Unsere TVE Jugendmannschaften 2012 / Winter 2012-2013
Konkurrenz | Spielklasse | Gruppe | Mannschaft |
Junioren U11 | Bezirksklasse B | A | 1 |
Junioren U14 | Bezirksklasse B | B | 1 |
Junioren U14 | Bezirksklasse C | C | 2 |
Junioren U18 | Bezirksklasse B | B | 1 |
Juniorinnen U18 | Bezirksklasse B | B | 1 |
Ergebnisse
Junioren U11
1. Junioren U14
2. Junioren U14
Junioren U18
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)
Juniorinnen U18
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EA0z5O9AfSUSQ7cEM6TktfG96qV9khGOfYGNngnzFjFBWy/Pxo/Jzmz+zMpVLsT/e+OqbpLzbMvgvoN/WfK0aASyXr8R3kirYabAtvMXXSHQH2VoisAqwVgaYvHoBw4AzpkAnwUKn0wedCeL98RRsPBPfm8JfTPrt49xJoaLF4+fuQtIjSZf2UL30RmbYhZTCAAougYxRgz7GGAu1lfF0TviX3m6JRlWKHcJL+aOnmW3q4R5JtLZ3mzTMkgEs6OdIO7Qc7XZgu7dHCwwW1CJ1i2jahFy/AZh+jbbZ3wAS4VEoO9ptfeunu16Klm3qoF60T+dg5V530ogBbuid/v33XDSmHAOv9xr4J8FApOUhycWnbraN8w1upNJScvTq/vO1h8c2bnXD6fRZg0W27+7RuOIxMNuZMB3F4GYCPAGcqgo6/ABvjF1rQXsY3Rsmz5J5LWe43RFZKHo2Pq+EeraMltbCaaG7imhaTKZ1k6cCSMSl6QrgtjQCbpcJEMUt3tIsxr7qlqatcAtxm8P3zl+5Mzy+tmLs2Er1Ma9W/TvQ2n0aAfUbrqRoRrUx5/TJ7+gfYkGjdmputY3FxXwW4zeCxC5cm7803V81Sav7MTmmoVDpx7PxXk9OPmivm0afiycvfh/gjbdeJXsxeNx6jnUDPeRYnQq6jKPNaeL4i6JgFmLZb80fj5aqxLCJmKjkLNJWr1SM1PT6WfGWoPc7Qhuc7G2tqlKT5E1dmbPJJ+6zOpTYwWwp0Oc3c65nwDl61R0FTD4QezJKxrooRYJXB9z8cvTHFd5PrRsXmBPJXI53GaRNgGm2UbciSJkAvS8eaonsqKAq6CENi3gVjtmkUNHkLYQRYZfDYH0e/qc+zA0y8jyI4cezDL76ZWmQHTXdMOn8f4otwRuzrp1PiGasUD3F1foxBJKUA5yiChlmAWbvdeThmOXaRbfb3K3aKklOVErczss0nUrulOxyUS2kzNJRO+WXfDzCo2OTT+N1fbZ3bOrmnBU8bIyYEYbLTHoZKJef2TSpFmc7KKUCAy0dOfzha+3ry3v3F5fXNVy+kzbXCqFF323CnnGyc7BBBspfXGh5B/R/iPuA8jYhal9hwcqRPYW1QNiTByVy0IXH3vnDK5pCwD9h4erC1+LkEeOTI7/44euUfk9MLi0ubmztrcvul30RXclI+9bsPv7jy9Z3p+78srW/tvJA/As8OPFAymb8P8WL0Np058lNNzNChUpbPEea18JxFULEI8NHaE/Ij24vfiR+NkQ5I8nfS+pac58cdBW2YshhnnFpolUmnxW/3us3OJp9s00VyaeM7u3ed7rrhp9iUymOzG68215cX79+b/Lo2+uFpfZ8+27ez8+g6iQ32OMCIvSbh+wTv3Fza2d5caT6ambolHUGVX4CZV3/n0bVhwW4nyKki+uxQWBUTthZw4093EhbdPSL8xMjF2a2dzc2lxYXpyX9cGf3j7+gRDdZGxLYPsJOwhkrvfN/cebm+sjQ/U58QzkhK1T0xQ8p0ElYBhiStr//2f/SYvMFP7hFDYkezdV+A2ahFPsCBHYPTnmCwbcTCh+JLpaHhiV/129Qlj/x9iBv2sXrJGm3Qbpm8C3ogtq+3MoWF5y6CgkWA2ceF4jiOo43m9DedcwzKR05/OHpLONk1xSEV3iUvj82yWf/KT/88m+wD/mKSHce6MzcujprZKXet+7UVBXoWT6sKMkwghlzyKS8D2zfnkIriZrG7Mn/9/F5PeuLYeX52Lp1s8RTIWdA8hTiOabg7f03R1uPWdu3ykfP8RFlWpQXMgJnmxdFGs3WG89CeR26iQQ51oQddyWEp0VpjYm/38MiRd/nu8/RnQb/zPT1Ef3f1p+TQ46HBYxf4Wc1sf529EY1cnCVDhGjjceuM3/Kpd/lx07Qq0jnoRENSTre+1ZDPcy/akOQAN6Xsgx+PTjxgeeEzv32YAfNYuWjj8b2r51sjocH3P+T1ppaXexSircfTyanXpT0nNiss8Svk70Mc8GPPPS7HwebR1oO9M7/Kp85epwX03k3kvxu2gCJ0sAlwyq+RKDXisQE5U9tO89EY68c66IcZkov4q9lqVhzH/mvbBLt8imLvOB+KVRR3jFiv7Z8v0rFhyhSSi+43892Am1xaKKZY0ixrwKm+/7OXDzbez/Y1pNssKNS5Q4+dMGO/+OmyrkaU8jtXbAyRcoUsfeXHcVy8IWWKMN+eHWO+xP1YA07f2RK3JzvQ250A76jz9yE2hK90eFzs017CzDB39nwtvJgitLELcMn760OdS9pPWUjJEyO7ST8JYsjGSt3wdfS9dCTBY/5qaS9Emg8waJZtl09J7ElALF2wzP7N1ziOt3+VvxnukcL23EPdD5b567ZxHEcvZv8+7KqrjEFY/rURy4fGsbjQHx26YjB+jy3yH4w12Od05Ovlk5t8tcndiOSj8sRCCN/ETb9Jw/kx5mhlbsEcBV2IIRFFdL6+ON5+8j3/LPS+BWF5fvw4yarg9vS3otj07eoC+hAj9Bxpz0sw5ve+W3TKQFfmgYUVIcEpwKXSUPn49emnPu812lmev+a5ATlH2x7+vM58T9q1u+LOBl9Rltzm3DNsioN1QkWFRofxmC8W4Ef0QK6owb9MLm5a+6xo43FdPPgpYfjLKfmzg3Ecv16Z+fuwz3dXSiPHv7xv/2ZGvLv60/U/SXGDxUVBD/7p+k/mD2cpFfL5sFAVwpkS5f8c5x+eS4qzPG0Y8/mdUXPik8lf1h1vrjnFDjDyb0Tl49dnll9ZX8nrlZ/+eVrYxZhll2T5+PVZw+A92mhOfnLCr1pyGBL/IpbtnIrXKzOmPST7FwU9eNr0rUblirYeT4kffBsqlU6cvj7PQp1ZAhvNKcv8JH8fIsL2enleRmM2V1SKozBSveJCi1Aq+QlwYhmnvvhm6v7i0ub6ptaGd7c311eW5qfvXEr/tZkUJWd2dmr01vT80konM9HO5ubS4r0J81mp9qoUw7ZpKLjly44OqKiwtkeDC/h+TS8Bbr2sielHzZXNzg7C6NXm+vKi72s6cWr01kxzdTPp+F5v7z2bfGPKR4CHSqWhUvnU2av1mcVl1WZ2tzdXmgvWQ5gL3oZUPvLnq3umq+wAjna21leW5ul3uW0V3srGyPFPb820d2dGrzZXlmYmbGdKpzgkbvDj0Yl7881VJauJYU9esnzcxr8RjRw5++3UzC9L61sdUdt9ub6ydN98SnD2g/rKp85erc8vbep19dc9nUtxdE82Q5I/SXni1Oit6cXldg3vbq8279evSt9PS1f8wrYhtd+R0n7jaGdzc6X5aNpqabS61pUdwNGrzfXV5rxvD5m7D2HQAGbfy2xs9FVGO1srzYWpqyk/A+X/igsvgr8AA/CmkeJURZCerEf3ANArQIABMAEBzsT43O7L9eSr7/+4dP7f2aapBLpzJmN4IwCHFggwACYgwJngHw+WTkxksaxFfdodgEMDBBgAExDgTPAzJuPoWYNsaWWhRl06dwmAAwwEGAATEOBspNy/G8dxHD36bjh0tgHYbyDAAJiAAGcl1YZUeRM2AL0PBBgAExDgHHzw+VTT40QH4yZsAHofCDAAJiDAeRn8ePSbvQ2pW+pZGj6bsAHofSDAAAAAQAAgwAAAAEAAIMAAAABAACDAAAAAQAAgwAAAAEAAIMAAAABAACDAAAAAQAAgwAAAAEAAIMAAAABAACDAAAAAQAAgwAAAAEAAIMAAAABAACDAAAAAQAAgwAAAAEAA+tbiNQAAAADsMxBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAkgA3qv19lqtSa995o6L9ZaBaN/1S687Kjc4/1i+0fudkjf96/4W6Nev16gB7Vqd2Us2V+34PWomwsgBQPI6WmFy8pbRblmCi1jST+1v3pLHwenXA2WYLqAprlqx5sBQ8T5+Qpa6KTgHkJhELL+nJcr+JzAKsSZHaG1Qb0i8JsqqmwEXdkE6HAALcGTF45RCAfPgJMBv4tkxdHBB3RYBrFdq6u1UV5iy58gABBgZUNe3zsOS091vIKMA8B+QGlmzSPDq2rv9K2/haKYuJqAQUYGfeACgCV0usJI1FHwvafUg+ApwaCDAE+NCitxe3AKW934prDVicj3ZMWf33WtsfLVqSLoedlPsH1GZDZZIovZKyJKiKS7xywyzAym2sueoz+07ibMZv8bcDUDhiS2xZsmrGrWGiwxdl6+7JPcr/Ku2xlT5Zh+rrq9xQhqrtvyZNqabfTbst3cmk/DV9HtIW3Jxn42zBnbFCbrDWmzAr4Ot9pH7YgMPsUO0Ma9RX00tjBVqBtKFRf5Lr/nRkEWBjC29U+932nTyVvPKTNV0mtWGsOM9upU8FWG+6ykUE2JigaYxscLlDgMF+Irdz5liy+5/jXALMrv5qwy7ApJXV6K2d9rW2Jrf3VnmNeajU4mIFmCYidywGbRbKZa89nxSs9eYWYFY5Wv7FjrHzV/GnlcR7Dd587A3K1dxcZBFgOpf1RGsAitAmP1Gpde7przb0/1ZNITEOIsCtv9JxiiDALdMxJMhbDtV4uKDBvmMYaDMPWA5PbLtFGwWYdPrtX6E/KsZXJv9IfWBUJ5JESOtjeWDzvKwF5z2GFBPKB/qmyqEZc9aeKwV7vTkFmHTXZCJEZ1PUzNoCzJwNuaJZDyT8RcRrNomV70/HPgqw2kIEodU9V/qz2iBUFGAhyppUnFCPWkGkATLJDwQYBMPk6ZJlzOwQyyHAirYRtTMJsCkbwm4C1qvoIc3p8+BbcIMy6QWRemR9ZGDMWP4brPXmK8B9omTyhbzkX0itCjPm3hNg29JkEfdL7KcAdySwpo3pOq/cMFjTL5sAW/Ip2I12g22NjYwWIcBg3zEqq9ZFuttmDgFWxqaeAkxairwMZBBgOdv+efAtuGltLzbmyjVwl/U1+w3WenO7oGnB5cAdeumeRWH3Su8JsFh7hd+vs39rwOqD/eLy7UClog6+OuOLvR+yuqAhwKC3MU9tFS+0RzRyviCs1j1ZBLgzFdNa3H4LsDsIi+c5qADb680rCCvWpmvK/RBgTtoC5qqQrkRBG9uAbgSmID155cNLgD1c0CYBhgsaHGQsvuW28Z/0CMgMJsDEt2nylOoxWaZJuUce0hZcbN3+LuiuCbCj3nwFmNWDmrhZPHpfgMW1D0sB095vJ5MAZ9kHrL1Odpvw74ZgAVcQFot08BVgBGGBg4xtcVefx9jXhux7i0VRKVSAjUGRdEuVHlYZSID9g7C6LcCp6y25gce+aDMZ6s6kmel9AaYvlA5fTNuQTPenI6MAe+3qEVCeEr06fcKYl16yAHtvQzIKsOEXlXxCgEEwrNFVKQ7G64oA0+Ag62ySXuwQHumv6fNgKng6ATZkm0eHdc8F7ag38wu1bUMS4pyVi6l1DwuwrGW2bUj2+9ORWYClV+uRiXYbI90E29hA02et2nEQBwvp8hBgXrm6kUGAQTB8W6LrQICuCDBteqaWokhspSY1SeNpr+nzYCp4WgHmlWY6iEPOWAFBWK56U7M3UK0LczLH+Sfa0Efr9N4EAaY1oBuPvA2pm2dBAwAAAKDLQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAZ6/fXkAABHISURBVAAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABIAtyo9ve5r/4LdfJg/ULyXOVGujST+1v3CI8bqVcHhJwUhleWrHmwFPxkrcsZ63IKoNs4WmKl1r7zRkX7y0C17kycPKKmltDlxlU0rf6HFwQAF2pb82g+bbETpdCf7ALMclmvDphz3xUBrlVyl9/zrZiz5MoDBBhkxkuAW+2OXv3VhjHl2knnI91vXEUDAQbZUNVUb1wyvPlkbiYZBLhSOSm18NZTclZ8BDg1EGAIcE/jIcAGKe3ckC7ZzugZAgzeEHRTd3aM+g0tq7ONdy241oATP5Weest5pTZORz58untyj/K/Si/TSp860PoqN5QW2P5rInI1/W7aRPURkPLX9HlIW3BznmlHqaVgz1ghN1jrTejsWvnv5JPUDxtwqOKhd/SdJqG+mjd6rCC2xI6FCJNXY43xN9V5F/3VhtWwzTbZMQn1HuWlO29wWIXLYhWbVOzWO31LS+w8MlCtH8KhCbCRvG7TuI16dlnXl9hDtt4pkwC37btj3Fb/c5xLgNll7CO4J6FyY42pSB+pbmkO0SqvMQ+VWlysANNEJK+IUZuFctlrzycFa725BZhVjpZ/0XHa+av400ribyBSSzSOehvVfktdtV+NqbUaDNtuk/Jf+3jPZbzBYRUuk86ZvqElmjz8EOAeIen/B6q1tgFo7YJKW/t+YlTZ7CGbALdFi3bWWTyx7ZIYBZh0+u1foT/aaUJ83N3+FYNOEP9DkgLLA5s9ZC0475XUoTrJBg9wc2bMWXuuFOz15hRgYqZEKqhyUDNrCzBzNuTx2x9qpJbI+gJPuKhwxxUzbJdN1ln/lfUGg1W4TNqSvn6DnL7cEqm3r1N1EODeQF7E4YM2lwBn65oyCrBBxsx+8BwCrBg66RRMAmzKhtbviDpBIz/T58G34AZl0guiekX01+zMWP4brPXmK8B9ol1ykyWjSLOLBQJcgACvmXwMyqTZ1LiMNilZcqobXFbhstic6Ystkc00XMEu4LDR7qmSFyot0Aj3BxZgvYt0dwQ5BNjcKfj0EWsmJ5JBgOVs++fBt+DGFQVjrrR/dGYs/w3WenO7oGnB5UVKeulr9kqtQoCLFWC9VoXXRF+B0yadluy6wWUVLovNmb53S8QacE/BxliOruaACLCabw+LzBeE1boniwDrARQOT6lHtjMKsDsIy/aO2T92X4Dt9eYVhBXz1cS9+yHA6SlwDdiWvtGwIcDij4LDTlECvK9rwMqf+ionXf7nOKAAs9qRPaV6TJZpUu6Rh7QFF5u9vwu6awLsqDdfAWb1oCZuVlMIMCNTFLRklu1Zr+4ooku8B8EFLZuQS4Azpm8dvsMF3bMws0lrJwGioLUfTi67H8y+o1EUlUIFuJW9js9NDsJqF8pzotkdAfYPwuq2AKeuNxI7yvaVyn0xzQwEmOEIhxQveWeFMVrY/gr2PwgrZYeQM325JSIIq+chhk0nEqwrC78PuIV5H6e5kOKVUYBpcJB1NkmvdrJiF5Y5D6aCpxNgQ7Z5b9g9F7Sj3swv1LYNSYhzVi7bKRAQYFNLNO6TMQ/JjY+YduxYtiEJexAMaXpsE7JaRVaL9UzfN4JkoB8z4B5DsBxzFPRa10/CUrGHN3c6WZf+d0WAtV5eObSBiplSX5Wa1JXrL0A+rcIzD6aCpxVgXmmmgzjkjBUQhOWqNzV7A9W64IJ2nH+i2bGmrBBghm9LbL0O3wQNBhYbDNvnIA7DORgZDsoQ9+Z5rAFnSd/SEvWQfqwB9yJqc9BsRj7ioptnQQMAQEqcJ0H2ylGREGBQGBBgAEAB9KQAs8N/PM48AMAbCDAAoAB6UoCd+/gByAMEGABQAL0pwPGaELr1xgYigKKBAAMAAAABgAADAAAAAYAAAwAAAAGAAAMAAAABgAADAAAAAYAAAwAAAAGAAAMAAAABgAADAAAAAYAAAwAAAAGAAAMAAAABgAADAAAAAYAAAwAAAAGAAAMAAAABgAADAAAAAYAAAwAAAAGAAAMAAAABgAADAAAAAYAAAwAAAAGAAAMAAAABgAADAAAAAYAAAwAAAAGAAAMAAAABgAADAAAAAZAEuFHt73Nf/Rfq5MH6heS5yo10aSb3t+4RHjdSrw4IOSkMryxZ82Ap+MlalzPW5RRAt3G0xEqtfeeNivaXgWo9U7JdaEq1SrdSBqAgpBbh0zHWTubtybMLMGvk9eqAufF3RYC737bdWXLlAQIMMuMlwK12R6/+aiNTsnnMUgACDA48ZPzq1zG2J5z7LMCVykmphbeekluajwCnBgIMAe5pPAQ4GYObb8iWbHGlgACDg076iaw+6i1YgFWSoYGuta3xgtqoWsMBw7jbp7sn9yj/q/QyrfTZmKVyo52HSq3916RqavrdtIvpjGXIX9PnIW3BzXmmHaWWgj1jhdxgrbdOtplVdPJJ6oeZqSoeegfd6bXVV/NGjxXEltixEPXfO29NrjGDTZImbLFM84sjf63UJAE2Pu5lk/LjgkEa/hEAnURNDWNE7tmt0X5/vwW4nYPOD1v9z3EuAWZXf7VhF2DtH4X60tukNIdoldeYh0otLlaAaSL83/v6jNoslMteez4pWOvNLcCSV0cwGPmv4k8rib+BSC3ROOptVPstdeUQYPKKSeXbX5zJH97u3ayPO43W9nhiM0qhWjcX7FQHPQbrbTQVMwlwf7VRgIFlE+C2aNHOOosntl0wowDTHqH1K/RHRad88o/tXzHoRJJI+0f3UmB5YPO8rAVv5UdeSCDZ4AFuzow5a8+Vgr3enAKcWAgtJpldEV9C28zaTYI5G97YzlRqiaSSfbG6oL1ak+nFUd9YRy/3/sXxuMto7Y9TRyIWWYAPcnNo92ySACf/HU6ADTKWKe7DJcCKthG1MwmwKRva8FnUCRrSnD4PvgU3KJNeENV1pr9sZ8by32CtN18B7hOtkxsu8QKZXSwQ4O4KMF9lUH/R8eLYuJyYmeu9O2zS9XhSRWYnDQAMaifSAquBgAKsd5HujiCHACsDWE8BJk1OdosZBFjOtn8efAtOBVjLs5gr7R+dGct/g7Xe3C5oWnB5kZJeujtRqVUI8D7NgIU14M6zjhcn5Ud9la737rBJX7NRXeUI/gJp8W5WIQVYHe16BDrmC8Jq3ZNFgDtTsb0KtXpKPbKdUYDdQVguC9hnAbbXm1cQVsxXgvfuhwCnp/trwGRUfQgFWPFCJ0mZfXIAGDgcAtzpcE+6/M9xQAFmA2HZU6rHZJkm5R55SFtw7+hN2QXdNQF21JuvALN6MPgSCRBgRqYoaPuewPQC7HgL6V3QzozZXdCmFPorJ/UIBgC8OSQCTAakWQ/f6RSgmwLcR5bNTUFY7UJ5TjS7I8D+QVjdFuDU9UZiZXnsvta50+gbc2gbBNgeDile2fYBk4gncWhoeHE0Vs4VhJWyybvMZo2sm8D/DJzQUSOdSFg2+AQWYMd2QI2uCDANDrJ2GfRqJyt2YZnzYCp4OgE2ZJtHh3XPBe2oN/MLtW1DEuKclYupNQS4g7ElGnf+OF3QphdoDWKyvzjnNiTr497jXcOvk4YD/zPwQGwO3KQPoAArnazL1rsiwFovrxzaQMVMPxlAqDVdbOTTKjzzYCp4WgHmlWY6iEPOWAFBWK56U7M3UK0LLmjH+Sfa0EczYggww7cltl6HJSmfiEirZZpfHPlrf7XhOIhD3H1na26uX++UDv5n4IveU2lGFVaAAQDgECHsZQLggAIBBgD0Dq35MfzP4BAAAQYA9AIO1zQABw8IMACgF6A71wE48ECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAAQIABAACAAECAAQAAgABAgAEAAIAASALcqPb3SdfJmiWh+oW9hyo1PZHKDfW2enXAKzX1Tj0FE7VKX19fX1//hbr513NgqhN7QbJko14daJUCvOFYrE65uLW0GqNkeNY0k/sPoN16Zcmah2xNuJiMdTkFkBdFmPr6+gaqdd8Hdd1JTxoB7uvr6CvDR4BrJ70tXs2DV/PoDQHO+zpBT+EnwKy/aPUmYj/SFQHuvt26s+TKAwQYyCSWQ5qCSekUOrK9bwJsHB04Bbg9KvcZX3Ru9q2LAynAWU0BAgzWYqcAVyrJiLa/2hCekq3IR4BTAwGGAB9WWlrTakT25iM8mMvybQKsG0R7mKC3dpobWYBTqW+nLZ2sWOqiM5/uq9Q8BFi5X0uwk/MbrSLyBulqJHIi5Cnlf5XMtOrzBh2HVW5Y86Z3KGrGOk+ldiSAg0piAHrra1mFZM9yO/Xq7rtot2S2QcfWxpF3+jykLXi2tubIWCE3WOuNdrxKbXTySeqHdQWmvlEd1qivpofGCtxd1PqXpJYM/iTdJPZBgB1DA5sAt1+/p29d6WsSyzA52dhlEGDp/pYV6m3eYF6+rVdPxNCR8VxXG/aOjOaN/7u9RMmVYm0DHDBEAW73y50u1ep/jnMJcG67dfj6VBnQfsKWh0otLlaAaSL2tubImLP2fFKw1ptbgFnlaPm39o2Gn1YS70FImxIbVPKP/ReqXVwDZlVMhgai+TIBPllJ+8400fUa+DNfvDz/JuPl5H87DcxjNZderbciJ2LsyEjjaReEutHsyXLFNfkbbFE54FAgC3BbtGhnncUT2+5iumO3yT+2f8WgE6QJJymwPLB5XtaC+zVhU1tzZ8xZe64U7PXmFGAyhyGdob1vFByfFjdhT8C6SkGAlTfSzSCsQgRYv9Kv5gpjfN7psNm5VgSe7fb4pb7GTVDEt/XKq3GkKSpvSy4s68i0ZIUmp5dResr27sAhwCDABhkzG3MOAc5ptwrarEvUCRrSnD4PvgW3NmFnW3NnLP8N1nrzFeA+se07+kabi6UXexKvpdLkfe3ZyeEQYOvyqqkK6MVcVVodWdaAjV4UXa6sgwPf1qsnYl5Lk7Nt7Mi0ZEW3vPqP/k+BQ4NRWbUu0v2WcwhwTrs1rRwZBFjOtn8efAtubcLOtubOWP4brPXmdkHTgqsm5OgbpVrtWQFWpMeiBfIAZd/XgI1BzlyAk/fdHog5d/KZrnYhAwqwO4LD8hQEGGTGPLVVHEIe3UG+IKzWPTnsto+sLu23AKdqwgdBgO315hWEFfOV4L37IcDk7VMDMFmRdPn4dyn+AkxOxjCsVFv2AfOljnTF6zSD3C5oseoPjQDDBf0mYvEttzvcky7/cxxQgMnUweQp1R1dpkm5Rx7SFjxbW+u+ADvqzVeAWT2oiZu7hTdCgH3VN95fAZavpEkYpqosOFDaHuPUQtqDGCIFuPz7BWHJfz00AowgrDcR2+KuPo+xOznsrVsUlUIFmHcgchBWu1CeE83uCLB/EFa3BTh1vZHpR8cqtLmTvW98IwTYMTO0byvY75OwlPYvRLfLm9uEwsjNQG9yYpaY4tIcyDYteVrsy7eGDHRZgGmQhSlv4kq5EINqKDI4fFijq8z7OBldEWAvuzWZZTtZaRtS9jyYCp6uCbva2j64oB31Zn6htm1IQpyzcjG17mEBFq1OKeDBEWBe49qrtWqP8AgTPOlUAfrW5V2D/dVGuoM4hN0RB0KAtSpVNr9LedNfk+Rp6CwKyq8PHCLs4c0ds7H6n+MuCbCv3eqH5whduS429gG9Iw+mgqcVYF5pWgr7EYTlqjc1ewPVuuCCdpx/Yuob3wABdq6C778Ag0OO15ACAABAUCDAPQgEGAAADj4Q4B4EAgwAAAcfCHAPAgEGAICDDwQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACAAEGAAAAAgABBgAAAAIAAQYAAAACMD/Aw63FXdpo2onAAAAAElFTkSuQmCC)
TVE Jugendmannschaften Winter 2012-2013
1. Junioren U14