-align: center;"><img border="0" data-original-height="1512" data-original-width="2016" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9D6w8RxypcG-t0Ewuv3Q-LxuHJDD9h4VquF2kPwzdhHs8LykQmYaLe4eq4MANW1Zkp3od8NaAbrVrsuH7SjivMWLvDR3d458vRFGOIHs0b5xPQEV1TLv-CEc9XxtqbAsp8s6_ui273WXX_PV4CLr9TSvn1_I9UtO4PBSZnpVznxofEJw0PpUy37JarCi-/w384-h290/IMG-20231111-WA0014.jpg" width="384" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKgsaBLRFlv4LeD-a1-Ret3741YsGp7VvoNu2ShCaREjqclgS5mgRLu0ZXhZxX4vTM0nOCrfIeyelJAtvB08mkRDCkPRDEWKVGsueVecqzloxoxoqijTg1e3qfWkXolDc6fYENAG016v-drjF5NZo86Ego_xgVDknu-VRb3Mfm6Yr2h_3ABQL2DYnJAUuE/s1578/IMG-20231111-WA0000.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1578" data-original-width="1382" height="291" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKgsaBLRFlv4LeD-a1-Ret3741YsGp7VvoNu2ShCaREjqclgS5mgRLu0ZXhZxX4vTM0nOCrfIeyelJAtvB08mkRDCkPRDEWKVGsueVecqzloxoxoqijTg1e3qfWkXolDc6fYENAG016v-drjF5NZo86Ego_xgVDknu-VRb3Mfm6Yr2h_3ABQL2DYnJAUuE/w255-h291/IMG-20231111-WA0000.jpg" width="255" /></a></div><div class="separator" style="clear: both; text-align: center;"> </div><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; line-height: 107%;">Am 11.11.2023 fand unser alljährliches Königsschießen mit
vorheriger Jahreshauptv</span><span style="font-family: arial; font-size: 14pt; line-height: 107%;">ersammlung statt. Um 18:30 Uhr starteten wir mit der
Jahreshauptversammlung in den Abend. Unser 1. Vorsitzende Andreas Brüßler
schloss die Sitzung um 19:46 Uhr. Nun gab es zur Stärkung erstmal ein
umfangreiches Buffet mit Ochsenbrust, Schweinemagen, Hühnchen und Beilagen. Anschließend
begann das Königsschießen. Dieses Jahr haben wir auf einen Vogel geschossen.
Bereits um 21:57 stand der Prinz mit Michael Philipp fest. Das neue Königshaus
setzt sich außerdem a</span><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; line-height: 107%;">us Königin Doris Gerlach, der 1. Ritterin Alina Kennon und
dem 2. Ritter Gunther Hilmes zusammen.</span><p></p>
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{page:WordSection1;}</style></p>Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-79354380526111028702024-01-04T21:41:00.000+01:002024-01-04T21:41:47.199+01:00Feldpokalschießen mit dem SV Breitau<p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGgQgyZ60Edki67D5OFkhHfTEv5uYRFRILFzCPMt1yinwGsC0eAKKq0iTyNtDveQD5-UyHXwOMhw-nSwGypbLzeN8MBIpg5i9X6cVOAPYphmZf1X7FD7cXy_D1DSqMvyA47EUXvLQBv_N7eUa4X-EjPl-Fj9sfjELO5r6sBPW_Q6pZcR7RySEz-3xRiE0p/s3312/IMG_20230903_130219_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3312" data-original-width="2099" height="324" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGgQgyZ60Edki67D5OFkhHfTEv5uYRFRILFzCPMt1yinwGsC0eAKKq0iTyNtDveQD5-UyHXwOMhw-nSwGypbLzeN8MBIpg5i9X6cVOAPYphmZf1X7FD7cXy_D1DSqMvyA47EUXvLQBv_N7eUa4X-EjPl-Fj9sfjELO5r6sBPW_Q6pZcR7RySEz-3xRiE0p/w204-h324/IMG_20230903_130219_1.jpg" width="204" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVrCJDxLTbySvhSGvkMzmmSBMNnqBy5dbMqaQx3IzQmUKUDBkim1bGyMhPY2yX9JjFrQ_h6hudEmtd59vhszTaIo3F-raItVgQYbCt0V31WxhLIFJsbj5XvOY0tLg50ytJBuA4opbX8RWVtXrNkGzkfcuPhB-bLHg11jo4axPxLgtfYqLBMiKADBX5R5ci/s2902/IMG_20230903_104735_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2239" data-original-width="2902" height="325" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVrCJDxLTbySvhSGvkMzmmSBMNnqBy5dbMqaQx3IzQmUKUDBkim1bGyMhPY2yX9JjFrQ_h6hudEmtd59vhszTaIo3F-raItVgQYbCt0V31WxhLIFJsbj5XvOY0tLg50ytJBuA4opbX8RWVtXrNkGzkfcuPhB-bLHg11jo4axPxLgtfYqLBMiKADBX5R5ci/w421-h325/IMG_20230903_104735_1.jpg" width="421" /> </a></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"> <br /></div></div><div style="text-align: left;"><span style="font-family: arial;"><span style="font-size: medium;">Am 03.07.2023 war es endlich soweit, nach der Corona-Pause
konnten wir uns wieder mit dem Schützen aus Breitau zu einem gemeinsamen
Feldpokalschießen versammeln. Austragungsort war dieses Jahr Breitau. Also
machten wir uns zu Fuß auf dem Weg zum gemeinsamen Treffpunkt in der Leeren, wo
wir von den Breitauern mit kühlen Getränken empfangen wurden. Anschließend ging
es weiter nach Breitau zum DGH, dort waren nach kurzer Zeit leckere Würstchen
vom Grill mit Beilage zum Verzehr bereit. Nach erfolgreicher Stärkung begann
der Wettkampf mit mehreren kleineren Disziplinen, wie unter anderem Dart und
Gummistiefel werfen. Breitau gewann. Mit Kaffee und Kuchen ließen wir den
tollen Tag ausklingen und freuen uns schon auf das nächste Feldpokalschießen im
nächsten Jahr.</span></span></div><br /><p></p>
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<p></p><p class="MsoNormal"><span style="font-family: arial;">Dieses Jahr konnte nach langer Zeit mal wieder ein
Volksschießen stattfinden. Am 25.06. waren einige Vereine und Privatpersonen
unserer Einladung gefolgt und kämpften in einem kombinierten Wettkampf aus
Blasrohr und Leuchtpunktschießen um die Pokale. Es gab eine Mannschafts-,
Erwachsenen- und Kinderwertung. Nach einem spannenden Wettkampf standen die
Platzierungen fest. Bei der Jugendlichen gewann Max Kirschner mit 192 Punkten
vor Paul Philipp, welcher 190 Punkte erreichen konnte. Den 3. Platz belegte
Frida Fesch mit 176 Punkten. Bei den Erwachsenen konnte sich Heiko Schäfer mit
einem Punkt Vorsprung vor Heiko Kraft den ersten Platz sichern. Heiko Kraft
erreichte 197 Punkte. Der 3. Platz ging mit 192 Punkten an Annika Ebeling. Das knappste
Duell fand allerdings bei den Mannschaften statt. Hier konnten die
Brennschnitten des TSV Ulfegrund und Feierabendbierchen 703 Punkte erreichen.
Da jedoch die Brennschnitten mehr Punkte in der schwierigeren Disziplin
Blasrohr sammelten, wurden sie 1. und die Feierabendbierchen 2. . Den 3. Platz
erreichte die Gruppe Ebeling mit 694 Punkten. Wir bedanken uns bei allen
Helfern, besonders den Jugendlichen des Juz Ulfen. </span></p><p class="MsoNormal"><span style="font-family: arial;">Ein gelungener Tag!</span></p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiBlDamg4TtzXB7OKT8GVLXDnOJu7PUqkwmcAYjUo9AuDfPgXAerxSc9HOIFSwSYUEOvRoOQpuIiVQxsA3cK5tSuFjRjc_ozegcVF8BM21OShmO8-xSBesa4d88LkTfI8On_BGIEuhWzUebHLVXfKp5n15XIeQXp7_UBzdaIDJOOPRSG7mg-ylc6GDA_KqE" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><img alt="" data-original-height="3120" data-original-width="4160" height="237" src="https://blogger.googleusercontent.com/img/a/AVvXsEiBlDamg4TtzXB7OKT8GVLXDnOJu7PUqkwmcAYjUo9AuDfPgXAerxSc9HOIFSwSYUEOvRoOQpuIiVQxsA3cK5tSuFjRjc_ozegcVF8BM21OShmO8-xSBesa4d88LkTfI8On_BGIEuhWzUebHLVXfKp5n15XIeQXp7_UBzdaIDJOOPRSG7mg-ylc6GDA_KqE=w315-h237" width="315" /></a></div><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh9tEygh25dZqiZS3HpvETmICo3snmbjmwtbaggLS9fMci335Zs3tgFe6n5SZp9nwKckBXmx51-1CjJrgBibNnr3J94eU8zwd-mDxXf5y2jmzcjWlfzISOUDdANlc-pMq4NnWnEuMLwSUJkCfYcVKpum1Td7nixVQyEJprTs6HYdVSsLbAX36DBvBXGw-SK" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" data-original-height="3120" data-original-width="4160" height="238" src="https://blogger.googleusercontent.com/img/a/AVvXsEh9tEygh25dZqiZS3HpvETmICo3snmbjmwtbaggLS9fMci335Zs3tgFe6n5SZp9nwKckBXmx51-1CjJrgBibNnr3J94eU8zwd-mDxXf5y2jmzcjWlfzISOUDdANlc-pMq4NnWnEuMLwSUJkCfYcVKpum1Td7nixVQyEJprTs6HYdVSsLbAX36DBvBXGw-SK=w317-h238" width="317" /></a></div><br /><br /> <p></p>
Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-78414579152015701542023-07-03T18:51:00.001+02:002023-07-03T18:52:21.035+02:00Ergebnisse Rundenwettkämpfe 2022/2023<p></p><p></p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNoSpacing"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIHBcuEimEeqZHhfWvp0BVoQL4t3DUXE2-0YfUbezX2-JDx4wv-w1WTEtcwmTOHIO9L3yFJjAcy7eeEkthf7uszq_38PUma3fX2zX4dfRinjgHu5Keuc-7I4eBCsFGIGjnOJGM1-9MxVIvn0HEIE2aEYIPNuWdDZ0kIMs17VLK5GUPrQfvZnyIgNpYQ-D7/s762/Screenshot%20(102).png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="346" data-original-width="762" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIHBcuEimEeqZHhfWvp0BVoQL4t3DUXE2-0YfUbezX2-JDx4wv-w1WTEtcwmTOHIO9L3yFJjAcy7eeEkthf7uszq_38PUma3fX2zX4dfRinjgHu5Keuc-7I4eBCsFGIGjnOJGM1-9MxVIvn0HEIE2aEYIPNuWdDZ0kIMs17VLK5GUPrQfvZnyIgNpYQ-D7/s16000/Screenshot%20(102).png" /></a></div> Die 1. Freihandmannschaft hat bei den Rundenwettkämpfen
den vorletzten Platz belegt.
<p class="MsoNoSpacing">Ann Christin hat den 2.-besten Ringdurchschnitt aller
Freihandschützen. </p>
<p class="MsoNoSpacing"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAjVazUMdI6Msk7bjRmdKT6y9ROObjdu5qQOGzyLIVMG9Zydufm72fNqsfWfzvx6AQa9nm_pLOEOSK23nDqWUtk4s33t07mv-TT1VjKkXlH2hvlKNOr8SOk152IvCeexHOyZPcnX4vEKm7TdB8GnzBzO2HXwR7Bpy2fJRsCeKBkk3zcpXsV-llZGLmnnnA/s783/Screenshot%20(104).png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="383" data-original-width="783" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAjVazUMdI6Msk7bjRmdKT6y9ROObjdu5qQOGzyLIVMG9Zydufm72fNqsfWfzvx6AQa9nm_pLOEOSK23nDqWUtk4s33t07mv-TT1VjKkXlH2hvlKNOr8SOk152IvCeexHOyZPcnX4vEKm7TdB8GnzBzO2HXwR7Bpy2fJRsCeKBkk3zcpXsV-llZGLmnnnA/s16000/Screenshot%20(104).png" /></a></p><p class="MsoNoSpacing"> Die 2. Freihandmannschaft hat bei den Rundenwettkämpfen
den 2. Platz belegt und dabei beim Hinkampf in Breitau mit 1057 zu 1057 Ringen
unentschieden geschossen. </p><p class="MsoNoSpacing" style="margin-left: 320px; text-align: left;"></p><p class="MsoNoSpacing" style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_vQfp7WO9WrorDvYXaBjm17iFvG5ND6FTok8QVaKPTG_3O96IR7fEusHyzleDjG60TyrUaOmK_AtBzo5-en61FUBcjl9mJbYAFuBk_V8ZYiOwyLkUAk7-9SvG1VO7qP6ysHlw_RRjfm4IyHptpccmhIAirYT8svwE4itdSS_O1U1X59uQvjleHl8MkIoj/s768/Screenshot%20(100).png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="360" data-original-width="768" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_vQfp7WO9WrorDvYXaBjm17iFvG5ND6FTok8QVaKPTG_3O96IR7fEusHyzleDjG60TyrUaOmK_AtBzo5-en61FUBcjl9mJbYAFuBk_V8ZYiOwyLkUAk7-9SvG1VO7qP6ysHlw_RRjfm4IyHptpccmhIAirYT8svwE4itdSS_O1U1X59uQvjleHl8MkIoj/s16000/Screenshot%20(100).png" /></a></div> Die 1. Auflagemannschaft hat bei den Rundenwettkämpfen
den 1. Platz belegt und steigt auf.<p></p>
<p class="MsoNoSpacing"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEvOfSmpqnOzjq78dJaUSe7ZCesptGme_3321lfCsJND6jggoFOcy8FAlPugE9TW8XiReAj0o4ZE2u2vGkdVf8A3LZQ5EzekVx2-sDAhNIDo8b3ujCLNe9HMz7tyNoonh2qqvxYHVrAN-S04PA16HIhBmvAwmV4rPPov_4CsVBTdGVQMIwKRyhOuFKySmy/s785/Screenshot%20(103).png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="333" data-original-width="785" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEvOfSmpqnOzjq78dJaUSe7ZCesptGme_3321lfCsJND6jggoFOcy8FAlPugE9TW8XiReAj0o4ZE2u2vGkdVf8A3LZQ5EzekVx2-sDAhNIDo8b3ujCLNe9HMz7tyNoonh2qqvxYHVrAN-S04PA16HIhBmvAwmV4rPPov_4CsVBTdGVQMIwKRyhOuFKySmy/s16000/Screenshot%20(103).png" /></a></p><p class="MsoNoSpacing" style="text-align: left;">Die 2. Auflagemannschaft hat bei den Rundenwettkämpfen
ebenfalls den 1. Platz belegt und steigt auf. Die 3 besten Schützen dieser
Klasse kommen aus Ulfen.</p>
<br /><br /><br /> <p></p>Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-35523662221294599392017-03-31T21:19:00.006+02:002023-06-08T16:01:33.602+02:00Jugendtraining findet am 07.04.2017 ab 19.30 Uhr auf dem Schießstand in Blankenbach statt.<br />Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-73433775659103497782017-03-22T22:37:00.002+01:002017-03-22T22:37:30.032+01:00Abschlußtabelle 2016 2017 LG Auflage GK 5<img alt="" 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" />Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-21307570663316874222017-03-22T22:36:00.001+01:002017-03-22T22:36:37.810+01:00Abschlußtabelle 2016 2017 LG Auflage GK 4 <br />
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/>Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-28140616571711807912017-03-22T22:34:00.001+01:002017-03-22T22:34:34.025+01:00Abschlußtabelle 2016 2017 Kreisklasse<img alt="" 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/>Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-89915922028081508432017-03-22T22:33:00.000+01:002017-03-22T22:33:23.465+01:00Abschlußtabelle 2016 2017 LG GK 2<img alt="" 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/>Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-43155709907190537702017-03-22T22:32:00.000+01:002017-03-22T22:38:01.262+01:00Abschlußtabelle 2016 2017 GK 5 <img alt="" 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asRaTWQC8NDmCBmI3Kw0z6Me2UQpt5SJprHgbBEPyykIgpSW3F6viLYs+/aoohdwN2yfEngRJJ3MgJ7qJgpGbLEUQxRPunYy7p++VyKXsu/MgL7eWrHXpJ3IRDCtqPYbL9tGWH0ODlhiZ2NVvRKeN0aM+FXmYtmN/DHiJbEke0oCnWM2l6vba8wmwMqC5nZu4DF01QF1JwSZNENEyONVwlK1gj4HXtJ1/Vz6bO2ObZpigQfu/whvjKCWTQhC+thZw24lRHSQ6ly4T/Zkgioay9ZGRGu0WDXOCS1I7IoA09FcwsxQC4Mkbdt6xrzCI7XzWukA/SOa7qGknYvjWIX3HXTOPVuhwtaPOm6D01jmRSeWwGHq1b43zdurcy8+vda1pI6Hj+9EAq/xRu3VkbS9TuTSR+xCydd92m0aQGaq9S+EgIGgyCQLlIXybbvArsvaSRWkuVCwG94EBsGmGXfXEBKUq/ErAhHWqX22Dm0o5c5ZlYPGeb6c+d++H5GZiAkv5ZQyIxyQbKVKQY6yn7wu+6TaAdc/JSlC4YTthKRnjTLJtCqfRe4bUKY+iNtO3w9fPxVLZoUYPZI0Cq1nce11MkIReQEH7Eoq72J+y4ktqPYJhPh7C/IhaHC72SzTmpULOJHfOL8Nhvrx4PG8Q267wK+FGmFIVcZdb389h78MTZ8rZ8iKKc5sPwiykxctTFhQIopAAAAAABSALkAAAAAAEAKIBcAAAAAAEgB5AIAAAAAACmAXAAAAAAAIAWQCwAAAAAApAByAQAAAACAFEAuAAAAAACQAsgFAAAAAABSALkAAAAAAEAKfciFXtv5KtpBGRmmZdNNoN+4tbIieYEsDRWD33WfPI52SkZapfb4+SQnTEpIpJkJv2Mv9Z/yBOgP32s/Z6qhppv3bZpt3HPretJe+ur0p37XffIHpsmo902Po8oBO1zYjZxj+08D0wrz0LVKbZfd6TzMbS0eEneJVqVLHQvecU2/HE/sFG1TrenmfWa/9aR6zm5MLtumPRlVMndu7/MpIK9c4JPKBDTXOE11quw3/ZZllBTp+066x1/yqX3ovvfSPHiTwWByAacBnOTdxScRPplTQPtNmpZJTMpMeNu2rqlSfNHE4kyiENxkMiWeGYNc4Fs0yVycnEUWmHROOvYtLcx753eclTJNgMIeYvP5YV475uXT1Acs3vfr5keXJWmjaTILUplx80ms5/4re6lE803g8ShX3yvNGYHvniwh7cSSUy4IyWeDgM/14r+yl0pifRLSjDKHOvaSJsvy6R3XZMkAJ4RB5EKvZS2d0/XLIBfGivSRsQP2Sce+pYnPNCGNrzL78xu3Vs6ghkcvF8RETWmpm4CJR8whHr7mxfM48zVwoCzPQ+Sk6z40K/9y7N43klIMMm0zsZ4Lb7lCqu4UVCmm8N/VfsdJI59cYNLPKz/Sc1a0eD+YkL4voUM86brP7CexTNmx3GL4eRjm/V9XNIRQyXT+1nNWNPRRzbaZ/JDH3R5+pUMIsa+P+MRsQjOLeonFM7/mcwOyHyYFtKP8e1atMhdVXHnh5TcQO70f734J+fTGSpbkeJIkq9IKT4+pkyL6XfeJ/YzPlE0T/UXJ8XDrqNS+qsmcw3xi1XijYH9Xlfe13/sATDKSail9DwyCWP+cMunWT1H6qWx+2zL0O073RLiQ1w6T2lTxF/Gn/Z6zonGtQ/xLSokS5cL0dOM5vQvEST5Xqf3BVo154nxSzzE1RSXL+Crjv7KX5rTKl8fdkyDwvdZ6RZtbsl/5dNIIZy73u3/5i/cjmUYi/rSTrnNHx1NVx12f+24QxP3PvZa1RD1UkjPj75IPY3dW6FLGvhDTbnt+EPTa9oqOEGkGysKr7l5pyX71I6TfHTcnHfuWhsNmbFXczBu3Vhb6I5V7NqNvgHeTet9blTnqwMRTxRqtV7gy4yqHZWU4LcgdGlguSOdcgClBIReQ0A+TaWLaWeFBtPLrX0fa1c41xT8svL91vVC+MBciGU3UXt6onovtNK9XQCULcPs9q96FIAhnXlH0ThPvW2OenJOOfeucav5GXk1jiA8vVH8/Cs9JeHIx4cxVKbEyhWpU3ufyE1Hh10U1yh+SF168I2/c2kfYDZPwYgqMDCbIKx7GS4hNq/kde+mcaqY/2yAtvthFLl+hI4v6OOG1KTo0iFzA2gViF6YaYU7Bb1sG4vph/BeEEH3PCUht1O84UYSZbeofZQjBGRXxTlIymqjkAlvPxdYxFLmAxRY6w7ELIX7XfWLbYRA5DXUkB9k+NGFmV1ZN8SNnuGa1/yp2drSi/G0guSCpXmEHLQgRib8u/PDfhEoZzqJJemqFFMBBRsStDXLh9Djpus9sO1zLQEMdMf4re0mn71uJc5zY2ymKSC6q/M//KXY0URWVygX2/anXdp7Ytm3b901do2HqfcsF7PoyVpyp6d8AKbirIQO/331RXyrrl2VeXr/jrBhIKR8HXf81IP3KhVg9H5ZcEDg198uoGHzfBRL/KbyjEw+t37aMhJCuJO9C6Mn5K9/JhiTIBeZJp8kFCTK5IIvboCVs/Q9hBo6XC/LCc1LA79hLzLw4yIXBiK346tcf6LVs00Cic4hMM7UsI+HtKmmQptUJywVZHUyRC7jLwy6Qx7b9xGkdhYf6kgtkmozTRsDUEjrSNN186Hb+pJyBUoY1BONa6Kukr8kIsZ4PfTKCrighSy2mh1xyQVU5xBka33PrumG1/Tdu7aPEedA3bq2sqHC8XJBrWLFnzCsXVC0hzUvB3ZA070K6ABcXNFMg6GwsqPSZRCZ6xzX9utX+gVZy5Sk9t66rQh05uaDqmNRyAf+D9XNGyrsPuUAXM4NWOJskLHlIfaMrjlxID3WU1vORhDr6HXtJI6Fv/V1dAeljZYQioCPWb/oty7huHT81lTO79IOqhZSRXPih56zw86m4I6aH+pYLknCEN26tzMQcDCl2QV74JOkK3oVxo4i6lUWDv21b1w3r+a5pKENWyZdVCykZFdJzzFjoq3dc0xVBWGEhxbVwuHuKFoZllgvY4YwM026BVjgTCBPEYUSOIgqyJF+LmLDuYCwIpZUupKReE3U9ly6kzPOepohdcO7oSDq0TSp5JyPw2gFmSoYsERT3nDnp2Mu6fvlcemXC3iFuESPdXI/uihVbXBBtHjKYd0FYGdG2V9Th5T63MgLfivDCSQmxlkxcGRHf+URxU0AujBv6fKPtwvD6RsnD8jv2kq7r5zK8f3jfW5U5bvWs13Ye1ypauK9cbGVEyzYNqjASJiNeO2YJsdPPlTkUhgHhj8VqozK6toyQeqkOMIVwQYt+93jdvEYrwBu3Vo7eif2Os2LQ/+LFOGGYmu+11itpb4MjRewkSX9O9lVjt2lKrOdc7z2sbZoC+qNZNmSbDPqIXTjpuk+tcL/MhB1tJYvU1Xhth4Rr0SCRx0+403ptx6JbF0R6ZVC5EHBbKbCxKaqNupT7LjBrRjTdfGjXPor0qbzwSYBcOBX8rvskfFK4GsoXDCdsJSLSazs232Ri65DZ7WlZvZIU6shuW6tVao+dQzt61aP7oiKEkGGuP3fuy53GYQC8EDpxah5mYBzwO8Gssx0Ss4EMvwtIwG/1IXSA/RRjoE0+ZJ1kbKdn0tem1XNuFMgfoqjeX8E7rukaVWbYXz7BvTqkmAIAAAAAIAWQCwAAAAAApAByAQAAAACAFEAuAAAAAACQAsgFAAAAAABSALkAAAAAAEAKIBcAAAAAAEgB5AIAAAAAACmAXAAAAAAAIAWQCwAAAAAApAByAQAAAACAFEAuAAAAAACQAsgFAAAAAABSALkAAAAAAEAKIBcAAAAAAEgB5AIAAAAAACmAXAAAAAAAIAWQCwAAAAAApAByAQAAAACAFEAuAAAAAACQAsgFAAAAAABSALkAAAAAAEAKIBcAAAAAAEgB5AIAAAAAACmAXAAAAAAAIIUkuYAAAAAAYCyMbdgD+iNFLuwDAAAAwIgBuVB8QC4AAAAApwzIheIDcgEAAAA4ZUAuFB+QCwAAAMApA3Kh+IBcAAAAAE4ZkAvFB+QCAAAAcMqAXCg+IBcAAACAUwbkQvEBuQCceZ7VF2aUa8FnFurPkr68+8jU0SXz0V6+39x7ZF5Cuvlod3/voXnpJ5fMhzlPAABTBciF4gNyAQAYntUXZlIlAgvIBQAYAiAXig/IBQBgALkAAKcByIXiA3IBABhUcmHPvrd20yBzFjMXF8z6I/wRLBd+tla7hY/OGLe+ePSM+V7jFwuXhG8p5YLq8wAw3YBcKD4gFwCAQS4X/njv5vyM8fcN+9v9/f39vc36x5fQxVv3tveIXECIHn32aO3ji2j+5r0/7u/v722ufTjzjnHrS3tvf3//2UPzw5mZj9Y2v91XyIWEzwPAdANyofiAXAAABqlceFZfmHl3of5N+IdosMdygRvUv6kvvDuzUH+2/0194V1+niI8JJULSZ8HgOkG5ELxAbkAAAwJsQvbj+pra2tra2vmwkWEECsXuDEeC4iP6//+hXAqeujZnkQuSH46+vwILxkACgDIheIDcgEAGORy4dlD88MZhNDFBXNtbW3tnx/e+/QSwv6GFLkgW5qZJBdUnx/3fQCA8QJyofiAXAAABplc2HtkXkLvfLj2NR20957VP57JJBdmVEseFHJB+XkAmG5ALhQfkAsAwCCRC1gc4KkHzLebax9xcoFzAHCxCzMfrm1G4/8f792cx9pCFbug+jwATDcgF4oPyAUAYFCGOs5c/PgLe29/f/9bu/H3xgxCrFxAMxcX1h5t78WXP/ArHbhFExlWRrCfB4DpBuRC8QG5AAAM8tiFb+17/7BwEUcWvGPc/Md645d0rUTyvgt724/qJtlHAc0YN9fu2WR/Bfm+C8rPA8B0A3Kh+IBcAAAAAE4ZkAvFB+QCAAAAcMqAXCg+IBcAAACAUwbkQvEBuQAAAACcMiAXik+KXAAAAACAMTC2YQ/oj4n3LkxEIYEzztTX0km/wEkv/xQAcqH4gFwAgJEz9bV00i9w0ss/BYBcKD4gFwBg5Ex9LZ30C5z08k8BIBeKD8gFABg5U19LJ/0CJ738UwDIheIDcgEARs7U19JJv8BJL/8UAHKh+IBcAICRM/W1dNIvcNLLPwWAXCg+g8gFnKkvjnxj/GS2H31x8//4RerHFJVMUrJHJt52X9j8f39/76F5aUZ+6NQQsxpmZG/70RrJZXDp/773sHbz41XIXlhAMoxG6a2pX9S1a4B2FyPtAr+pL7wrWTk3Y9z84tF2ajlHzwByQfrg3jFu/mP9UZYO5o/3bs7zaUhDxNzog5DtbHsPzUszqX3j3iPzEkmxNjRALhSfweVCrNI8e2h+OCOm3Us/TwZVoahkkjM+Mi+hmbmLczNC77P3yLw0d/GiJI3QKdJvR4nbNulrvqkvvAvJjotJZrmQ1Jr6RVW7Bmp3MTLJhXgZcMrNdz5c+/rU6+zAcoF/cNuPvrhpzMx8aD5M72OUneTeQ/PSu8O7OcMUHyAXziZDlwv09f2S+WjvlOXCpZ/97O9mYsXbfWT+l4Vf/oMs6+ApMphcIBcCcqG49CsXuNbUL4WVC/vFqbRDlgv7+/t7X699+A66eOvedtq17X299uG7NCUp8+dH5qVh+lpALgCDMjK5MPNx/dkeJxf27HtrNw3itpu5uGDWHz2LufJmFj77pcRpOSO2JbaSSUqG5YL5z18svMvJgr2H5nyl/u9fULnwrX1v7abxDvmdiwtmHbtGSU/6af2ff0GyCb9j3Kw92t5LPLQfS0DMnBDD5EGWuGGNm/9I7w93VF7IcMJFYMjNGBicQeUCHjbiybWZrzyrL8zMXPr0i8YvFi6SGhTm0eblwvbvTeOdGeP/rJr/lWl39Wf7+/t79j36daHqDniBiXKB/J0pZ9Ll7O/vP3v0RZgu/OYvzYWLzH3bsxu0YYadzODlT0Dx4HKMqXvP6h/PxIXFN/WFuYs3G/gRKC7qm/rCu+jiwqe42yC3cWLhq2MAACAASURBVG/7UY10FzPGzV9+unARv1HwckH1rPnJCOZ32V4OX9o7xk2T9kvc0f4AuVB8RiUXcIVj5MIf792cnzH+vmF/u7+/v7+3Wf/4EpXe6rcc7mPKSiYpGZEL63+sfzzDCOq9R+b8Qv0Z6Xa/2Lx36+KMcauB54a/tes3LhLHLxUxFz9ee4Q70i8+vviTizcb20mH9ve3GzcvvmuYv9+OThhe17ebax/NoEsLaw+39/e2H/7CmAndsLuPTB2hmYsLa4+292Il2VYWErwLE8OAcoE84hS5gBCpXbGGwwzDRCv84qHY7va+XvvwHdpCY/Vz8AtUyAXOdxKTC6rL+XZz7SPq58fljCTy3ubahzPvGLe+tPf2yVTOzEdrm98OXP4ElHKBiB71q07EduPmxTnuDM/qCzPk0agvCkeEvGOYv9/e/9Z+9PV2+GHcBW3/3jTeoXKQkQsJz5rtvTfXPpyhnRKuOTTGgryrSPvAfgG5UHyGLRf27MYtQxK78Ky+wM8LMEpCJRdww0iZ/0uUCw/3mFZHZiJo34o9GXHfw6WfXDIf7kkuLRyMEw4lTr7EY4jY0V1wF0cl+aauLCTIhYmhT7nAt6ZUuSAcwlWR1q5Ni9EKsc+IbXDvWf1jMfSn3wuUyQVydbxoTvKjhD0Jq2PY+yY2AaH59Fn+BJLlQsZJz91Hps588tvNtY9+ooxJCi9KvKvf1Bfe5QInozKEciHxWUddSqxT4r4lOE6GMNMBcqH4DH1lxMzFhU//SbUyYvtRfW1tbW1tzcR+sAS5sLd979ZFdOnjuixkmK9kkpKFcmH/m/rCXDS4zleEzujZo/o/ra2tra19unBxhk58iF1A2Hgc9aG9/e3GzYszMwu/bNR/HfOCMkUSkcoFVltICwlyYWLILBeSWlMeucB26Lh2XVn4u0tIHCTIXyTDea756UxyQYBf95EgF8LC/Hexr4jKKRmes0YFnbZc2N/bXPvwJ9QRsvfQvESdDUkX9d/jT030Z8SG/0vmo73EZx1+PjFoRi4XBou0ALlQfEYwGRGvVbht4xhvhC4umGtra2v//PDep7TCSeQC51JLq2SK32UGfvLq/4sPsbssnIwgnsxLC+Yv19b+qf7w/6VNq1+5sI8l0ackQAFdWjDreEqvX7kQulvFQoJcmBj6n4xgGUQuIIQufrTA+JMlckHCUOVCVMPxmohLC79oMItEhyMXJJymXMg2GbG/v8+82Ow9Mi+FM7BJFzWAXFA9a5ALgJoxyQUcGqNwIQpyAb+jy9ciSyqZ4ndpsyHzEX98ZFbIT+DO6O9+9rNLMwrH3QByISoECe1kwjjyywVuqWSskCAXJobTlwtR6HHYDAW5MEDlySkX9mkoD/tKMBS5kH14zlX+BFQPLsMD5T+/fe/WxUvmo70/3rv5v0ZXkXRRwl3NLhdUzxrkAqBmPHJhR2jkuLOQyYXsC5BoJVP8bthsvqkvzF369B8//S+/IFUfd0ZX/rcrfNPa21z7cIhygfw0bZnx+QX8zsfPLotyQWj/TCFBLkwMw5EL8SqUWy7giOMwhD4eu8BFBeLZwKzLLPPLBRrAGO0qkUUufCNEQcVjF/jXjD/euzmfpVEMXy7gfixXe9x7aF66YjZ+vfAT9kEkXJQidoGduVDFLqietTJ2getUQS6cTcY1GfGsvjAzc/HjL+y9/f39b+3G33PxzFRV7Gzb65mDmcNKpvjdcJTde1b/+CcXLxmcYKeLNi/eqNvf7u/v79lf3oqiiPuUC3uPzEthODfZcjHcaAUvaiDRGHwsccJkBF4rJS1kbPwIu4Pd7W0n490DxsNw5AKpJ3RRANnQM5dcwK47UvGYdrezF4uWf7S2kCfWvR+5QAozI1nBkXQ5326ufTRDYvL5m7AfX0TwaO3ji9k2uRqyXMizTRPDt5tr//vFi3M/4cMd1Bcli0LYXPtwhnZB2w/XFi7R7kK9MoJ91uzKCNxH4U6bX6QGcuFsMrbYBWbLAbxDauOX0VsCec9QkhAulEEucKuS6H/RzEL9j9GqYjRj3Pxl/f9ZI9q8b+8Cv0dCfAtf9iawE7dJoY57ykLGXzf37C8+ZgMhgcIwJLlAxyGEEJq5uPAPjfrfq6L8lHKBOPbmb977Y9Tu8Ciy/ahu0rX4OXef7lMukPda/CKRUS7s8/su3Kqt/Yw5xG18kv0iBpYLMS4tmL++ZzPvPOz+GQk8qy/MiPpGdVHSu8rvu1D75c34ZMT+/r76WSv3XZi5uPAP4RWBXDibQIopABg5U19LT/ECh7L74dQ+IHaRRbEBuVB8QC4AwMiZ+lo6vgt8Vl9g1kzt2V/eMt4dcIOg/el5QN/UF96NttbAO1tkjgM7XUAuFB+QCwAwcqa+lo7xApPn+/pkah4Qt9U+ese4ucbNiRQYkAvFB+QCAIycqa+lk36Bk17+KQDkQvFJkQsAAAAAMAbGNuwB/ZEiF8ZWjr5BCLmBCwZWZBtdLc115oIUo4A26eWfApuI4eaMA3IBDGzkVpBxuiDFKKBNevmnwCZiuDnjgFwAAxu5FWScLkgxCmiTXv4psIkYbs44IBfAwEZuBRmnC1KMAtqkl38KbCKGmzMOyAUwsJFbQcbpghSjgDbp5Z8Cm4jh5owDcgEMbORWkHG6IMUooE16+afAJmK4OeOMTS74nlvXtRWn5w/vnEGQJBcOtpzPlyvn6SKd+UWr2mgfuIHrBs1D93ZJu1btHIlfbLZX59GV1fZL+Wn9nY0nv2JOe75c+5yeNtH8zVVjdtZsHIy21R1sOauL+iwu3Gzl9t0sZQMbsSWORrg23mj0muzfm90Hd8x5/BhL5tpGV1JX087c14f9nY31xVLUan6n+um+i6G+tOZh+19p4zpfrv3rlteUfQshfXH1ycaOT8/pbTUsUub+6jzIhVM3kAvFZzxywfdafzCNEhqfXDjatq/NauXbxztN/Bdv626tPKtdXW0duAEevH86b2024198uWVdmV2qbvuSCt3sWrcr52cry1WXPy16f9l9ntIexiEX+Kv2dx7Uy7MKVQQ2TlOPRs3D1q8WjQuIlwvNTvXqOVpXvc2qOY+M1S1ZnRy2XDjatq/N6ot33J1mWOEzVNocxfAeLOsXrtpPm9HP3d7wmuSqtflFe/MwvGp6yPWfVpcuUG1xtHP887J2YdH5jjlUxdqi2b17Q9fT2+MAtxFsFAZyofiMXi74XXd9pVJ77lrXxicXeo1FbTauBrgB+2jbvjYrdsH+5qrxHumGYuY/rS6dj/qvyJ5v1N6X/V0884jlgvgTY3JpgKWYvJb6OxvrN8q1exvWFV4ufNcwL3BPrddYDEfHLGfOVQyuSHEZ3WyvzguejwGK0TxwbsyyJ4wuLX7VzfbqPCJXLfj8Xm5ZV2bNxgE+oXBIpa4GLj/YqAzkQvEZtVx427au6yu7Xf9te4xyodlenUeCXIhZr7GoxbwCzQPnxqxi4Gc7r/ih7sZv7X+hPtWjHXeNTgfML1oN4lDFI3dl+fNaeVbiNT3acavRHIe+uOpsHQYu7kNRvHtFWRWAv7lqzObtOsGGbrJa+nLL+qC0cnfHf7kVkwtqcZDlzAmVP31QFH86W2EGkwvy0jItTvhW9JcX8bsnERD9PSCwsRrIheIzarnge92/eUEQBGOVC8QTgM6Xa7+qknFXtOcbtff5cfe7hvmeQmQIfbrc+OkA7+vVynkytYFHbkR9rf52YyX0teLZ63Dq5GjH+aREJjgGlwvSORewsZqsljYPu7uHgStWLfIm7f4bnY+Pz+KnnTlXMTiTaGL1cN5nMfjJiB3nk5JMoJN5EDItKLa+UBM8VxzKqrf6uI1gozCQC8VnbKGO45ULQRhVgKL3dfterM+NOVqbnerVc6qZfmHYlprYt4YvZ8K8AONfFZzP0TA/iFzA2gViF07fEkej2FhIRruSrt9wtpuB6wYHm9bVnyriaYYqF2QD7dDlAqn5IYIbgAhrhCIBLba+UC68EBwPL7esKwjkwqQZyIXiM71yAZu/s/GkWn28XNYQQgiFoY7k6NPqUom+6ISzodLzbK4as+IEc9Tpodl569+fi71tqBLkcoH98MGW89uqXa3any3qs4j4k/uWC83D1p2yNk+HHLDTtPxyQSE6850574fHIBewIy1shs3D1p3yOb5VEsM+tvNX7aeSVsDOOOBQx5W7O76LoyCvGqX3QC5MmoFcKD7TLhciax62q4t6bCK/eeDcIAGP/uaqkRBQneRdoLPFWC5ISJMLeGjHsQ6/qdq/bbR+Tz/cn1zAJzxftr5WTMSAjdX68C4IolM+qTRpkxGCI03yF+4QMla3xPCOWIBC5EqcX1x/sN1KXAs9UPnBRmUgF4rPVMoFVZwB9lLy/Yj3YFn/YLX94tC9XUoKCWweurdLqlBHTi4o+qkEuYAPsd7mSBP0IRfwMjPQCgWyPHJB5ksYl1wYeaijpPYmRAWFlf8/1KGO4rcSDg1cfrCRGciF4jOVckG1ikG6wurllvXBvHXvrjlPZyUUplxIycSi9xqL2nnuPN6DZf2n89ZmM0EuCC9wzU71KulVpWOJWi7gCMowoBKsGJZPLvhPq0vnhYWU8r09xrGQMsOb+hC8C5JFv9GHpQspcVsWlnomzioOWn6wURnIheIznXIBR4fNauVlm279Rvaqk/S5zU71ql4qncvwOuJ9vVo5z6xydF1vq/F4uayFqyJjKyOYrWaSJiO+a5gXkP5Jo3vk0phwMoVBPkZdBfiESCUXnm/U3kfofIruARu75ZMLxJVF66q/86BeHkuoo0srMAkmGME2Tc3D1p2yEbYgPGuGrzQW1nC043wS/RdLqMqdTa8pbNO0uWr8NIpdcNcWjYW84b0gF07dQC4Un9OTC37LMrTBBYS6nR/tuL9bDXeNTdqt+buG+V6p9iDb6/jBllPlTxtbq8luw3y+XKuS/RgSQx3ZDW5nK8u/cf6/avQSdrC1e5uEauqLd47vfqbYeYkPOGfI6ZgFG7rllAtu8nbIyWceaN+FgNtQmavA/V9gzJqH7cZqVNtVu4/MlsxVpsFy30Lsm0DmDbOHVH6wkRjIheIDKabAwEZuo6ulw/YuFO4Cx2OTXv4psIkYbs44IBfAwEZuBRmnC1KMAtqkl38KbCKGmzMOyAUwsJFbQcbpghSjgDbp5Z8Cm4jh5oyTIhcAAAAAYAyMbdgD+gO8C2BgI7fR1dJcZy5IMQpok17+KbCJGG7OOCAXwMBGbgUZpwtSjALapJd/CmwihpszDsgFMLCRW0HG6YIUo4A26eWfApuI4eaMA3IBDGzkVpBxuiDFKKBNevmnwCZiuDnjgFwAAxu5FWScLkgxCmiTXv4psIkYbs44o5YLvtd2LNMgka9apbbb9gY+KYu6nR9sOZ/THeIQQvOLVlWxq6PM6O7OBH1x1b5Hd9Z7vlF7f1a+Ka80LYWrTmjJ59wjX6TJMxGSnapvy7pRINjQLXE0wpsf83WD7FkeVt3fqXYqHIVc6GOTxKzF6DUWwzbFEl4+e+H64h13h9mb8mjHXaP7pc4vrj/Y8bMcGuadARudgVwoPqOVC37HXtLmKvUXXT8IgpPu8ZcVbW7JfjXEvBGKds7nbghoittoR/pEIxvU//wB6SjJQEu3rFfn3fE3V40LspQNeeSCmKByGNbsVK9qNPUUm8zitLuJs2Dq0ah52PrVohGrG0fb9rVZOlgmJ24YulxodqpXz9FmgutJBs3a73Aby47xtLpUoplUD7bsG6WolR1t29d+Shog1tNhKqyEQ8O8M2AjNZALxWekckFMKzX8RFPydi7keHQDSdYGhTUPZHmouSyX/tPq0gWxSxKS44WWXy7kTKmXZvFMgIqknWAjMXkt9Xc21m+Ua/c24hkpZWkhFYk/hi0XhIyRw01gHTPvwbL+U5quRUw8zRQmXgzmwwmHhnlnwEZrIBeKz5hjF962rWsIXbPab4d1Rmk7T8iyQw2P0z9vHP08yt5EPJ8vt6wrKCVpb/PAuTEbfztPSFWVVS5sttg0UWICKjbvDpE1nzn36NEcUwwgF8Zpslr6csv6oLRyd8eX5ijnH416zBbPPFCKqWziINsFptrzjdr7zIWLua1DS1AA/YiDIZUfbJgGcqH4nIZcMKz28GYjFO9tT6tL52XpIkP7rmFeQAjRGQfs+SRO0WanelVDSCsvP/6tMtzBe7Csvyf06SqR0b93odmpXtXOl+vWju/SxNzXqp0jKhcQ0m9U2zjd8N0b0btakhH/9rDnO8BUJqulzcPu7mHgihkpJUpO6i1TnjlXMTgjs2zuv9GklFkFaB/DLa7Y0cwd8an8fpMmdGWSVeLW8dlGiyal1MrLu1uHKYcGfEBgYzWQC8VnrHIBhzKMJXaBBiuEL+pcrKJLx2887kZ/oYM0GxWI3+k/E2THyy3rCvMydLRtX/upcgDuWy6EH3CFcmK5wI4r4ocF8zdXjVncq0aBHWAjtsTRKCYXxMc6NrlAfrqk6zec7WbgYnmqrtV9FkN21eQa39NL8yt3d3DAb+tO+Rxuod81zAvocqlkfNLA4UTe16uV0lX7aTPp0LAeENg4DORC8RmjXPC+tyolfWW3O0SxkLqQ0t/ZeFKthmscolBHcWQV+q/AbXY3fmtXf0NlRxjqSI52qlfPUcHhb64a76m9uP3KhV5jUUO8hzYs538I44rkEhR2tON8UkLn8/aqYP3ZRMkF/odGFLvgb64avCcML5qQK2PsC2Rdd+EcxK76EMQuTJKBXCg+45IL3vdWZU6rrLe8oYqFHPsu0NWJpD9SyAVlyAKerYh12d81zPfwX5rt1fmkhQYDyQXFwrNB5IL0DoCNyvLIhVOcjJApFSHusq8zx02ytkiljI3VLV/SfOgZnqkPJcQeDVp+sKEbyIXiMw654Hdf1EejFQK5XFCNmqwgUHsX/vPf5QsTsBuf+0rz0L1dMla3/OcbNT2xS1UUKVIGCXJBFbMpdu755cLAMWJgWSyXXBgw1LHfYih+aCRyQVpRxVDHsFFIHAZUE7xQHwK5MEkGcqH4jFounHSdOzrSdNNuj0ArBEkrI8Tuld0KSRwsw94qYWgX+k1/c9X4YPX4d4vn2DAIicm7sEgNJMUu8DGJzzdq70d9aEa5IFmcmRCIDjZkyycXpAspFePfkOUC3nEkvpCS7oswyJm5X5EuFcZ7pcSaJFlq1OxUr4qrJfXbG14z4dAw7wzYiA3kQvEZqVzwPbeuI6Qt2Z2RSIUgUE5G4BUE5WV7g+zvRnaLCzs+PBs6WzKrW16TX3GAo6XOz1aWq3RTObKUUdIHHW3bCyX9vZ+mjrv+dmNlPlzFIJwz68oIZgVHLu8C3jowDN042nE+KWXctApsYMsnF8jASZ7OeLdpiu2btPOgXh5+qKPKZ8Ztw3C0c/zzcqTCn2/U3g8bYLNr3Y7iGRMODfHOgI3WQC4Un1HKBb9lGdKJ95LpvCZHB96ySd3Oj3bc35G1VWRJ2OfMqsjvGuYFpC+u0ihIZtWW6wY4RvIzuq0sXlR5T76iLNvrV9o5E7Zpah62G+GFMCIm72TE0Y5bpcs92P0bwEZuOeWC63pbdCkjrrrV7JtAD7TvQuD2t1n4cORCwC1oijfJ4GBr9zaNWY6tlkw4NPgDAhuHgVwoPmc2xRQE+oGNz0Y3Gg3bu1C4CxyPTXr5p8AmYrg544BcOP12Ajb1VpBxuiDFKKBNevmnwCZiuDnjgFw4/XYCNvVWkHG6IMUooE16+afAJmK4OeOcWbkABjY+K8g4XZBiFNAmvfxTYBMx3JxxQC6AgY3cCjJOF6QYBbRJL/8U2EQMN2ecFLkAAAAAAGNgbMMe0B/gXQADG7mNrpbmOnNBilFAm/TyT4FNxHBzxgG5AAY2civIOF2QYhTQJr38U2ATMdyccUAugIGN3AoyThekGAW0SS//FNhEDDdnHJALYGAjt4KM0wUpRgFt0ss/BTYRw80ZB+QCGNjIrSDjdEGKUUCb9PJPgU3EcHPGGb1c8Nq7tQrZzb1S3233hnBOBnU7P9hyPqdb3yOE5hetKs2SgPMtyXNIpmS/9bYaNpP3QV9cfUKzWGHLlvA3v+EMEfnS8g7Hhn9FuRJt49v+YFl/T5rBeSIsy2hEUo4hhNBsyVxTJYno48w5P3y0467RGj6/uP5gJ8NWZlmL0WssStPIkMqQJV0Fbrx8xuro1sma5LBvI9goDORC8RmxXPBf2Uslmr2617ZXdFSuuW8GPS2Dop3jnH7l28ckpSRJXRPmYFQOgS+3rCuzihR8ze7dG/osk/mGJm3SP2mEnfuY5EKUX0qRrXt4dupywfv6jqm/N9JrHLGlj0beg2X9As2jeLRtX8uYgnnYcoFX0v7T6tIFmiJyaMWI/xxNgNnsVK9q84v25mHgut5mVZIDtnnY+tWiwaeex4UkAuto5/jnZS13VQG5cOoGcqH4jDaBdc9Z0dick37LMjTNdIboYZC3c2nKOy7T49G2fW1W3ATa31w1FG+x3oNlfVaiJGJ/B+9CumWXC0c77tpi5dMH7mejlUQjtrTRqHng3Jhlb0ivsZhtzBu2XPiuYV5gs6HGCzaMYkTGZayO/bQb18H+zsb6jXLt3gZfeQR34Mst64oq3/eQyw82PAO5UHzGG7swLrmQkMM3Mkni6eaBc0PxVpcwWvOJpPHgWvvNv5I8vHGfKu9zDrNIk4Tan+Fv4d7Q39mww/zay5/XyrQAwnAbKSGcC+PnjWPqT47y+X7XMC8IXmDmLvk7G+s0abK+uOrQLMDJV8QUUsyLzVws+y1c/vLyV8vJSYeb7dV5/ZNG92jkHpTRd4WJH5DKhbQKrDjzYAmsZXIhg0jta7h9vlF7P0E18g/95Zb1QWnl7o4fq/yioMkqcQYuP9gwDeRC8RmjXPC7x/WKpt2yOydDPKu8nftPq0vnETpfrv2q6kjGITdwcW/Fv4V81zDfU/TR3zXMC8qurddY1BA5lb+5aswidL5ct3b8uE+12ale1eih4GDTujpLHL94LD9ftr4+DI522k8PcWeq36i2D9ygediuLuqzKKNcQLMls7rlNd3gaMf5JHT28rdou7HCOHv9p9Wl87OVnz/oHrlB87B1p6ydJ77xpCt6vlF7n34rfs5mp3pVoyXxvl6tnKc+mJdb1pVMhfR2d/CpplwuxCcjdpxPSoWYjNhurLw/oskI3BboJQtHu9btqMK4btA87O4eBq5Q+UVPVT9+OJALp24gF4rPeOTC27Z1DSGE0Fyl/qLrp38hO8p2joMVwrdofXHVvheLnGq2V+dZr2anevWcPP6RDJmqDJY4gAsfxSM3O2cROZbFNJjhy5wgR+LuaLYTTJML6e+pWKnQSA5JD8u8oiVckeAzZzzDsrfApPInzXdMv1wg1xiSdbQbQagjFnOUbFlb8w+36gkpIk8RYmOPlF8UdTzIhYk0kAvFZ6yTEX53d0XXtCW7MzzFkNLO/Z2NJ9Xq49DpHQ6Q+OjT6lKJvt8kTnnmkwv8yBeO5awTgljY9+3yvZ6ky1OPxIlygYvYwIbjy+ZvONu0kBLfSTRCJ1wR/q+31bCrVbtatfBcxpXV9svEO5ZQfvlznHa5gN/pI/V22LpTPsfX1T7PnPfD2F10Z5MI64NN6+pPo/8OpxhuQJpJot8C+5xE9wPIhek0kAvFZ8z7Lvg9Z0VD16z222GdMXM7p/58bgBrHjg3ZqNhXpf4w4nlmoxIkgsSJHIBv+GNRC6QCRHr68PY1UlIlQsHm9bVWeK8qVbte5thTCLIBb4rTPxAPMpP9pf+zpzzw2KIZbagy7zDbcpyZeYmCFUIJiOm00AuFJ9TkQsl03k9rDPK2rnKzykZg13vwbL+wWr7xaF7u5Tkd80Z6qiUC6r4te/G5F2Qr++Q9sts+eVX9Ly9Os+9/zG3AuQCYymjUZLbaZiv9ZkiLmP3Oe3R9FGMzFcn1egQ6jidBnKh+IxULrxtW9cQu5BSXFo5MNJ2rhhdXm5ZV2QvKx/MW/fumvOqqCtiORZS8t0rH7vAn+H5Ru19ZKxu+bliF6SB9ChdLuAIUEkMHT4hG7eBJyyiaQXZFe0KmuZo275Gx5v4kMBE7INciNkZ8y5IH7fkj9KbIK1X8YWUGUMu+iw/2AgM5ELxGbF3wTuu6aWK9b0XBAGJXYj+OxQU7RyH8pWXbbq/G1klKAm/b3aqV/VS6Vz660jmbZpmEQp3m2FXBMRXRmzZN2iRxBcpvNMUnsCOrYzgJxTwUgWUKhfYhRjC1cVWRrSri+GC+IQr6jUWtdnSyt0d36U75NApDHK7fkqOcosmQC7ErHnYulM2wsWreGWKbKlI7jPn/fDBpvVf56PVsAeb1tUsG0blG27lbrZYAMfRjvNJSRMDOMTKg6suDrCAbZom1UAuFJ+RT0b4Xdemm0Aj3bScNtEKfssyNDSwp0Hdzo923N+thlvDovPl2ufslgCMfdcw38uyWswNcOxkhk2glfsuNA/bjbBUs5Xlqotjv6V+14Ot3dskSFO/8Rv7vzFvUcxOvVp5eec3y6mTEYrICS5i0aL7LnBKK+GK2A2Dz5drnzeOf8O+jCo2Nga5IFqsYoSSNPeZB9t3wXWDgy1nlXmm0p2Y+zszNeWsHNXfpMKsyhqsJFiBvXVc1R3mAwIbrYFcKD6QYgoMbOQ2ulo6bO9C4S5wPDbp5Z8Cm4jh5owDcgEMbORWkHG6IMUooE16+afAJmK4OeOAXAADG7kVZJwuSDEKaJNe/imwiRhuzjggF8DARm4FGacLUowC2qSXfwpsIoabMw7IBTCwkVtBxumCFKOANunlnwKbiOHmjJMiFwAAAABgDIxt2AP6A7wLYGAjt9HV0lxnLkgxCmiTXv4psIkYbs44IBfAwEZuBRmnC1KMAtqkl38KbCKGmzMOyAUwsJFbQcbpghSjgDbp5Z8Cm4jh5owDcgEMxWwUegAAIABJREFUbORWkHG6IMUooE16+afAJmK4OeOAXAADG7kVZJwuSDEKaJNe/imwiRhuzjhjlAv+K3tpTjOd3jBPmiAXDracz+n+8wih+UWrSregx8ls5MmWhAR3vPk7G09+xZw2IRXFRFhi6uoshhP8ZMideJYt02hEsqAhhBDSF++QZCLDOHPWD+N2wSUuYbJ+yDKk5C2GInGJkC3l+Ubtfb5SCYkhdrcOcxZyWLcRbBQGcqH4jE0unHTsWxpC45ILOJ1j+fYx7XO9rbu18myY4A6nTZIkuXm5ZV2RZKkOXDdwm13rduU8kxeKnlaW6HJCbEC5gDNWI5ALyZY+GvlPq0slkmKUpCpVa9ZcZ8764eZh61eLxgUh2eMFmhssKdljv8MtzpMeaz4Hm+uL85e5lGN8KldckvMk43zmQg7rNoKNwkAuFJ/xyAXfa61Xzl3WL2tjkgvSlHdc2sOjbfvarDhM+purxnvyvsZ/Wl06jyTJfJ9v1N6X/X0ibBC50Dxs3Smfe690OSmZJJib4bX+wLkxy71hf9cwL2S5q8ORC/7OxvqNcu3eBp/sUfC0vdyyrkhL1edw6z1YDvOk41/sPrhjXls+tvgMpWIWyugv2Qs5rNsINgoDuVB8xiIXvOOaXlp6/PS+MSa5kJDDN7JeY1GLvdY0D5wbs4qBPyGHcrO78Vv7X2h2Zjan8/yi1SD5f3uNRW22ZH6KJzJmzbvPnBuzSF+2w4y984vrD3Z62F2BEArfpajxzupVBztjmwfOjVk0v3j/v5U1hMISstmoow+T0lajVNSry5XzjFxQFF5q3oNl/cLVx7/7LDH3NJibPhplFQdZzpw/gfXLLeuD0srdHT82KosiRvxLxguU2vON2vtCHvP3bzjbzbSE5kQuoCur7RfZCznAAwIbuYFcKD5jkAtv3FpZW7I7P7ascckF4glA58u1X1WZkZI3cX70u4b5nkJkiO83UuMnQbyvVyvnydQGnrXFsyH+7tZfnh84N2YRQvqNavvADY52nE9KCCHy3eZh607kbqVXNFv5+YPukcsdxXIBzVbubHrNZvfJE69Jfpd8GLtnZ8k7HH6fM6tbXpM6vRGVC+rCq+7eUnX7x9SeHSxtNCJTY7/fdFaxVput3L6bLSBmGN6F5mF39zBwhUou1nlc2SSzJH0Mt3h+IarhgesGhzvdQ3pDMsgFY3UrLnGSCjms2wg2CgO5UHxGLRd8z63ret31/MAfo1wIwqgCir64at+LvSs326vzrOu1U716Th7/SJz2qXJBnATpNRbxTGqvsaixc/y4U2PcFbHvcj2m2AOGr1D/ET8POcReSPh18VWMmYxIKHz8SpuH7u0SdsOk9+xgaaNRr7Gozb6nl+ZX7u74Lp3lUVXFPGfO9+HY0CvW+SHKhUT9nVapGKmRo5DDuo1gozCQC8VntHLB79hLWrnmvgmCYNxyAZu/s/GkWn28XMbx2GGoIzn6tLpUou83iVOe/uaqMYvEgTZidt769+fxkZvp+AaSCxKxQidHdgW5IAlHoB9+LBwK39KE8sTLwJytU70azuOAXMhgGeQC4p/LeGMXiI1RLvibqwYXtSAcVVcq7+vVyoUSkVYgF6bEQC4Un1HKBf+VvVTSa8ce+e9pyIXImoft6qI+y3fKzQPnBgl49DdXDV29wCHJu0Bni7FckKCWC0ynlioXJMjkAlY2ErkwO3/v15/FD8XkgqLw7PXiQPSwowe5kMGyyAX+HobPZbAz5/vw+CYj0pYrqysVmWi7s+nlLuSwbiPYKAzkQvEZoVzw25YhG34Quma13w5y5lghhZqn8nOG4VFMP+I9WNY/WG2/OHRvl5J6Z7ziSxHqyMkFRT81uFyQF0/0CgziXUjvZJvt1Xn5Y83XQZ8pSxuNRF9CEeTC6EId0yKBVG4tspI51Ar5Cjms2wg2CgO5UHzGuU3T+LwLilUM0i745Zb1wbx17645z0ddCaZcSMnEovcai7HoLe/Bsv5TeqhvuSAJRzh0b5fCcIShxS4oCp90W8C7kG5poxEOMo09l/eUvvocZ8714fgoLl2jKBUx+Ybb1Doj+QCOBZ6lUbrRh7MXcli3EWwUBnKh+EynXHCDg03r6qxWXrbp/m5kFaJkP6Vmp3pVL5XOZXgd8b5erZzn1iV6W43Hy2UtDGWPLS7YrJrzRGEMJBeElRHt6iJZsC6LOeBWRuBlFHRlBDkPfj9LXhnBFD7hnoBcyGDpoxG3A8HRzvHPCxDqGKstw9umSbotCmvxSoXFMZKv08lcyGHdRrBRGMiF4nN6csFvWYaGtBWn5w9yVnU7P9pxfxftGpu0W3PWNzk3cN3gYMup8qeNrdU82KLL4RA6X65VyX4MA8qFgN9KIVJCMrkQJO27wKwZmS2Za9WazryKKQqfYCAXMlim0YhZyzPIQsr8+y6EJokDiG+9bA+2CTS2vHIBh+NIwNU+ayEHfUBgozSQC8UHUkyBgY3cRldLh+pdKOIFjscmvfxTYBMx3JxxQC6AgY3cCjJOF6QYBbRJL/8U2EQMN2cckAtgYCO3gozTBSlGAW3Syz8FNhHDzRkH5AIY2MitION0QYpRQJv08k+BTcRwc8ZJkQsAAAAAMAbGNuwB/QHeBTCwkdvoammuMxekGAW0SS//FNhEDDdnHJALYGAjt4KM0wUpRgFt0ss/BTYRw80ZB+QCGNjIrSDjdEGKUUCb9PJPgU3EcHPGAbkABjZyK8g4XZBiFNAmvfxTYBMx3JxxQC6AgY3cCjJOF6QYBbRJL/8U2EQMN2eckcsFSV5Kw2oPtO8zh7qdH2w5ny9XztNfnV+0qnQT6Oahe7ukyffkV6TWVey13Fe2XPWvZLe0nH7FNHZranS+XPvXreSEFNNiGUajox13jW6/PVsyP/utu5OU2SvHmbN/GLeLWKViCza/uP5goE2ge41FTRYTT35UdRMSErh/5wZhRhiEEEL64p1st67v2wg2CgO5UHxGLRf8nrOiDVUfxFC0cz5bUkA35NeurrYO3ADvQi/Ntfhyy7oiy2QDcmFg47Jk0WTE0qRBU2epo1GzU72q0cHY33lQL2dMwTw8udA8bP1q0bjAV6qjbfvaT0n2JpLYrK9sFOofdW+Hid9y3AQuI9fzjdr7YUVqdqpXNUkmuSHeRrBRGMiF4jNqufDaMUtDz0LJIm/n0hw2XN6ao2372qyY5dbfXDXek6WzA7kwqIlZxRV5xqfQ0kYjIeeysh7mPXO2D/s7G+s3yrV7G7FK1WssamJudEmt63O45Ub97Dfh+Ubt/ShXaryQ3zXMC3lznoFcOHUDuVB8RiwX/JZlnDOs1sicC3K5kJCUL7JeYzH+FtI8cG7MylM2Z5MLvFM0ygPZayxqsyXzUzw5Mms2nnNygff3Wo3IRc9579lDWC6Ul79aLmPvrlZe3o3STja7G1Wa3pD5ongV3zXM8IWSz+wXy2OpLOR3DfMCMn7eOKZH+ZIkWKbHNBWWNhqJI1zWMU88c/6MlC+3rA9KK3d3/JgGVYqD/BcotecbtfeZn8t4E7BDgqnDMrmAxDeB4ZcfbJgGcqH4jFgu9BxTm6v8+k6FDGmVmu12h6od5O3cf1pdOi/LLs3a843a+0L39J5i9MogFzhne/Owdaesnb9qP20GdMoWT4X4u1t/OWC8C/y8iff1auSif75Re3+WuILdZvfujcgV/HLLuoLQbMmsbnlNNzjacT4Jnbqu92BZv1CuW3iaGX+xVHtwmCwX8Lesrw8Dl54wEjTqQuJ5ZUVJEm1gF8vEWMpoJEkCnnXMG4Z3oXnY3Y3e76PxG7/uf7bRoiJSLQT7GG6bnerVsIFkvwm4lXFzWPxkRPfuDV2HyYiJM5ALxWe0csFvWwYyVpwOUQheyzbLeu3YG/C8DMp2joMVwqAofXHVvhcLrGu2V+eZl6dmp3r1nDz+kcoCFVdW2y+EWQnm5azXWNQQ2xVGI6U4bxK+LSkDLFzJZET0YfGlMHTzJsmFpME7oZCcf0LxYalJ+v2ptZTRSKge45ULocUq1XcN8wK6XCoZnzS6R26AZWIpGuD7LYbst7LeBPkElr+5aoStsx9/FciFUzeQC8VnzAsp/Z6zoqFrVvvtsM6Y9t62s/GkWn0ceuxpqCM5+rS6FHZ/L7esK2r3b6p34Vl81GS7NqVceCE5bfSahb21i9XjhuAjkcoF9uWsedi+V7WrVfs35NUwTS643oNlfXbW/M0D53d0CYn62qOfE+SC5DVRtINN6+qsTsehabcJlgsqBTxAMdyAqFsatZD9Jrzcsq6g2HQh5xUjmib673DuDNjIDeRC8Rn3vgt+2zJQyXReD+uEmds5juue5Xuf5oFzgwQ8+purRoIPM5tckJBFLkigHz7Ycqo0nmC2ZK7SgTxRLnhfr1bO46VoVbtadf6NhrD9R2Lsgut6Ww37MyFAQelZ6VcuHGxaV2dj0m2qrdiTEaHJ5IJEAUtcUHmHW8l5stwEib9NVDA5Qi76Lj/Y0A3kQvGZSrmgWjWA5/v5Tsp7sKx/sNp+cejeLiX1ztnkguoMKXIhy/z90Y5bXa6cp9eVIBfwIXZWJez30+RCaP7Ohr1cJmVOXv2RUy6QBXJnSCu44w11HODD6aGOQ5IL0haafhNkMxEqTZNvxQ3IhVM3kAvFZ6Ry4W3buoa0FacXBjf6PWdF4/4yKNJ2rugvhJVa5I8fzFv37prz0klZaqly4cWBc2OWG6RxCHcYoJAQu3Ce+2nvwbJ8dTs7bCfIBfGd7Gl16TwToJBBLoSH8HmSCplDLjS7d2/os0i/UW2fIa3g9rmQUhW2kuvM+YsRi+YRF1LKlg7lG27lNST1JkhFBngXpsRALhSfEXsXvOOaXqpY35PYRu97q6Iv2a+GuDZC0c6xu7u8bG+QTejIEkdJxH6zU72ql0rnkvuX/Csj2tXFcE15glyILzrYrJrzZHYWz++SFQfkEI0NTJALuEjzN5ztZkDf5hHdOA9/jKy2ONiyb5TooWZ7dR7NL9qbh4FLy3+BSgR1IbPLBe/Bsj6LFJtpTreljkZ4mQCZcT+dbZpklYrf4aDZtW4PJdRREQybdhMUEzTe16uVK9HKXu/r1coFLipiGA8IbNQGcqH4jH4T6K5r18g6SqSbltMm0sFvWYaGBvY0qNv50Y77u2gXAXS+XPu8IX+p/a5hvpfWv2Tbd4HdJoEVK0lywXWDgy1nlUYMnC/Xqhs0AJDfPoE9lBi7wG7/oJWXHzce2Iu0520etv+V7o09v7h+r3E/PA+d7xDLn1TIjHIBzwQlRGlMs2UYjdjbi2Yry9V+N4HOv+8C/4ziMuVga/e2dG+PnBfImHLtTPJNUMdzxNpdtm0/+i8/2AgM5ELxgRRTYGAjt9HV0qF6F4p4geOxSS//FNhEDDdnHJALYGAjt4KM0wUpRgFt0ss/BTYRw80ZB+QCGNjIrSDjdEGKUUCb9PJPgU3EcHPGAbkABjZyK8g4XZBiFNAmvfxTYBMx3JxxQC6AgY3cCjJOF6QYBbRJL/8U2EQMN2ecFLkAAAAAAGNgbMMe0B/whAAAAAAASAHkAgAAAAAAKYBcAAAAAAAgBZALAAAAAACkAHIBAAAAAIAUQC4AAAAAAJACyAUAAAAAAFIAuQAAAAAAQAogFwAAAAAASAHkAgAAAAAAKYBcAAAAAAAgBZALAAAAAACkAHIBAAAAAIAUQC4AAAAAAJACyAUAAAAAAFIAuQAAAAAAQAogFwAAAAAASAHkAgAAAAAAKYBcAAAAAAAgBZALAAAAAACkAHIBAAAAAIAUQC4AAAAAAJACyAUAAAAAAFIAuQAAAAAAQArFkAv+D94P/mkXIh++5/1w2mUAAAAAgPGQKhdeO2YJxTFMy2l7Qxngfa9tm/p1q/22368/f1yraKRgc5XaV067l+27b9vWNYSuqX7ab1sG0gyr5fccU0Oa6dDz9tr2im5Y7aIpHO+4pl82ndeZv+D3nBUNlfJ8ZZykPtyUJzjMorQtQ3WjvLZjmTouo25aTtvjDostSDOsVlh3/K5rk2vUdNNKqL1+2zKEpqj40SyX9Mpeul5z30RXwdxrrVJ7zJ6z55gaV2yhYIlPgT850iq1x89zdCB+yzI0NK4WxzwRhLRKbZe5D95xzVi2OycDnHGuUtvpq/N87Zilfm/CiFrKqEeHzAzUBn2v7Vgmblvja4N+x14y6m54o5IaIO6oVY/vbdu6Np7W0Z9cQAghbcnuDKF8g9Rj33PruqRoxoqTpWj9yoXxdl5Z8TvOioHyjf1FlgtZHm4B5IL/yl6ai7UMvXbMD7TxphN2VX53d0WPHS5HQ7ikDCrmluxXeerjSce+dS5swt5xLV4MhJCmr+x2yUnfuLWyos4nD2Mn3eMvK+K5EULarazj7jhbnORWsA/U7zkr5/J1fW/cWjl+7TozTmRlUuQCQkMbHbIxYBvs2Evxo6Nvg/4re0mPPp/aAL3jmn5OrtcTpfxwySYXtBWnxxSmn5FJxQD1GHcinPw/6boPTV2LF3i4P104ueB77Z1aBTeYaZELgz7cYRdHIRf8tmWguUr9BW7VfvdFvTLHljDJLUFqoGHaLXKNuGUpqlakX7k/09uSq0J6xzX9I9on4mJwb71+93jd5Nq437YMaTfac0xN2VHSvph/46TvglkHlfG1OPpE1o+7fkB9nxrXS/gtyyhlHxjwU9PNh273JAiCwGvZpoEkzzGVQeTCiBj16JCJIbRBrVLHD5yqW8aXLP7W4G3Q99y6HknGLA3wbdu6JlOZfs9Z0bIr78HoSy7IH0Cv7VgmkUhhe6N47d3Q0RL5bThxSp9Q4nlY4nMEpGjCEBjzNdF2G8qF1v9017EjK3xgopKgfzl+ygjVkrm7bxmSVydSKt5Ftu5Gl0Ju4O6f6E8jrVLfJU4wfFsy6hh8vUirfHnkfKluFQnfTfiKOB3AVGih5UR/8VuWcc6wjv5sLWmIvkvFvW3h9crI9HD5x0S+stshXTzSKjU7uue0Jnf+bOPKwB8OggzPK/3exmpOohfRb1mGFrvGBMe+oqsKVI1UzUnHvqVFXZvi63Gn2it7aU7+RJQ/jWuy9F3tpGPf4u+MuuFTudDq4D40NkfQaztfUbkcO6RuyOonwnf6kv6k56xoWQcG2c/J63YqMbmQ2javWe6xVZlDSNNrz92oGHiA5B9Z9Iaq6i3VRRp8dEj6Uexpv+/+eb2ioYT3foY8bVAkUZsOpw36r+ylEnOSTA3Q79hLmtgFvXbMUv661Cd9yQUskDlF02tZMY8O40iROIvwZYtyIfE8MXBvW1lvJbr1JL4motFwrdIrFV0Y6YchF7zvrUrsqiNHut+2DHRO13lXHrnPueRC4HfdJ07byzGkRV9NlgsyN130RpgqF/TKdT38yo9iHUh0R2d6uDK5ULl9m3Prhf0LrsnXzdusN5FxWqY/r9R7S9w8zEsz7uy+dI4fUgXDiCSlXJD/kKKr6rV36xUN5XjvJGIuPA8eP5asVnKfI1UGrx3zMuf45YqWOC7+4DHPNrkDaVmGhvTrFe7J4ruEZUeM0NuRUy6orpr/vNLRkpE+vcecXMjQNsOebW7JbrWYqxbqWHiNP3it9fjMkX7HUSqGYYwOgZ/4o/itmj769NfonG0wDm5Nam/ZMNqg8EqQsQHKlEHPMbUBqmJO+o5d4OID8IyOVvnyGD9jv3tcr4TjEHHH0T4Fz9fSy+Zab/J5BKJ6plVqj23blgSb4PJTfy93QvzTUe0hE8naitP7IamXUcrP0HWpGdb/aGH/ksJFRubAQicYcVEO5MEbtlyIuelC2cc+rAS5oAnDbXQ3aC+f0GlmebgSuYCQppt22/MjvyLpOGhN1lds8rjxE8EdEPUHJj2vpHtLJzXDX8dIm09MwUR3mPyo4rYkzpvm6DIk1xJKJXKvFXGIPcfk32+SgxyzV8iUhk+qU/gCfdJ17uhYlBNZSb8YjqOkeQ4sF7BPJTZpEtdbuTjp2Lf68h6zciFL2xQG3fCq4zqVnvlHMgOY0TM/lNEhnHZU/CguufqlkaGvNhhChgNuclD5E4O0QZl3J1MDFPX6+IIcMX3LBbbrl10/UyNp3TUt237ixh46W49TziPHazv2Y+rIQnFfFh5C5Dc0oSt5k18uhMPbXMX63kt7cRTGWjxyDxSxMnTvAsFrO7Zt2zb1fGaWC5Lb3ms7T5hzpV1v8sOVygVueo/9gMQxHitw2vNKmrXBU0K0kLS3Iq/F0fsZEQTKd0RNr1zX88kFTTfvC80qAZVvttd2ntjhXAyKT8eE9zP23qaOP5DVLjLwR4U3rJaf2vDF6hT/i++1n9u2bdt/ILMSw5ELvZa1JBva+w4jwL1E3rhU9Y9mbZuxq+ZvOPV2/Cip5LJHEyvSEEaHhB/N/rz6bIOya1EqhmG0QVXlydAAY3EzOcNoBqe/2IVe217RI4+fMj6W3pRYbPBcpWbHAwiiDj3hPCn4XfeJfd/UtdBnRYStXG0MUS6E4d9zFet7L5DG4rL9Y+JYm36hissfulwgPo8Y/ckFXGfkdyNTWYWHq4hdYJ81e4Gymhx+JdPzynJv8YtvwnXFJ1aZWVvDXD/utJTVIH7D8RsJdZZkJnkAwL/UdZ9glRYf2Dh3gt+yjKSFu5KbJpcLaQ0/SS6ELj1pjzGAXMAhe3IXcd5gEQyuG7SLyA0/zORrm/GrZh5NNBPBDLfy02a7D7lGBz/tR/sISM/bBnlIqGa2+KE+2mDqC3CQ0AA5d4Lftozxxn33GerI190sw3yv7dgWW7+5AILhyAWM37GXNLaXH7VcIK5RzgU3DXIBizxNN+/btm3bz9xuhw2qyCMX6KpI3bRs27btJ27nTV/eFPbhZpYLTO1SRXgNTS7IxjaO5O4v6YlIaghef5XPs51BLpDfe2UvSV/CLpOYOLeuJ5+n55iapopsYC5nALnQwyvQDNN6jCtW9w3rUOxTLtCpKNV0cn65QDzwfWuFgO9y87ZN4aqjQSs8berInf0+ZB8dRiEXBmyDSV3xENpgFrlAPilrgD3H1HDJ37i18tiCHDFDkQuZO6AgCKKAXjaAQD0ZoUT9yNlho8/JiB8Ehy0TfsjVRfrSzM4jBul1YgLkgmT0fZ3YJTHzKfHmKtai5MmXbA9XOhnBPWu2RkkCSKM7lul5iTdKVk7m2mXPNLmSJx2V1hAiiHMsc4//RM5g73BdQKgbEsBnkA+6zO+mNXylXLh3vCtU4F6yXEiNI6Zz50w8hOK6ssoFKj74LiL1W7Hnwt6E3G1T0ddpK85fd00tvyZmf3Sw0SHtR1PlwmBtUCYs8smFvG1Q6GpyNkDa7iLdMD4GmYxg1njE1haTJodfLPDAwM5m4UBZUS4knydOFBLBzhqRFZth/eNDHdkgqXS5EMbXhI70mFyg0ljSIcYWcIevF2TufALkQmzOL1oKKw2nYsM8RblA7gb1vtBAYvX1Znu40lDHsKbFail5y6HDAC0wN0Wa/LxU+y6wcVj4R+l1SeZNhThfNsjLfWjqStWiqCH4RTP7dLgQu0DjUk3rKRMXQp6RpDB+yzKuW8dPs/RWzL4LzMn9rvsEBxlwzjZlw1d7F1ot9v4zG5BwckHRkGXl9dy6nh5Ylyd2Ab99Jq0vUEBW+uDFQXwAYKa2mSwX2Gl4LgSSnTInQke5qdTgo0Pqj6Z7F4bQBlnHMJnlybWYOVcbFCpPzgboty3DuH+8m30179Dof1dH3v0i27ks/IBkIWWoxcJ4VHyvE88TR1yfEzt5EASyFUdcMLzCURnbZosswGPkAkJI+9m9+/+Xwoe94nReiht1ZVqFmHMhZYhsSEt+iVd6AjXT6UmfBULR8o34Y52rmLf05MkI+Q9JyfJwZZMR1yvXucnxsPLgru2jynWuzMkbq/HPS6qrJHeJWf8pu3C251JWTtXzlT1Kzh2aHjMrrqOTrGRLKszbtnX9sn75XCZHqPrk3FYByR1I6mSEWHK6pCV2h9mGLClsLLQi+hp3P5mVEYnTnQHTvwmQy0l4XuI9CQN1U9pmFrkQXWxKO00YBYcxOqT8aJbJiIHaoKzhK+eMsrXB5A5cdLfkbIB+yzIu67o+/u31+pML0tQM7EYcbDBjEAT8Nk3xLd7IGhLZNk3CeeKcdN1n7G708ffRIAiUW4Inz2sybyr6it3+G3eIPN3/5friR0q50PO5bX/4TYEmQS6Eb9i0/I+ft9z7bLGZvfAN0271kkId2c2A5yq1r5zWUdpWfakPN3mbptj278I2TeI27ynPS+W5CZ0lQt0mV2HTTYTE+szuyJmyK47a/0Q6RM10elmW2MjWAfpd9wl3r2PvOrErjq+oTMFrOzhMNTq5naMDSVwZQVef0krq/Mnl2jVz/+MNWbgxymVyYlPl136r5IJSf2SRC/Hd7bg4+cS2mUkuyBczs72lZCczniGNDkk/mjF2YZA2qNpFUEK2NpjSgUuXH+dpgMl7o42QYmSkBIDBSdksr79o9qkktqsjkIvYYnffc+vGeCPOgMkmvqvjxAByAZgWQC5kh8sZAeQhtnzUb1lLv8odlwCcaWI5IyYGkAvAtAByIQd8RkogK31kpAQAgVhGygkB5AIwLYBcyIX/yl66Dg6GfHjHNWN5PNn/gOnG79hLxoQ5GEAuAAAAAACQAsgFAAAAAABSALkAAAAAAEAKIBcAAAAAAEghu1zotZ2v6E4Xqr041KTk/BgBzBZC/P5xQRC8cWvXc0alstuMiNuAJHzPMTXp5lx9pU4RiGU94JKVDbaldL8ot4hPKtJA1UOe2oDu8azKEjQkot1yEu82uwGUZB8YdhsZpFXqu3zLYupybO8poTiqjYYSN59RXx0fDum1HWYnGa1Se8yeM8zXpSxYYm3nT463HsraygrPENsjn2UtIBs/9L1YQ55ITIV6G0f80NL2n0i5D6MdJsJ0RYoKnCP72tDbQWbfAAAZaklEQVTLqdpLMDyeMJwFQRDvYYTU83zJJWQa1DLJBXbfNJ7MO9WPWy7Ith1l17n2HPNc9jx+ePsz9dkSoKkOhQQkUyoXyI6qkooxRrlAd5DsY6P+fLDbYiZ0guIm6GwaFOkmuOF2v2SLe9XR+E8p9yXM01oJ/GJL2SbZiNur/41bKyseYnKSBXbHz9jpcyXbLC5Da49kD9zYqV47ptHXqjy61frUywV2E8xYmWObyp+GXJBsBs+18bThjO6MrPi6UHLV40sTnRnkAunsYpKHvm1nbM/jlQvxpCYka0h8V9R8OcTCDHWk5mXbBDfKjCzLXD5EuSD5+/jlAt6d9Fbt1x+Jz3pkRYrJBZrhJimj4LDIlg25bRlMijWan5AWOJ5ih6ZB4pIkhTnSgsDvOCuGqikpbjJJXpWvAXJbOeFicK81fvd43TQQU/38tmVI+6meY2pKscKkoWL3hidvS3mSbRaXIVX+N26trOn6ZWlSxNzSCqcgv6xf7q9nTkxQp/rO6fRL9H2P87GFL/R8fopTWGstpJpj04mlD2f46qI8F3wOLR7FQEzbckpXlioXyJbm8pyQcbcY77FfZ9K1hhnkOrhYCGmV2i775Fg3Ed8r5U7eKOvExUX5AyQAzVHp8e/e/vL+0hwvrWKFjDmjYrkDlDuip3kX/tTB40TMxR33KjOHSH7VZy36Rf5JJd+XV/bSnGY6b2TDRuym4UGCZIKRFL5k7v7JXSfuNdE/z8DIBfoOwSSYYe62trLbOiLVL+bQS7shkoQF+vUK+7ado8OVZGEVXhZLbILdWMtPcOznTIabQGyjaMXXY82KVoCYIzVxi3v8wip9GcL9IHOlao8ruSfuMX751mvPXdz1v+mQ10rSHYepUwVBmePkx16QlmjA79LaO1epv+i04tneE9u7lJOuc0fXbj3e/VL2iLPkE+fwu7sremnp8dP7fb7IqeWC+s5E/RLxJyUnB0kaF4J4vhX1JB1+Z5P6g7m5mJhcSB/OuP7K6XTDi8LvBmRcR3lzl/PnTxvOcr2KKz+cSfz1l8A65K3n/RhegZBCkHFUSnvYMH+axBWTMXljZsSJVb9lGeekMigF3Bgyann6XN/g0THqSd/KclYxRI50yVQILzyVckGvXNe5r+ERSJIgNJb9T9P1y9zhTO8QscLIBjmaAgfr33BQlxT+nK7zbs/k8SbKHaXppi1MwuGO4LJ+mbuRtL2l35DhyQXSxyW+NDOue+WdlD8RRdOgcjP7qBBPQ4VvYGogiFQZvHbMy8qGlry51g9e9CQlHtco77DftgykVyq4vs8t2a2WdY3mn4yq0O6fH3NdTXhD8p381Y+SGSLmnQp7gNhDletRSuWU9q64sx17SSvX3DeKR/y2bV3LOkMa4Dpf0mvHXv9+X/kAI5s7i+6MvF8Kix3rB5LHBUk2V2kXkTwQ+j94P/CVHJ8kw3DG9Vc4H29Iydw95nuV7K+muLUmTh2yw1lizJBwudLHHQqvAb0Lst5K/kGcmU3lsSdTJqE8POk6d3TSX8dcMWH3rXz9yi8XTjr2LWGAj6WKyUA48aOv2BnDPKPeEI/6Zd67y2TEVjmjyOAUtqiOs2JE+XmT5ALjGCD9V8l0Xsd84/HEdOGTIh+IZ69Xw85P42fK3fDoqXnHNVYrBNLmx0hyItJVDT6WmZpJXR9B8gjT+hkGQq44PT/TDZGnQ8w3o0QDC6SChvlYx16KOgt8dVHroIFE8vqfGLugjHhQFJW/4eGAqlVqj23bVsQhCskqk4McE1N9stDZEMWcDrnwaNCNPXHS4UTTOuRycMHynhzPJYefDz0WfJrKWGWL1Si181mCd1zTybuNqvdLDyaNeOPWyqRLGbJcyHRnomsnwwSt7eJbtXJcwI8srNL4+UorUvYphuiTmYYzRX9FBVPYzLHyyDJghenOmclHCdxwRlvQXyJfSD+hjggp5hBY0uSCRPsLGdzDfjP2SFipkZiCluC1Hdu2bZt6n4YlF7CWF8Uaru555iOiQITMioHzGr2yl+bowB+NNLIek7mf5AEbpvXYjufmzhHqKPyl13aeMLdbPTriq07tUGIiV9C8pAC1h/crc/HXoJTCJydlFsKvMq1DEZPMZr4hfcoFLi5SqRi87y3e9yC8RcVeVfnfkMsFTTfvC3UntajidfXazhM79NjLO6ZYVFBykJBsyIn3aFFK9AQvS3rK5nhXFtfrOU4uG2KZz4hamavAKe1dwhu3Vk7wtjIXmKVXxCELaudZVtTPTnlnZIVPHiYC1biAH5+mm/dt+9n/397Vu7iRZHH9Gx07nWyyiTrqxIkTJwoUKN1sggYFC5ddIJhokxtoGAwHC0PDwGA4BhpfdEbQLAuLEYLjMEZoWQw3CDEYY5reoL5eVb36amk+1vN+mcdSq7rq1atfvU+vKwcxkFvbBDwzmzXbu6TjzHop8xejDyyoylyMwTzO2G1nPHmlswD01uSmC3lZRSiIAdYFlC64I2aBTdVJF6SPB1nCPekCY50qDAS+24BQHf5Nxh9j9piupFi0Rz5f7JS2ugOnCDoDZuQ87Ac/iC6IYDoNMaej5z0tqeBSqGiBtkWNEz128L8utV9hn2GyxwxXX5jjBo9d0M4/+JfBEzIsXpXJJHZBNHw04s/Az12UFwvLEQ4+akwdu0PHG8M4Ii5k3aa9utQjxeAYxJwY/RvxAUfQBcjUsWXaiy6kPhx1oKg/us4n9oQutN8NmJZRL12IyE3QbFeHpguBmUGpkul6Ax4i37lgpupAtagBEeYQXfgj6Tg7HF2Q42PGYFsekONMmL4Ucee2MXRNzeVmlg+/MUMhLnbB5RJTv70PXWD2K8YT67p+227W8OY3nC4ISxfGFfp96EJCXoO5f6RLYhNNF/q+73ard9qtTljh0unChy0jH3lZ1XVd11ft+hbe3YfRBaeNywibH42y6fm/zqeZHvG+P11QiQZspxmGNQ9duNsNn5Ch6S3IlAqLtMkVkC975BbZGkyrpoXNx2eUoVn7MuyOXWS9z9k2Zea0gqrXebZ0wWM9NiY2ii44aL2+VeNw33QhcC70PTM8nJeKNKCCxMbp8sRBOXkydAE3w+DHmdNY5REnbcNy/1FMIm5kZoTjxDX0pkcveHTu/20J++ylC37TtPgQ9z56QlJj6QK22IPpgtCw+d+q+Su3M8INEcNvbr/YE/ffN6Yu0+dzCF1wbEjnkBhnAq+c7EmBsLQzv3ZAc5yHLnyylHtoQpR3JkYMsM8Yz5SKQMVPeODba+hEcUdsQkai+ROJCRfdtpll/BYRDNdnT8CDKNXvhoKoDu6M8D388M4IN/5adGGAM4JFMtlGfuR1bAeienleRRDdF+xROBFH6QLmjNBe/aB0ITRpvf84Qwx4bhWBKnMeTBO+USTVXYDuz6+b9i13JhXVqhMhryojiN2WBN3zHELfWCifCCNSSTh6dAz/gBU3hIIdGIFg4+jYhU4foRxDujOCP095o0Goo21NYkYdLusy6YuHVQ+lC78sq9fgKJUpmvvQBVcRHi0RThuSGb95ULogZ1htAA9duF3FTIj8gDSQRlsX+NZQ5YyY70O+DmP3Dl+jnZPdvildSdXOiUq4QLDHmFtDBdBcAz8xnytkMN2yKsbV4jomVxnUXQAP7zbt1T/nKqhT1J+4UDGfi7NJppnZhtKF5IcfItTRtd+Da7Nv7ILxuEcNdTSimOFgOv+5YIYAc78bfsaDugvgDOs27RU/wwy60CUdZ3tbF77oKkhOi+52cR5nZtaSz1fuyoxoz/LDlGnq0SwjQXBVhjpWeSqYjaacEW62a+a5sZSV4Oxj0KYJZEZweuWik1jdPXgf8gQD4pRf5kbi0QnsNYVyx2pKmmGx6c4Ieynjg1KN2fHclkw7JMgla89yB0fZny6oDcCvFBHOCNeEWPOfTU5P8yRnBCLh8q7jzmUQGhZJGHPeA5wTpbkkPLc0+By4pljun28wX1bV+CQ/eRGRVOV7OEy1x8pKugMAk+hC6sMD6YLWihsqy7/fQ5MVzoxgrxZnLUB2d1g82DeHJlIaOYfglEKcETY86feeObQTI+XPy7oy8FKecJwdwBmBiJ+06EccZ8jXvVUdEWWu3ygcJ1pSz4i6UoEnWV6e12YVeljXwl9/wyCSoEJnNplfvlu257opRhbMLsp6uY2x7fjnl3/shXZc+Zys3pIgyXShN5JFey2czY7agWWatF8fFOoIa+4eTeY/N8v3JqlPoAv+hO/bdv4SEnbzisZ24OHpQi/zl/TAUjTU0TshPZS/LC/r1fZDeuyCq9CWxzgMZQPKnq+kj3uiBH+SznX/sOHukH9TtzH5ItfOwVgZlQGYfuiirGqz8A6spKRvkn3pQtrD+WzU/jJN/L+DZZrcUXoYHEsM08Ifky703plRWX88uFivvIQ76VznAtwXMV1RrAiwvKy0fGBPmSbfcXaY2AVXbau44wzOuU+cPMqc3yhmzbbbny58b9Dit/u+3y3mxY8PXv6TQHiaMKo6Ep42THp3284ng4K4CQQnni1d+LKqXutXjVOH85hAeJbQekYQnjS6VVVo19mLqYqVIRAOg+dKF9I6UhIIzxB6R0rC08XgjpQEQgKeJ124bedj2l0EQgDdx3o6JgPD00a3a88KYnWE+8fzpAsEAoFAIBASQHSBQCAQCARCAEQXCAQCgUAgBEB0gUAgEAgEQgCxdKFb19NCluLpdqt3oF7L0WT+Myio4i+uDMuJoPi6aa9BPSi7WsvQvj7RcJd8udujK9Wwnz4UDjFpu8U8P7Fqvg4IGrUbksW9smgFhJdA5v/LVif+fe9NnAKdCNBWQ1YFsMcELFMDS0txaNV4VGk8G1otcBvOupbhwjvo4/TwTNFjRRX7gc/0Fk42S7MoOGVmn/2b1ksCx73rxgfE101byypMoHxwT7Hqj4U4utB9rKe5WB60gulIL3m9mOdmSTgOf2Fz3k7Q+3CiC0Ow96TxpbHefUBKKtIAMI0uYDUcZanmvzRdYG/3FFJ8sdLjsHYnUncW7wcoCjyn04XRKKXPhRq2Sv7ESjuPtP4dt+38peP24uqE0hNduH+gpwwobEyZ8I+BGLrQ7dqz3OgGpF0meNsboMRdhYG7bTPLnNqQl+nWaliqK4yUlYenCw+HJ0kXYLFVW519WVWvU7od7qEWWR3f8WRsVxfullVxPJ68Sidzj0sXjNGyfvbBvoL3DzZ42diMl+OVozV6MpmdhBR2i3l+lOe+osIOmRdaJamypFZaig1SKzPcbRYXZWH1VccK7G+bMnORFaIL9wyzC9eWF41WwpCsdgj7I7Ij5XGg17ul+7p1PUUqxn9uymNnM711Pc3wpli8m4hWEf11tfwfryiO1MjW7agXoOsnr5b6/gPrOMI4TbdpL1gtcavAe6iXZla+XTK9NgImWUehb/7usDo9aEzXK3Xz65p3MdBrlfe2cRXa6Hq9Fj3sL6AmTb0prNbuBL8EZ5Of3jc/4eps28Q0HtQfOEijcdl7c2lJUbeqiqy8vCwzp3Vh2MzYfjdj0vySlkoXsG95VtzX4EMUwL9dy21ytth06miHbU7DQBqKagc52s543cyKbPrm5tx3hiV2x/bAKFzt+LqhwbqP9fQIV2jOn46nC07x4J6OdlFNjphhZqvRBZe4isf6WpC4t/lAWXJ3NJCP9Sm04/LmVzEeW2UhwETCWs00tUM4AMJ0wXTg8WsH2jscAmMG26bMHJ2yArzY7jabTybQWAUNoXbzMWB+7JZV8SKfjLnsTuv1N8MDkuWTsatZYt9bdCHPT7TfAg2fLGRls0XaeypXC2+cKobHoUw7RnNO9lBlrUG6tPHvopMWdYvtNu1Vs9p5bj9sShFDNAoWvPJTs3gjDq2w+uDgiv7mk6nKWUnvm0/qxDLFadjMYF3vIKMNSloqXWC3KHCp9a94mC6My1Mg29ns5sOlNuLIuzs7LXxeEpsFfl3XP2T5Wbu78195HXRBnIjx1gWzb4LZ2Nc3cpMZfG7KE7dIR9IFn3h0q6pQUnc0rT9+U/sLa9Gp+hcjfiIhZt5tPliWvtlfBHIbVmgv8lyPVUqggHBFjq3hxasdwgEQpAtGk64einI2mV/WtdWXkn/M2oT+IMfATQKcVbyJn7wb8W7xWk/nkdOOyg9yQ6BDzenddAE0d+cWM/umAp75y5IZSPlX5OD5i5v94Png+fnB27+K7wrFIdUTCyEsynq5M19cTho/m3mf2ZR96zaWBsNXIew4x5Gz3aoBeS80uh12y6o4KZs/tk66MGxm7lbVa7UWfW/0EY2RtPTYBehZD614kC6o4XE3h5oEruVD9zNJfPNZ7WF17I6uiBTzPbNlDVjIvbELcYKhnqPLpzzJuKp6h5vTrOaZ7iBHBk8f0ZFUHX7x4G+tSIDVXVYJHu+YqrWYV1eIdTMrxEb2bfPBsrRcVgVsQr25meWZTlCiFdpuWZdYCFQI3bqemr6hJLVDOACCdMER77NbNfWl3s/a6qvbLaviGNyT9H8aCHRJhrQd0T4mmTBOQai4zR9in4fXJqbHo+kC/C+k76dkV0eT6rcddoRANYfctJCvbFfNVV3XNbcris97+mgHOjhHwU0XUvwLXNkBLcn0S8y2V2ZkzXYl+ut8c9KFPWdmt2pqMN/QyhWStAGhjpiPwLHiYbqQ0sHZPeccTsawXVZTzfawW8xzudmH0YUsL8+vots6u4Vwu2qujLbFF+ZjDUd40C8eQxcC4uHo0n5cNp+xjQaeJi48ZXVZmxMUs82TZWm5ZMymrGrrB5MVmq5dI7H7rZocWSuyh1uTMAghuhBQeX3PjNWsUb1pq9TYn9EzzUKidcH4pEq4QC+vo9FInBbmrkB+N+Cm9dAF88P8WsC5Qo8mBUAVgx7JkLGJkB/nd13+hQegC4OjtKJHog48aLuSzUU7F10YPjP8MmSAfThK0hKdEdwQBf0dnhV/CLogH8zuqTbl4rdbYPM3LQ0xdAGcH8wk4DdmIMDUgvUO7RW75JgxjJo5gRurPMIc44wIiIebLvzhTJnhv2hmDYDYLf82HyxLPAhdAARURSk0+zUT6AI3ZiDu7z3VDiEZB6AL/IPrempnSKpolNt2/tL7nMTYhb8AXVDmX5UFuhddEGoiL6u6ruv6ql3fAqr+nOgCMCAr5X5wuvB7O3/Jrrl1Xdf123azbsrj+6QL8u/6weBY8YekC+jnheVZiw/wOBfQ2UDOD5YAmZZQGkEX+O99rKe2NetzU54U1bJjcx54zuPShb7vu93qnWYycfp9VBL4HrLU9/121dQVpM7MG3K/dEF4YfBQOaILD41UuuBWMXjGhNiEEVGsyZkRMOi9Pcs9tgfrjRKcEbY7Rlq2fXRBEHno+Ubm0xqdQ3VKC7wRR6IN9ZGdEVH7FlMW0YpekzHuj7hVVisnXRg4M4trS6Q/A7oQJWn70YXQitsqXr3pXnTBuUzq81KVm66TA9AFyfASMuXM5UhMuOi2zSwrqlUneUPotwJ0ISAeic4IN0SyQ1Y2W982/7SHLGkDF7lCKswiSaHF0gURtgWCLcxPEF14YCTHLogInbKCXiyeZoOsXLeqiuJ8cTPLcGUNkVR3wQpO1IJrYCwF02siVMfaFYFQRxElxy0E0jrtowv/WNzMstEIi8o2EtblruBv540M4t8VtgqZTOUIddSS+J9y7AKMnPJCO/B4DY/531+L13fThWEzs/xFG6rKJYNGi4CkDXNG6JFr7hU34nahcO5pXTCXSQyMSzsj6FpUphuJzggOpg3iyzRZQqh8/NcgrIrPIbIu3bIqxtXiOiI9Lyozwi8eHrpgVR0QVhxwoQcsjUdHhbb57VBZYtoMHtss40NTSl6FNoAusNWH1flsUOzCQ2NAZoSdHSSuDuhVoFtWxUme51Ec0F3VUSh6OSQ9Q0xTK4anjQ3OnS9kfv5oUv6gEikRT+Hpae53Rgi6gMzRrFn/x640J6eORy+XP+TI/7rqaSrdhyT+8Re/V7oAglR4ULfHVIC9BWAPPkuAceBxQ6iy0LrpwrCZ+R0RpNEIxHWHJW1IVUclzMEVN3PqlHDu64zAflrSX0eesKM65zC6YLgkwiFylnxi6YjGGpnjHJ/kJy/CzDUykdInHj66gK+7lAqs4GZYmO+GyxKSSAm0PVY6U1doyXTBbaCyXo0yIx4Q6XUX+r7vv27at6Dah2Vs0B/gLXhiI65nRDZr1h84/0Xq1cPqKHqlIzQFQ9kwrDJN7GmCiedlvdp+CMUueOnCttOqmug1poTK+K8ISjLqAsnYyRFv1bF8r4/BqO4iGxDcJ12A+e5hutDr1eCtOlTxdME0ffnowsCZ4VclsVKX75btubsODyJpqXTBbGoQXHElurpwHiB2AVbz1JpZuLX5QemCODVBHKv3mDHrLvDpudJUlWFs0GFlVDoQSRd6j3h46UKvi6tdiA6WaYrf5oNlSS/TZDcQCSi0VLrgSTwxrEeOVgOE+0F6VUcCQYdJKHeLefFjehkWAmFPGFUdCd8zQrUxCIdHes8IAkGDzGOU/zz1ehwJhHuD1jOC8B3DUDuEh8CAjpQEAgC1hiM8IegdKQnfK0jtPAbi6AKLFCvIwEAwQI3nCU8M3cd6OiYDw3cNUjuPg1i6QCAQCAQC4dmC6AKBQCAQCIQAiC4QCAQCgUAIgOgCgUAgEAiEAP4Ev3pCf2dedsoAAAAASUVORK5CYII=" />Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-25462743382367021672016-03-13T20:36:00.003+01:002016-03-13T20:36:37.713+01:00Abschlußtabelle 2015 1. + 2. Mannschaft LG Auflage <b>Grundklasse 4 LG Auflage </b><br />
<br />
<br />
<table align="center" border="0" cellpadding="2" cellspacing="2" style="width: 550px;"><tbody>
<tr><td colspan="4"><div align="center">
<b>Tabelle </b>(nach dem 10. und letzten Durchgang)<b><br />
</b></div>
</td>
</tr>
<tr>
<td bgcolor="#ff9933"><div align="center">
<b>Platz</b></div>
</td>
<td bgcolor="#ff9933"><div align="left">
<b>Verein</b></div>
</td>
<td align="center" bgcolor="#ff9933"><div align="center">
<b>Punkte</b></div>
</td>
<td align="center" bgcolor="#ff9933"><div align="center">
<b>Ringe</b></div>
</td>
</tr>
<tr>
<td align="center">1.</td>
<td>SSV Heldra 3</td>
<td align="center">19 : 1</td>
<td align="center">8673</td>
</tr>
<tr>
<td align="center" bgcolor="#ffffcc">2.</td>
<td bgcolor="#ffffcc">SV Breitau 1</td>
<td align="center" bgcolor="#ffffcc">14 : 6</td>
<td align="center" bgcolor="#ffffcc">8738</td>
</tr>
<tr>
<td align="center">3.</td>
<td>SV Wanfried 2</td>
<td align="center">13 : 7</td>
<td align="center">8581</td>
</tr>
<tr>
<td align="center" bgcolor="#ffffcc">4.</td>
<td bgcolor="#ffffcc">SV Willershausen 1</td>
<td align="center" bgcolor="#ffffcc">8 : 12</td>
<td align="center" bgcolor="#ffffcc">8487</td>
</tr>
<tr>
<td align="center">5.</td>
<td>SSV Sontra 58 1</td>
<td align="center">6 : 14</td>
<td align="center">8516</td>
</tr>
<tr>
<td align="center" bgcolor="#FFFFCC">6.</td>
<td bgcolor="#FFFFCC">SpSV Ulfen 1</td>
<td align="center" bgcolor="#FFFFCC">0 : 20</td>
<td align="center" bgcolor="#FFFFCC">8009</td>
</tr>
</tbody></table>
<br />
<br />
<table align="center" border="0" cellpadding="2" cellspacing="2" style="width: 550px;"><tbody>
<tr><td colspan="5"><div align="center">
<b>Grundklasse 5 LG Auflage </b></div>
<div align="center">
<b> </b></div>
<div align="center">
<b> </b></div>
<div align="center">
<b>Tabelle </b>(nach dem 8. und letzten Durchgang)<b><br />
</b></div>
</td>
</tr>
<tr>
<td bgcolor="#ff9933"><div align="center">
<b>Platz</b></div>
</td>
<td bgcolor="#ff9933"><div align="left">
<b>Verein</b></div>
</td>
<td align="center" bgcolor="#ff9933"><div align="center">
<b>Punkte</b></div>
</td>
<td align="center" bgcolor="#ff9933"><div align="center">
<b>Ringe</b></div>
</td>
<td align="center" bgcolor="#ff9933"><strong>Direkter Vergleich</strong></td>
</tr>
<tr>
<td align="center">1.</td>
<td>SpSV Ulfen 2</td>
<td align="center">16 : 0</td>
<td align="center">7001</td>
<td align="center"> </td>
</tr>
<tr>
<td align="center" bgcolor="#ffffcc">2.</td>
<td bgcolor="#ffffcc">SV Edelweiß Frankershausen 2</td>
<td align="center" bgcolor="#ffffcc">10 : 6</td>
<td align="center" bgcolor="#ffffcc">6789</td>
<td align="center" bgcolor="#ffffcc"> </td>
</tr>
<tr>
<td align="center">3.</td>
<td>SV 1433 Eschwege 3</td>
<td align="center">6 : 10</td>
<td align="center">6714</td>
<td align="center">1673 Ringe</td>
</tr>
<tr>
<td align="center" bgcolor="#ffffcc">4.</td>
<td bgcolor="#ffffcc">SV Germerode 3</td>
<td align="center" bgcolor="#ffffcc">6 : 10</td>
<td align="center" bgcolor="#ffffcc">6676</td>
<td align="center" bgcolor="#ffffcc">1669 Ringe</td>
</tr>
<tr>
<td align="center">5.</td>
<td>SV Eltmannshausen 2</td>
<td align="center">2 : 14</td>
<td align="center">6650</td>
<td align="center"> </td></tr>
</tbody></table>
Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-70880071776500120612016-03-13T19:49:00.001+01:002016-03-13T19:49:12.172+01:00Abschlußtabelle 2015 3. Mannschaft LG <br />
<br />
<table align="center" border="0" cellpadding="2" cellspacing="2" style="width: 550px;"><tbody>
<tr><td colspan="5"><div align="center">
<b>Tabelle </b>(nach dem 8. und letzten Durchgang)<b><br />
</b></div>
</td>
</tr>
<tr>
<td bgcolor="#ff9933"><div align="center">
<b>Platz</b></div>
</td>
<td bgcolor="#ff9933"><div align="left">
<b>Verein</b></div>
</td>
<td align="center" bgcolor="#ff9933"><div align="center">
<b>Punkte</b></div>
</td>
<td align="center" bgcolor="#ff9933"><div align="center">
<b>Ringe</b></div>
</td>
<td align="center" bgcolor="#ff9933"><strong>Direkter Vergleich</strong></td>
</tr>
<tr>
<td align="center">1.</td>
<td>KKSV Rittmannshausen 2</td>
<td align="center">14 : 2</td>
<td align="center">7112</td>
<td align="center"> </td>
</tr>
<tr bgcolor="#FFFFCC">
<td align="center">2.</td>
<td>SV Wichmannshausen 3</td>
<td align="center">10 : 6</td>
<td align="center">7771</td>
<td align="center"> </td>
</tr>
<tr>
<td align="center">3.</td>
<td>KKSV Bischhausen 3</td>
<td align="center">8 : 8</td>
<td align="center">6771</td>
<td align="center"> </td>
</tr>
<tr bgcolor="#FFFFCC">
<td align="center">4.</td>
<td>SV Breitau 1</td>
<td align="center">4 : 12</td>
<td align="center">6690</td>
<td align="center">1916 Ringe</td>
</tr>
<tr>
<td align="center">4.</td>
<td>SpSV Ulfen 3</td>
<td align="center">4 : 12</td>
<td align="center">6607</td>
<td align="center">1916 Ringe</td>
</tr>
</tbody></table>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<b><span style="font-family: Arial,Helvetica,sans-serif;">Spannende Vergleiche Breitau-Ulfen </span></b><br />
<br />
Hinkampf : SpSV Ulfen 3 - SV Breitau 1 952:951 R<br />
<br />
Beste Schützen: 1. Gerhard Schüler 364 R. (Spsv Ulfen 3), 2. Guido Reimuth 339 R. (SV Wichmannshausen 3), 3. Stefanie Krähe 336 R. (KKSV Bischhausen 3)<br />
<br />
Rückkampf: SV Breitau 1 - SpSV Ulfen 3 965:964 R.<br />
<br />
Beste Schützen: 1. Christian Brüssler 350 R. (Spsv Ulfen 3), 2. Horst Hilmes 339 R. (Spsv Ulfen 3), 3. Christoph Appel 328 R. (SV Breitau 1)<br /><br />
<br />
<br />
<br />
<br />
<br />Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-41005452494802084732016-03-13T19:34:00.002+01:002016-03-13T19:34:16.691+01:00Abschlußtabelle 2015 2. Mannschaft LG <table align="center" border="0" cellpadding="2" cellspacing="2" style="width: 550px;"><tbody>
<tr><td colspan="4"><div align="center">
<b>Tabelle </b>(nach dem 10. und letzten Durchgang)<b><br />
</b></div>
</td>
</tr>
<tr>
<td bgcolor="#ff9933"><div align="center">
<b>Platz</b></div>
</td>
<td bgcolor="#ff9933"><div align="left">
<b>Verein</b></div>
</td>
<td align="center" bgcolor="#ff9933"><div align="center">
<b>Punkte</b></div>
</td>
<td align="center" bgcolor="#ff9933"><div align="center">
<b>Ringe</b></div>
</td>
</tr>
<tr>
<td align="center">1.</td>
<td>SV Edelweiß Jestädt 1</td>
<td align="center">16 : 4</td>
<td align="center">10948</td>
</tr>
<tr>
<td align="center" bgcolor="#ffffcc">2.</td>
<td bgcolor="#ffffcc">SV Rambach 2</td>
<td align="center" bgcolor="#ffffcc">13 : 7</td>
<td align="center" bgcolor="#ffffcc">10774</td>
</tr>
<tr>
<td align="center">3.</td>
<td>KKSV Bischhausen 2</td>
<td align="center">10 : 10</td>
<td align="center">10662</td>
</tr>
<tr>
<td align="center" bgcolor="#ffffcc">4.</td>
<td bgcolor="#ffffcc">SV Germerode 2</td>
<td align="center" bgcolor="#ffffcc">6 : 14</td>
<td align="center" bgcolor="#ffffcc">10685</td>
</tr>
<tr>
<td align="center">5.</td>
<td>SV Wichmannshausen 1</td>
<td align="center">7 : 13</td>
<td align="center">10583</td>
</tr>
<tr>
<td align="center" bgcolor="#ffffcc">6.</td>
<td bgcolor="#ffffcc">SpSV Ulfen 2</td>
<td align="center" bgcolor="#ffffcc">4 : 16</td>
<td align="center" bgcolor="#ffffcc">10506</td></tr>
</tbody></table>
Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-387558735400378852016-03-13T19:33:00.002+01:002016-03-13T19:33:08.717+01:00Abschlusstabelle 1. Mannschaft LG <table border="0" cellpadding="2" cellspacing="2" style="width: 650px;"><tbody>
<tr><td colspan="5"><div align="center">
<b>Tabelle </b>(nach dem 10. und letzten Durchgang)<b><br />
</b></div>
</td>
</tr>
<tr>
<td bgcolor="#ff9933" width="57">
<div align="center">
<b>Platz</b></div>
</td>
<td bgcolor="#ff9933" width="226">
<div align="left">
<b>Verein</b></div>
</td>
<td align="center" bgcolor="#ff9933" width="69">
<div align="center">
<b>Punkte</b></div>
</td>
<td align="center" bgcolor="#ff9933" width="80">
<div align="center">
<b>Ringe</b></div>
</td>
<td align="center" bgcolor="#ff9933" width="186"><strong>Direkter Vergleich</strong></td>
</tr>
<tr>
<td align="center">1.</td>
<td>SV Rambach 1</td>
<td align="center">20 : 0</td>
<td align="center">15139</td>
<td align="center"> </td>
</tr>
<tr>
<td align="center" bgcolor="#ffffcc">2.</td>
<td bgcolor="#ffffcc">SpSV Ulfen 1</td>
<td align="center" bgcolor="#ffffcc">14 : 6</td>
<td align="center" bgcolor="#ffffcc">15012</td>
<td align="center" bgcolor="#ffffcc"> </td>
</tr>
<tr>
<td align="center">3.</td>
<td>SV Germerode 1</td>
<td align="center">10 : 10</td>
<td align="center">14969</td>
<td align="center"> </td>
</tr>
<tr>
<td align="center" bgcolor="#ffffcc">4.</td>
<td bgcolor="#ffffcc">SV Berneburg 1</td>
<td align="center" bgcolor="#ffffcc">8 : 12</td>
<td align="center" bgcolor="#ffffcc">14843</td>
<td align="center" bgcolor="#ffffcc">2950 Ringe</td>
</tr>
<tr>
<td align="center">4.</td>
<td>SV Reichensachsen 1</td>
<td align="center">8 : 12</td>
<td align="center">14801</td>
<td align="center">2950 Ringe</td>
</tr>
<tr>
<td align="center" bgcolor="#ffffcc">6.</td>
<td bgcolor="#ffffcc">SV Gehau 1</td>
<td align="center" bgcolor="#ffffcc">0 : 20</td>
<td align="center" bgcolor="#ffffcc">14214</td>
<td align="center" bgcolor="#ffffcc"> </td>
</tr>
</tbody></table>
Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-74951441669030765242016-03-13T19:31:00.002+01:002016-03-13T19:31:29.126+01:00Volkschießen 2016Am 02.10.2016 findet das Volkschießen 2016 im DGH Ulfen statt.<br />
Beginn 10 Uhr Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-72410559995446731222015-03-15T14:16:00.002+01:002015-09-28T08:46:53.192+02:00Ulfen patzt beim RelegationskampfDa die ulfener Schützen in diesem Jahr den vorletzten Platz in der Liga belegt hatten, mussten sie am Relegationswettkampf teilnehmen, um noch in der Gauliga verbleiben zu können.<br />Leider wurde Ulfen mit einem Ergebnis von 1469 Ringen nur dritter. In die Liga stieg der SSV Fuldabrück auf.<br />Damit sind die ulfener Schützen dieses Jahr aus der Gauliga abgestiegen.<br /><br />Wir drücken die Daumen für die kommende Saison und wünschen "Gut Schuss".Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0tag:blogger.com,1999:blog-7155913912041173389.post-7751133037466817182015-02-20T14:11:00.001+01:002015-09-28T08:46:53.248+02:00Gauliga 2015 – letzter Durchgang<style type="text/css"> .table { width: 45%; float: left; margin: 15px 2.5%; border-collapse: collapse; } .ring { width: 100%; margin: 15px 0; } .table td { border: 1px solid #000; padding: 0 5px; } .table th { padding: 0 5px; } .text-right { text-align: right; } .text-center { text-align: center; } .text-left { text-align: left; } </style> <br /><table class="table table-bordered ring"> <thead><tr> <th class="input text-right" colspan="2" id="club_1_ring">1810 SSV Oberzwehren I</th> <th class="text-center" colspan="2">Punkte</th> <th class="input text-left" colspan="2" id="club_2_ring">1419 SV Kleinalmerode I</th> </tr></thead> <tbody><tr> <td class="input text-right" id="name_1_1_ring">Alicia Haberland </td> <td class="input result_1 text-right" id="result_1_1_ring">386</td> <td class="ring_1 text-center" id="ring_1_1">1</td> <td class="ring_2 text-center" id="ring_2_1">0</td> <td class="input result_2" id="result_1_2_ring">375</td> <td class="input text-left" id="name_1_2_ring">Günther Pfurr</td> </tr><tr> <td class="input text-right" id="name_2_1_ring">Lukas Schade</td> <td class="input result_1 text-right" id="result_2_1_ring">380</td> <td class="ring_1 text-center" id="ring_1_2">1</td> <td class="ring_2 text-center" id="ring_2_2">0</td> <td class="input result_2" id="result_2_2_ring">362</td> <td class="input text-left" id="name_2_2_ring">Christiane Müller</td> </tr><tr> <td class="input text-right" id="name_3_1_ring">Jochen Michaelis</td> <td class="input result_1 text-right" id="result_3_1_ring">383</td> <td class="ring_1 text-center" id="ring_1_3">1</td> <td class="ring_2 text-center" id="ring_2_3">0</td> <td class="input result_2" id="result_3_2_ring">375</td> <td class="input text-left" id="name_3_2_ring">Waldemar Semmelroth</td> </tr><tr> <td class="input text-right" id="name_4_1_ring">Daniel Waßmuth</td> <td class="input result_1 text-right" id="result_4_1_ring">380</td> <td class="ring_1 text-center" id="ring_1_4">1</td> <td class="ring_2 text-center" id="ring_2_4">0</td> <td class="input result_2" id="result_4_2_ring">369</td> <td class="input text-left" id="name_4_2_ring">Katharina Müller</td> </tr><tr> <td class="text-right">Mannschaftsergebnis</td> <td class="sum_1 text-right">1529</td> <td class="ring_1 text-center">1</td> <td class="ring_2 text-center">0</td> <td class="sum_2 text-left">1481</td> <td>Mannschaftsergebnis</td> </tr></tbody> <tfoot><tr> <th class="text-right" colspan="2"></th> <td class="ringsum_1 text-center">5</td> <td class="ringsum_2 text-center">0</td> <th class="text-left" colspan="2"></th> </tr></tfoot> </table><div style="clear: both;"></div><style type="text/css"> .table { width: 45%; float: left; margin: 15px 2.5%; border-collapse: collapse; } .ring { width: 100%; margin: 15px 0; } .table td { border: 1px solid #000; padding: 0 5px; } .table th { padding: 0 5px; } .text-right { text-align: right; } .text-center { text-align: center; } .text-left { text-align: left; } </style> <br /><table class="table table-bordered ring"> <thead><tr> <th class="input text-right" colspan="2" id="club_1_ring">1402 SV Gertenbach I</th> <th class="text-center" colspan="2">Punkte</th> <th class="input text-left" colspan="2" id="club_2_ring">1203 SC Sandershausen I</th> </tr></thead> <tbody><tr> <td class="input text-right" id="name_1_1_ring">Markus Schüßler</td> <td class="input result_1 text-right" id="result_1_1_ring">377</td> <td class="ring_1 text-center" id="ring_1_1">0</td> <td class="ring_2 text-center" id="ring_2_1">1</td> <td class="input result_2" id="result_1_2_ring">384</td> <td class="input text-left" id="name_1_2_ring">Ute Eckl</td> </tr><tr> <td class="input text-right" id="name_2_1_ring">Jörg Thürmer</td> <td class="input result_1 text-right" id="result_2_1_ring">376</td> <td class="ring_1 text-center" id="ring_1_2">1</td> <td class="ring_2 text-center" id="ring_2_2">0</td> <td class="input result_2" id="result_2_2_ring">375</td> <td class="input text-left" id="name_2_2_ring">Sarah Schell</td> </tr><tr> <td class="input text-right" id="name_3_1_ring">Thomas Flöder</td> <td class="input result_1 text-right" id="result_3_1_ring">373</td> <td class="ring_1 text-center" id="ring_1_3">0</td> <td class="ring_2 text-center" id="ring_2_3">1</td> <td class="input result_2" id="result_3_2_ring">380</td> <td class="input text-left" id="name_3_2_ring">Brunhilde Schell</td> </tr><tr> <td class="input text-right" id="name_4_1_ring">Kerstin thürmer</td> <td class="input result_1 text-right" id="result_4_1_ring">382</td> <td class="ring_1 text-center" id="ring_1_4">1</td> <td class="ring_2 text-center" id="ring_2_4">0</td> <td class="input result_2" id="result_4_2_ring">373</td> <td class="input text-left" id="name_4_2_ring">Norbert Koch</td> </tr><tr> <td class="text-right">Mannschaftsergebnis</td> <td class="sum_1 text-right">1508</td> <td class="ring_1 text-center">0</td> <td class="ring_2 text-center">1</td> <td class="sum_2 text-left">1512</td> <td>Mannschaftsergebnis</td> </tr></tbody> <tfoot><tr> <th class="text-right" colspan="2"></th> <td class="ringsum_1 text-center">2</td> <td class="ringsum_2 text-center">3</td> <th class="text-left" colspan="2"></th> </tr></tfoot> </table><div style="clear: both;"></div><style type="text/css"> .table { width: 45%; float: left; margin: 15px 2.5%; border-collapse: collapse; } .ring { width: 100%; margin: 15px 0; } .table td { border: 1px solid #000; padding: 0 5px; } .table th { padding: 0 5px; } .text-right { text-align: right; } .text-center { text-align: center; } .text-left { text-align: left; } </style> <br /><table class="table table-bordered ring"> <thead><tr> <th class="input text-right" colspan="2" id="club_1_ring">1531 SpS Ulfen I</th> <th class="text-center" colspan="2">Punkte</th> <th class="input text-left" colspan="2" id="club_2_ring">1521 KKSV Bischhausen I</th> </tr></thead> <tbody><tr> <td class="input text-right" id="name_1_1_ring">Ann-Christin Hahn</td> <td class="input result_1 text-right" id="result_1_1_ring">373</td> <td class="ring_1 text-center" id="ring_1_1">0</td> <td class="ring_2 text-center" id="ring_2_1">1</td> <td class="input result_2" id="result_1_2_ring">380</td> <td class="input text-left" id="name_1_2_ring">Manfred Wille</td> </tr><tr> <td class="input text-right" id="name_2_1_ring">Michael Philipp</td> <td class="input result_1 text-right" id="result_2_1_ring">382</td> <td class="ring_1 text-center" id="ring_1_2">1</td> <td class="ring_2 text-center" id="ring_2_2">0</td> <td class="input result_2" id="result_2_2_ring">381</td> <td class="input text-left" id="name_2_2_ring">Monika Riemann</td> </tr><tr> <td class="input text-right" id="name_3_1_ring">Martin Hahn</td> <td class="input result_1 text-right" id="result_3_1_ring">373</td> <td class="ring_1 text-center" id="ring_1_3">0</td> <td class="ring_2 text-center" id="ring_2_3">1</td> <td class="input result_2" id="result_3_2_ring">380</td> <td class="input text-left" id="name_3_2_ring">Andrea Naß</td> </tr><tr> <td class="input text-right" id="name_4_1_ring">Udo Buchenau</td> <td class="input result_1 text-right" id="result_4_1_ring">369</td> <td class="ring_1 text-center" id="ring_1_4">0</td> <td class="ring_2 text-center" id="ring_2_4">1</td> <td class="input result_2" id="result_4_2_ring">374</td> <td class="input text-left" id="name_4_2_ring">Thomas Jausel</td> </tr><tr> <td class="text-right">Mannschaftsergebnis</td> <td class="sum_1 text-right">1497</td> <td class="ring_1 text-center">0</td> <td class="ring_2 text-center">1</td> <td class="sum_2 text-left">1515</td> <td>Mannschaftsergebnis</td> </tr></tbody> <tfoot><tr> <th class="text-right" colspan="2"></th> <td class="ringsum_1 text-center">1</td> <td class="ringsum_2 text-center">4</td> <th class="text-left" colspan="2"></th> </tr></tfoot> </table><div style="clear: both;"></div><br /><table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 658px;"><!--StartFragment--> <colgroup><col style="mso-width-alt: 1109; mso-width-source: userset; width: 26pt;" width="26"></col> <col style="mso-width-alt: 3840; mso-width-source: userset; width: 90pt;" width="90"></col> <col style="mso-width-alt: 3029; mso-width-source: userset; width: 71pt;" width="71"></col> <col style="width: 65pt;" width="65"></col> <col style="mso-width-alt: 2645; mso-width-source: userset; width: 62pt;" width="62"></col> <col style="mso-width-alt: 1962; mso-width-source: userset; width: 46pt;" width="46"></col> <col style="mso-width-alt: 1109; mso-width-source: userset; width: 26pt;" width="26"></col> <col style="mso-width-alt: 3413; mso-width-source: userset; width: 80pt;" width="80"></col> <col span="2" style="width: 65pt;" width="65"></col> <col style="mso-width-alt: 2645; mso-width-source: userset; width: 62pt;" width="62"></col> </colgroup><tbody><tr height="27" style="height: 27.0pt; mso-height-source: userset;"> <td class="xl63" height="27" style="height: 27.0pt; width: 26pt;" width="26">1.</td> <td class="xl63" colspan="2" style="mso-ignore: colspan; width: 161pt;" width="161">SSV Oberzwehren 1</td> <td class="xl63" style="width: 65pt;" width="65"></td> <td class="xl64" style="width: 62pt;" width="62">20 : 0</td> <td class="xl65" style="width: 46pt;" width="46">M-Pkt</td> <td class="xl63" style="width: 26pt;" width="26"></td> <td class="xl66" style="width: 80pt;" width="80">46 : 4 </td> <td class="xl65" style="width: 65pt;" width="65">E-Pkt.</td> <td align="right" class="xl63" style="width: 65pt;" width="65">15387</td> <td class="xl63" style="width: 62pt;" width="62">Ringe</td> </tr><tr height="27" style="height: 27.0pt; mso-height-source: userset;"> <td class="xl63" height="27" style="height: 27.0pt;">2.</td> <td class="xl63" colspan="2">KKSV Bischhausen 1</td> <td class="xl63"></td> <td class="xl64">12 : 8</td> <td class="xl65">M-Pkt</td> <td class="xl63"></td> <td class="xl66">28 : 22</td> <td class="xl65">E-Pkt.</td> <td align="right" class="xl63">15076</td> <td class="xl63">Ringe</td> </tr><tr height="27" style="height: 27.0pt; mso-height-source: userset;"> <td class="xl63" height="27" style="height: 27.0pt;">3.</td> <td class="xl63" colspan="2">SV Gertenbach 1</td> <td class="xl63"></td> <td class="xl64">12 : 8</td> <td class="xl65">M-Pkt</td> <td class="xl63"></td> <td class="xl66">27 : 23</td> <td class="xl65">E-Pkt.</td> <td align="right" class="xl63">14984</td> <td class="xl63">Ringe</td> </tr><tr height="27" style="height: 27.0pt; mso-height-source: userset;"> <td class="xl63" height="27" style="height: 27.0pt;">4.</td> <td class="xl63" colspan="2">SC Sandershausen 1</td> <td class="xl63"></td> <td class="xl64"> 10 : 10</td> <td class="xl65">M-Pkt</td> <td class="xl63"></td> <td class="xl66">25 : 25</td> <td class="xl65">E-Pkt.</td> <td align="right" class="xl63">14979</td> <td class="xl63">Ringe</td> </tr><tr height="27" style="height: 27.0pt; mso-height-source: userset;"> <td class="xl63" height="27" style="height: 27.0pt;">5.</td> <td class="xl63">SV Ulfen 1</td> <td></td> <td class="xl63"></td> <td class="xl64"> 6 :14</td> <td class="xl65">M-Pkt</td> <td class="xl65"></td> <td class="xl66">13 : 37</td> <td class="xl65">E-Pkt.</td> <td align="right" class="xl63">14865</td> <td class="xl63">Ringe</td> </tr><tr height="27" style="height: 27.0pt; mso-height-source: userset;"> <td class="xl63" height="27" style="height: 27.0pt;">6.</td> <td class="xl63" colspan="2">SV Kleinalmerode 1</td> <td class="xl63"></td> <td class="xl64"> 0 : 20</td> <td class="xl65">M-Pkt</td> <td class="xl63"></td> <td class="xl66">11 : 39</td> <td class="xl65">E-Pkt.</td> <td align="right" class="xl63">14900</td> <td class="xl63">Ringe</td> </tr><!--EndFragment--></tbody></table>Sportschützen 1980 Ulfenhttp://www.blogger.com/profile/03191377265688028827noreply@blogger.com0