Übersicht |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
Jahr |
Deutscher Amateurmeister |
Vize-
Amateurmeister |
Endspiel |
1951
|
![](https://img.webme.com/pic/d/deutscherfussball/bremenatsv18602.bmp) |
![](https://img.webme.com/pic/d/deutscherfussball/karlsruherfv.gif) |
3:2
|
|
ATSV Bremen 1860 |
Karlsruher FV |
|
1952
|
![](https://img.webme.com/pic/d/deutscherfussball/schwenningenvfr2.bmp) |
|
5:2
|
|
VfR Schwenningen |
Cronenberger SC |
|
1953
|
|
|
3:2
|
|
SV Bergisch Gladbach 09 |
Homberger SpV. |
|
1954
|
|
|
6:1
|
|
TSV Marl-Hüls |
SpVgg 03 Neu-Isenburg |
|
1955
|
|
![](https://img.webme.com/pic/d/deutscherfussball/bad homburg spvgg 1905 alt.png) |
5:0
|
|
Sportfreunde Siegen |
SpVgg 05 Bad Homburg |
|
1956
|
![](https://img.webme.com/pic/d/deutscherfussball/neuisen.bmp) |
![](https://img.webme.com/pic/d/deutscherfussball/speldorffb.gif) |
3:2
|
|
SpVgg 03 Neu-Isenburg |
VfB Speldorf |
|
1957
|
![ein Bild](https://img.webme.com/pic/d/deutscherfussball/benrath%20vfl%201906%202.jpg) |
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAABkCAIAAAD/gAIDAAAgAElEQVR4nO29XWwTd/b/v0m5QIir0i1CohdVckGV5CZqaRAiKBWP6kZBpICyRU2LYAVNVLX0CwIJCZACFzwEqihpHuCLQoSIICWC8qBsE+23JIHYkT0Z2+PxzGc+8/HMeDy2x88OTuLEnt/FSQYToNvutrv6S39rVNHwFL8453zOeX/OOf6T8f+/fvXrT/+9v3rGyCq5qQHjWcdctDEb2TXpXZf2FkU9fzafkLtk0rtORzVz0caZaFtuaiA3yxq55H/rO/7PwsolcxmrkWrKRnYBF82xSrKXIes63rrJY/2YG98pULuRfS883PhObnynx/oxb92ErOske5lCFYfcJdnILiPVlJsa+A+D+4/AyiWNqT4ABHQAjUkBja0xH+ofZRP/txae/K+jsTXA1Dn6F/iNkr1sHtyzDiOr/Afexx8IK5vN5TLWuWgjMCK2tQCI2NaisTUKVYzG1oj2SoHajR1HMHNRZK8g902Rf8i5h+BB7pvIfRMzFxF9Etn3eic2o7E14vhKeJB1HYAjtrVALTc1YBgzf9w7+mNg5ZLGsw4jXBH1/JnY1oIrgRNJ9rIA+hwzF0X+ocDTHMfxSOaQH2HN59P1SCQYDGuqpqmaqgZUNeDXwl5ZR1hze1SW5Vm3g3MPiewVgW4ktrWybblsW47G1sA/g2Qvm/SuM1JNf5Ch/e6wZoxnHUaoWHOsEu2V3PhOZF2nUMWaq0LxHBf5hwLyuD0qh/w8kiVJUVQ1GAzqkUg6nY7GJl0oPO7Uhq0eeAYf0y5GymZz6XRa13VVDciynxAZ+HIc4txDiD6puSrmqVnXuZ7WivbKkLvkj0D2u8Ka6gNr4q2buPGdYEoB9Lnfe4fjOLdH5ZEsETkYDCYSiXQ6nclkMplMOp1Op9PZbK6p01rwXnN5bcuWfVerD16rO3xjw6dtOxq6dV2Px+KpVCq98EqlUpFIRNU0QmQO+VkP4dxD2HFEc6wKOZagsTXc+E7euinkLjGedfyOjvn7wMrNstnIriT3BlgThF7Fc1zgn8wbEZF1XQdA2blMPqZUKpVKpbJzmePfjRQUn9n8RccHuztLator9rSW17bUH+11OWiMcSwWA2QmNfhDEomEpmki8XPIL/A0Zi5qroqQY4lkL3M9rSW2tZPedbmM9Xd5m78HrGcducDbClWM7Hsh1qrojIA8gElR1VQqlc3mzAd8Stf1WCyWSCTisXgsFjNySbCsoq2Xh60ehmEcTreTYWiadjKMJEm6rkcikVgsput6MBgE9Cb3TCYTi8UkSeGQn+dFkb0ScpeEHEuQdR03vlOhio1U079vYv8erFwSDMo7sVmgdmuOVQH0uUQcCGs8LyqqCv41/8xl8n+cSqU0VQMEuq6bsFasvzBs9XAcZx232SeYRCKRSqWCwSAA0jRNVdVMJpNPH2ABuEQiIct+DvkxxorneMixRBxf6bbUifbKSe+63Cz734GVy1iNcEWEXc6N74SYGiSXeCTzvIgxSSQSi99MNpfN5voHPa09w0E9nc3m4rG4oqpgKbMzzy2rYk9r9cFr9Ud7y2tbBkbFRCKhqRq8JEnJZDKJ5FRXH90/6Jn/82dzpmMCskgkImAZYU3kH4KJQWYXcpcYU33/cVhTfabrSfYyHdX4pKcIa5IkqaoaDAbjsbjpIOY7ARwFxWe2/603GpuMxWIYE03TNFVLp6Lwsx/Vd6yual6x/gL899Z9i8C5CSGKqiqKQgjxa+GN+34oKD6ztPxcU6cV/jHyYxnEQV3XCSEIaxzHCXQjRDG3pW7BJf9jsJ51TJNCYlsrULsVqlhFZwQsi8Q/O5Ocd7e5TDAY1FQN3kAqlYrFYoSQD+uuF7zXXH3w2uqq5v5Bj4h5juMUVVVUNZUIAKzS6ku37lsGH9OPBi2jFofNRtE0jTGWJEWSJAF5bt23wKG54dO2D+uuB4NhVVMh/CUSCT0SUVU1GtVnZ5KGMWMYM6lUSiQh5L6pOVbJtuXc+E5iWzsXbfwXQthvh5VqmiaFvHUTtldrrgq/9w6H/MFgMDU509VH1359b/+J24IUz2ZzqqpqmpZKpRKJRDAYFJDny6ahgveal5af+7DuOsKay0GzLAsUYhF/U6d1afm50upL404tlQgInNvDMgzDsCyLMSaESJLkYZknY7Z3t12DP+f4dyOa6uM4DmKfpmmSJM3OJKemswOjYlcf3fvACd9MKBQX+Cfeic0hxxKP9WPRXpmN7PqtvH4jrFRTknsD26t56yYd1UAsT6eiqpb867G/f7C7s7T6UnltS93hG4nkVDqdxphoqqZHIrqucxxns1GnWgYaTvePWhxeIjidToyxJEkYE1VBp1oGlpafq9jTOviYDmg+7vkLIYQwxhhjlmUFzj34mG443X+qZYBleUgswJAJIYYxM+7UNu77oby2xfxmeh84s9lcNDbJegi4JG/dxFs3/VZevwVWqmmaFGJ7tWivDKDPvUQQsDw7kxy2yR/WXa/c21W5t2v7gatFWy9v+LRt3KlBliBJkiRJwWBQURQPywic20sEEfNOhuE4DhAghATO3dozXFLTXrm369GgBYyOe+GFEEIch5wMIyBPQBVFzNM0zbKsoiiqqmKMp9KJYZv8VmV7xZ7Woq2X3912raSmfXVVc+Xertae4Ww2p0ciHPLPn5L2yt/K61fDetYxTQrhLwigzyVJ4ZFMCOnqo5e931Kxp7Xu8I1HgxaO48prW6oPXmvtGe7qo1OTM9m5DHiQqqqSpAAawEQIkSRF0zQ9EvFrYY5D9gmG9RAXw7sYXpb9wWA4GpuMx+KRSCQYDCqqKkkSxpjjOEAJhqkoiiRJPsWrakkAVFLT/mXTkEhCDqf7y6ahZe+3fFTfAf9+qhoAXknuDd66SbRXzkUbs9nc7wdrqg9IYXt1AH0uSRKPZC8Rhq2etyrbC95r/uSr64OP6YAqnu8aqj547ZOvrm/Zd7ViT+v+E7enprNhPchxHJgYAILjcmo6C2f/7EwylQgENafIPwSlAeQHv/RTUHPGIv6pdCIz+zxLiEQiqqoSQjAmGBNJkhBC4ZAKUa9iT+uXTUPZuYyAPALycBwHBM93DUF+hzEx7QtEi195Pv5zWLmMNRd4W7KXYXu1jmq8ROB5UZIkPRLx+6TeB87C0rairZcbTvc3nO7/qL7jw7rrkCKtrmr+qL6jf9Dj90mQhSuqGolEgJFhzORm2ZR+I0guYccRZN8rULu58Z3YXi1Qu+HH8CD7XtBw/N47yTg3lU7kVwKSpBBCOI5jGGbjZz0lNe07GrrdHtXvkziOE5CHYZgP664XFJ851TKQTkWDwSCkLBzyQ/yC+uzX5F//DFYuCbUxsu/VXBUScfBIxphAQqCpWjikHv9uBJJJMKjuvpFYxH/rvqVo6+UdDd2tPcMi5hmGiUQiYB1GVgmSSwLdiOx7eeumFySqsTX04w3O0b+4ntbSw5uof5SJ4ytBUYCf5cZ3YscRkb0S1JxmxqtHIggheoKCovLYhQfw7SmqSggRkGfwMf3B7s5b9y0+xauoaiKRAF48kr0Tm2Xbcna8PuQu+acl5D+BlY3sMoO633sHYQ0hlEqlIA+MxWI+xUuIvHHfDwXvNe9o6O7uG0klAgR7v2waqj54raSmfdjqEZAnGAxns7ncLBsklwRqN7KuI7a1kr2M2NYi+17MXETumwL/REAejAkhskRkTIiIeYGnRf4hZi6CgGUy5cZ3YuaiiSwSiYiYr/36XsF7zftP3PZr4Ww292wy+WwyGY/FFYlYx202G8WyrKZpsVgslUrpkQjPiwL/BMRbbnznpHfdL+vUvwhrIfn0TmwOkksiCXEcisVikJQDrGAwqEiEcqB3t11bsf7C/hO3Bx/T35y9u2Xf1ZKa9qZOq6Iofi2cm2VVdAbbq0FK905sBnlLxLxIQghrPJJZlncxvHOhhIbHxfCsh4A6iDER+CcqOuOd2Kw5VonjK3nrJhNZLBa7dd+y7P2W1VXNp1oGhq2e1p7h811DU9PZdDqNCYa4GQwGI5EICBjBYJBDfuS+GXIs8U5s9lg/nos2/kuwsgoUNNz4zgD6XJb9HIeCwaBJCg4piBoBVTSDV/3RXjiPWnuGVTWgKijs6wRrApnU771DiCySEI9klmWdTic9QZkvJ8PwvMh6CMdxTqfTZqNsNoqiKHqCcjjdLMsjrInEL/BPBLoRknKP9WORvRKL+DVNa+0ZXrH+wtLyc5DKFBSf+bJpKB6LK4oCGQYU5JFIBCokRVXdHhU7joQcS6B0y00N/GZY2ciuCLsclG+f9BSETaj14K+JxWJ6JALZIMbYp3iPfzdSWNq2tPzcxn0/DFs9wWBY5B/y9gNwuaCjGr/3jkj8wIieoGw2ip6gaJqG/zoZBmOSnJybnUkm49zUdDYei2OMgSY8FEVBAQTmJvBPAujzCLtcHF8p0I0C/0RV1cHH9CdfXV9d1Vy09fJfj/192CZjxHMckiQFigrQZk11jBCZZXmQW9nx+l9wxtfAWsgVkHVd2NeJsIYxBv3INCvIy4PBICRQHMcpEqn9+l7d4Rs8L2qqJrJXwO80V0XY1wmYROIXScjn08FUHU43y7IYE78WTk7OwR2HEa5Ie4uMqT6IR4nklKoGeF5kGMbJMByHfD5d1ZIi8YvED9ICCH4e68fIfdPvkzRVs9moJ2M2yB4YhoGMDHjlG1c6nY7H4jySOfdQhF1ObGt566bXZRKvhDVjhCs0xyqP9WPTAfVIJL++N0U4TdXMXNHDMhRFsSwfUEXFc5y3biK2taBwiSTEcZzPp+emBiaDZ3MZq2HMZDKZUCgeCsUzmYx5XWbohYZeOE0KDb3QCFfANRdkWKFQ3K+FZ2eSuVl2Mng2pd/IzOYgPcaEmNICZi7GIv5MJqOpPigtEUKQjgGtRcaVTqeDwaDbo2LmIjhjyF3ySv3+VbCedUCp7J3YHNSckFWBlrDIrECKg0oYCpdQKD47kwygz4GUis5IkiISv9PplGW/kUsaoeKcWjhNCo1QcTayCx4jXJELvG3ECoxYQYRd/u3p2m9P14rjK+ErRmCZEa6AX6mjGrhJc/78pji+MjfLZrM5QoiL4UUSEtkr4JKIPplKBObrGw5xHDJL8ZcjF6g6GBPWQzRXBYTpV0b6l2DlknA347F+bJ6AoAvnH4KmAy6YFQGZ3DBm5qKNvHXTguuFMCZAKpvNgeGI4yvHBt9Jcm/k1MIk94b5g7HBd749XVu87WRhaduy91uKt5389nTtvTulIceSaVIIv0a2LXf+/Cb1jzLqH2XOn9/UXBVGLpmZzUmS5HQ6RRICtU+2LX/OS9dNXs+NS11sXLFYjPUQOBkFanfIXfKyrPoSrAWzEqjdqoJ4XlQUJZ+UeQi+aFYEMqm5aCOyrvNObPZLP4kkhBByOp3mTxl6YYRdXrzt5NLyc2t3Hak5eAietbuOwBfh4C+vbYHbircq21esv1C87ST8sm9P15qkTF46qjFyyWw2p2ma0+lEWBN42uQF6b6qqgALnDHfuEAIA16KqrIe4p3YrFDF2F79snG9ACubzUG+7rF+rKIzEGhMs0qlUkAHFPG8aEUURcnM5oypPmJbK9orwaagYE4kp7LZnJFqgmBUc/BQwZr/XbH+QtHWy6urmk1RtGjrZVBUNnzatuHTto/qOz6q79jwaVvFntaP6jve3XZt2fst9+6UorE1kNm/klcsFmNZlkN+iNZobA1y34TCCGOS54yKqqqaqkGtGgwGAVYikeCQX2SvPI9cLx6LL8DKZaw5tZDY1mJ7tU96CpcOEK2gmiMYg26pzDugAn9fanImN8tqrgreugnRJxHWBCyHQvHMbA5uyQy9MKcW1hw8VFjatmL9hdLqS4AGnoo9rRV7WvMxbf5i/qk7fOPDuusr1l+4d6dUc6xyjv6Ffrxh4v/WLuKluSpyUwNwDgSDYZBGZdty3ropHBgBjiB4mJEe4oOXCOlUFJT7dDoty36WZaG0EO2VxrOO18KaizYmuTc81o8Vz3E4BM1brKCe7n3gFEkooPmcTqdz4TAmhASDYcOY0VGNaK/k7QdYDxGJP52KQqMDRG5xfCWQWl3V/GswwT1r/dHefFJQMJptIyayif9bOzb4jji+MoA+N6b6jKySTqcFKY7ok7JtOW8/AMFLVVVTRGQYBvKJ/kHPwKgIangmk4nH4nAsyrblyL530rsuX73Jg5VLmim7X/qJR7IkSWaxOjAqFrzX3D/oAZOmJygnw4BJZ2ZzRqoJJHmJOJD7po5q0t4iQy80YgXTpPDy91Wrq5oXkcrHBKQA0/YDV7cfuLqjoXv/idsbP+sxSbktdWBW8OQjM8E5f37T+fObClWsoxrMXKQcSLRXiuMrMXMRjnJCCMitFEUhhOKxeNnOmxv3/QCuCu+UENnNjGuOVdhevai6zoM11TdNCpF1HW8/oCoIcivDmBkYFUtq2rf/rXd1VXPD6f4Nn7Z1940IyAOicDQ2mZtlQ+4SbK/2e++4UFhkr0yTwpBjydjgO5e/r1q764jper8GE1zcf3P2rklKoYrZ8Xowq/nnNcjyHXMyeFaQ4hC8TGfUdR0hxDAMTdPVB6/taOiu2NO6/cDVLfuu1h/tNXMu1kPgLgbbq/MT1Oew4LrUzBggZU+nor0PnBv3/bC0/NyGT9vqDt+o3Nt1675FkQjDMGBWc9FGYlsLnsvzIsdxRrjC0Au/PV1bsOZ/l5afM4P3P8UErnfswoN8Urz9AJiVc/Qvz3m9CpkJS6GKjawCJZHiOQ4nYyaTgSSDYRiOQ/VHe1dXNW/4tO2Tr64Xbb18/LsRPRLRNC0ei0OYNz3R1J0XYC2kV/M+yIuKosCdeDSqDz6mS6svwaH+aNDiJQLHIZZlTbOC3yUSP8MwLkaaizYasYJ7d0rzXe+VscnEtKOhe0dDN5D6sO766qpmICXQjWBWrqe1wGsxtTxeEL+of5TpqCY1OUPTtIvhBZ7WHKuQdd28cUUiEK04jqs7fAMO5WMXHoRDKpzyqVRKkpQXPHEh4frTonOQtx8AFnokAiJsWA/Wfn1vdVVzd9/IW5Xtn3x1HbRajDGYlWQvU9EZWfZjjCmKohzI770DKdWK9RdMBwRYr8P0yVfX95+4faploGznzeJtJ8cG31GoYuw4ItCNbksdPIAsn9orTcz585sz0bagnga5AmHtBePKZDgOeYlw675lafm5811D+0/chp4Bs4UiGAy6GAnbq0FNMs/EBctauA1U0RmRzJ+DkFtpmkY50K37FhHzt+5bHg1aPCzjZBi/FjayyiKzoico+wQjEYcRKoasqrC0rbT6kumAgAk8DhjB03C6/3zXUNnOm2t3HXH+/KZkL8OOI9hxhLcfYMfr4XklsnwTo/5RBsdiLmMVsAywWHbeuHjrJr/0UzabU1TV6XTSNN3dN+Ji+FGLo7tvBNIgXdehRIEzURxfKVC7s5FdL8ACQYYb34ncN0E4NlN2PRLRVJ8iEZZlRcwDKY5Dyck5I9UE//6KRDAmNE3TNA3fXzayy4gVQNgCWKZZwWEHjOoO36g7fMMkVbztJCRNKjqjeI4LdKNAN/L2A69D9tzEHm8Qx1feu1Pq/PnNtLdodibpYnhQwegJCmEtgD43j8V4LA6avcC5GYbxsIyIebjiNHUuAcucewhgmWELYM1AwHJb6gT+CeSir6wEzeIGtK1J7zpkXSeyV7yyznHIFKcWhS3o9cg3qx0N3YAJSLX2DG/8rAdIgVOr6AxYFvB6JTLTxOjhTRF2+b07pd+erg05lmQjuxLJKfhnAwmMRzIEbMi5pqazGONFBZCmabqu65EIiM6SpLBuByRSClUMYetPhmEYWcUILINzR+BpjkOapoEPJhKJyIu6FQgMPp+em2XhQPBJTwmRwQcBFuVAYV+noReODb4D5d7LZgWkvjl7t7VneOO+HyBOQSsOmBU8v4AMTMw5+hcgVV7bcvn7qpxaaKSazIAFsBiGEXhaoYpNT5QkaTEsKK11HWApqsqyPNyTmnc/fzIMIzc1kFMLIUwIyAPR/blZLcihcJcJAkNQTxvPOsAHvUQwfRBg2SeYRTH+lWY1b1MLpDRXRZBcCpJLiuc4GNcvIGPH63n7AZPU6qrmjZ/1jA2+Y+iFxrMOQYqbsOCfEGFNoHaL4ytF9ko2m9NUDe64MSaQWufrXNCc4faovP0AtFRDtvUnw5hXGpB1HWYuIizCrQSYFfigpmnKi7pVIjk1F20U7ZWYuSgSP0KIohYE4gnKPsEI/BMjsGyaFBZvO5kPyzSrl0mFfZ35pMzndchMUivWX/iw7nrFnlbnz28aemFuagBhDWCZxsUhPxQx2HFkKp3QIxFoCXidFKHrutujIvokGltjKhB/MktC3rpJZK8grMFRCJcfIFrrug5CO8uyLMvyvJhORSe96+BAEImf47jnPkhRFEWxbkfaWzRNCtfuOrLs/ZYNn7aZZvXJV9fnve+znkWkTEBgYvlfyeeFHUdcT2uT3BtAqnJv146G7uJtJ2Xb8pxaGA6MsB6yCBbrISL/ULYtd1vqUolANDYJdyWQcymKkheOJYhcEOnQ2BrzQPwTHIVwMbtwFGKopCAMKaoKRRMm2Ol0UhTlcLqTcS7kLkH2vSL/kJD5CwjzToGiKKfTqbkqktwbNQcP5cMys4QP666/kpSJCb74SmT5pDZ+1rP/xO3KvV1rdx2Rbcsj7HKf9NTF8CYseEF2Ko6v9Fg/DgdGQqG4zUaxboeAPHBlpWkaTdMuBy0gTzwWz2ZzsuwX+YdobM1CHg9uGK4IOZa4LXXIfZP1kGhUz2ZzLhSGvzKsB1UtCd1lsuxXVdU+wfilnxYOhCeEyE6I7nk3WizLLoIFZgWtQu9uu/YyqXxM+c8iXs7Rv+STajjdD0WYCSuoOV+G5WQYgr3QCSLyDwUsi5hHWLt13zJqccDRr0iEQ37zK6lUinMPAayQu2QBVqg45FjC2w9w7iGW5WOxWFcfvbqq+dZ9i6qgW/ctGz/rOdUyAA/CIushYJ/YccTNjBMim7dV8LLZKI5Dk951oGGZsCBHf3fbNcg8IaLnu54JKKXfgGcRL4/1Y5PU9r/1fnP2bv3RXhNWyLHECCxLxrl8N4TvB0RndrweWdch902eF+F9NZzuh5iQncsM2+Ttf+utP9pbf7S3u28kGpt0M+MT/7cW7hMXTsPA25CDcO4hq81ZtvNmYWnbln1XHw1awiEVvhVJUrr7RhpO99+6b5FlP2YuorE1iD7pctCSJJmh3XxhxBvhinxY+0/cPnbhwbvbrtUcPCTblov2SjNLMM0qH1M6dncRLyB1+fuqZe+37GjoPnbhwf4Tt+G9bdl3tXjbSYCVm2XN9N180TTtlXWH5X8gMRSwXHf4xidfXbfanOe7hsprWwYf0/VHe6sPXns0aKk7fGP7gavDVo/A0/TwJmTfq1DFr4Bln2D6Bz3Qxvdo0BJQxdae4e0Hrt66bznVMnC+a8hqc4pkHhZmLtL0c1jmyz7BqAqCixwI8BDUwaZk23LoBzBJ5ZsVYDIfk1c+qbrDN061DHxz9m7D6X7gtf3AAiy9MJexemX9l2HxvLhl39Ut+676FO/5riHQnY5deHCqZcDDMue7hrbsu3rrvkUiDufoX14Li+fF2Znk8e9GoAPPS4TWnmE46bcfuHrswgMXw+fDcjqdhBBIl/NhBTWnmTqAEGaSEu2V+QnBy2aVjt3NTQ3kpgZMXm5LnUmq/mjv+a6hYxcemLD2n7i9o6F7dVWzmTqYSenzmOV0mrCQ+ybG5NiFB1BIN5zurz54DSpqE9b2A1e7+0ZeC4sdrwdYoYB87MIDE9aGT9vqj/Z6idDdN1J3+EZrz3C+G7JuB2Sk+QGCcqB07K6ZlG7Zd9WskIltLaJPwvH/T2EBL2Tfa8ap/Sdut/YMn2oZWAQLNKl7d0ohKU1OzuVbOsASSei5ZSHZPsGc7xrqH/R0942UVl9q7Rn+YHdn3eEb0JJnwlrshhDg3ZY6gBWL+I9/N7K0/Fx334iI+e1/612x/kJ330h338gHuzu7+mhCZJG9Auk7wIKUwoTl9qgz0TYod4q2Xs4nlZ9VAq/XuWE+KbCp/Sdud/XRQCofFsT4d7ddu/x9lRErmIs2ZmZzToYxjQsCPMIabz8AliXLfvC+wcf0+a6hD3Z3BvX0l01DS8vPtfYMg6bm9qgCT0OAz4MVrgg5lrie1or8Q54XwyG1q48uqWmHhv1hq2fboR/fqmwvr21pON3P86LD6fZ772iOVVBLYkycDENRzxs3vLIOhfTl76vKdt6sOXgISOVXKias1xlXSr+RT6rhdH9XH32+a2iRWQGpusM3Smravz1dC5f+2WwOY2JboGWzUdB1Yjaa+Xz6o0HLB7s7i7Ze/mB358CoODuTtNqcoJ6X1LT3PnAmEgmBf4LG1rgtdc9TB0hKoauCRzJCCG5oOY5zMkxYD2YyGZ9Pt08wHpahJygXwyfjHLQDCvwTActwBWBafizih+j+7elakxSow25LnQnrF4wr7Ovkxnfmk+p94DRJvQzrk6+uQ/YwTQqNwDIjq0DaacICVUuyl5lJqctBUxT1ZMwmy/7ZmSQ0U7sctNXm9Pn0bDYnYBmS0vk+t/xyx3RmjuNisdizySRUhVCOQ9Ma3JtyHIpF/GlvEbZXi/zD57XhBGWzUS5Ggsp8bPCdmoOHxgbfQdZ1pjRswvoF41qUJeSTeqVZffLV9R0N3dsPXF1d1WzW0lPTWWjvAlg8L4r8Q82xSqB2J+NcKBSfH0dAvCJBLT3/Cmi+eCyu67qZTnqsH+dl8FBIj63BzEUByxzHwfykKc7kVdHAC4VC8WxkF1z5isSPMTbzLFVLzkUbQ44l9+6U3rtTSj/eYF43QLPoK3mZxqWiM7x10y+QehnWjobu6oPXth+4+u62a9+erjViBeCJEjRtm1cAABZtSURBVJFN7QEKaRD1Z2eSqhqA5vCFm8QXhZpIRFVVFyNBIc1bNz0vpI2pvpxaqFDFiD5JMGZZXlXVX9BnOA6pWtJINYUcSxB9UpIUM2xB0pD2Fjl/fhMU8fz7mHxYr4xcKjqDrOteGaf+qVltP3D1g92dZjmdy1hVLWkehSCWorE1KjqTzeagnl2YWlis0kQiEUlSXIwk0I3Q/vpcosnNskZgGQRsEfMsy0uSlN8Dskj5QwiJxJ/LWJPcG9z4TlVBhMgcx1EU5WIkFZ2BS0Pzhop+vMGEtci48iOX4jkOpL49XQukoCl0kU29zqw+qu8orb5UWNoGEmA2ssuvhcETOQ4JyAN9/Cn9xtR0luPQL0s0hBCW5b0Tm3nrJoUqfi7+wT1YhF3uttRJxMHzIsb45V5IMC641OV5MZUIGKFiyV4m8g+9sg5XOy6GT+k3DL0w5FhibmiYv315CVa+cWHHEWRdN00K80m9EtPLZlV98NrmLzrKa1tAlRXHV0LYCuppyGkELPu9d+DOPDfLRmOT5oDLglm90OQWi8V4XmTdDuhijnr+/FxWhs4puGGFgM1xHDTivKbBCCOEgnoaYhNmLqpqADwRqoq5aGNOLZRty4GXCcv0xJcjV36c2n/idv7Bt8ig4DFhgVkBKei0mY9ZcxmCvZA0iCQEZhtAnxvGjKppAOt1srIeibAsz7mHQINPe4ugneaFqzDz9oFlWbhBe2VHJBiXV9ZzGes0KQRPhLkcMK6AKkIVDbzMe71FxvWcVx6p+qO9izCBNZmkoHKG3GpHQ/fmLzpKqy/lk8oF3s7NsqqWpGnaZqMQFkXMeyc2I+u6mWhbZjYHN6wQ2l/WlOOxuKZpLkbCzEWYK1l8FQaHPTQYKorCsrwkKQDLPBYXxOXno0aqlsxGdmmOVch90+fTCZkP8y5GCmrOV/B6lXHlR3S4kQbZZJHfLcIENlWxp9VsOXlOamoAHNA0q7CvE7pb06kowV7ojM7rNX0hWqVSKUKIi5EC6HPRXinZy8x2h+fX97nA2xF2uetprUQckCKYYQsG4MCgoNNIVVWMeMqBoK8Q2ffmGxfchpm8zHifH+ado39xW+ryIzqU68DlddYEprTh0zZoJygsbSssbas5eGi+ATVUnMtYzVBFURTGxEsEHdXw1k3QwyFwbkUiYT2oaZr5jgCZpmkw4M9xSOBpzVUxH7AWGmleaAwBT0Tum15Z5zjObPLTdT2RSMAgLTQhTU1nOeSHaV9srxbHVyL3zVAoDjNH0ODuYni/T4L4leTeEMdXgomZnkgPbwo5lgApuL6vO3wDuOTHJjM8bfi0bXVV87L3WwpL2wrW/G9hadvaXUfmi2e9MBvZZWQVn08HUjB8IpJQkFwy26EwJl199MCoCG3k5iqAZ5NJGISFCU8XIyH3TeiiSXuLXmoMMQzjWYeZbamqyrI8xtj8E5OTc+NOrX/Q09VHQz9Q0dbL57uGUpMz0GPHje8Mak5VDRDyvK62TzAi8af0G2Bi0EFrRn00tubb07WFpW0f1XfUH+3Nv6MGRvlOt/mLDrhVg2bUy99XjQ2+k1MLwaCMZx2JRIJHMmBakEb9EnF4JzaD0Ojz6dCuUbGntaSmHQSM/kHPuFPLZ4cQyvfB/M7SPFhZxQgsgwQiqDkJkUctjqZO65dNQ9v/1gsFJ4SJ0upLK9Zf+Ki+o2JPa3ffCI/kAPocElRd1yUiY0wo6vn9hYuRVAXNRNsAGXRvwQPdW6XVlzZ/0ZHf/WDeV8P/QimzYv0FcXxlTi2ENrl5TKmmZJzz+XSH052vYWFMRBIKoM/hEEynooOP6bcq21dXNVcfvLa0/Bw0Be1o6K7c21VS01779b0vm4YGRkVCCLTwcuM7I+zy/OmUFxtwFzxRZK/4tbDD6X5327WC4jOwFwBahUDPhba0peXnuvpoQgh0gihUsemMZrUIBaN9gnExkiKRcGBkMng2G9llhIrhfh8cyuSVjwwabLYfuGpmmxDCYdlYOnY3HFJFEoLrifyyGWMMcV20V3onNucy1lAo/mTMBtNrFXta4fTY/EUHDCnDeyx4r3lgVPT5dJG9AuegESrOHwp+sQF3aiCnFkIqryrI75P6Bz1lO2/Wfn3vrcr2oq2Xb923CMiz/8TtLfuurq5qbuq0PptM0hOU26OmY3fh8tEnPQVe8x1IeToX6IIuRhJJKBnngJfZ8wa88hvbqg9e27JvnlTNwUM5tdAILMtlrMnJOYQ1yoHsE0w+phdIBUbMdAFSdtbtcDF82c6by95vOdUy4GSYR4OW7QeultS0bzv0Y9nOm8e/G0mnojwvwoSY5li1aC5lUR/8jBEqht4jEH0w4gmRzRVE35y9e+zCA6jCvmwaMowZhmEgQEAlFXIsYcfrg5rTr4XhmFkk71KUDd6ei5Eg14dLDZPXR/UdW/bN84IcqrC0rXjbyQi73NALjVRTcnJukSnlvwghIvEHNSecgAH0uaqqDqebpmmn0ynwNIwqQ8CFUb/ar+/BhJCiqjyS/d47kItOk8JFQykvDQ2kmswwr2kawV6M+GeTyaCehonC+qO9Gz/r2bjvh2hsUkAe67jNp3ghuGIkwmAodhwJaD6/Fobuc3gbi3Rem41CWDMnCdbuOmL2VFbsaYX8oGjrZcihQHjJRnZlMhmeF1/GBF/BBIvE7/dJMA8j2isF/glGopcIhBCGYZxOp4j51p7hwtK2D3Z3NpzuL62+NGyTs9lcNKpzHAf1NjSDmLno62FllVzgbSh9/NJPPp8OGpaRSx7/bgR6Ht/ddk2Q5sdDNdU3NZ3967G/N5zul2W/mxk3pxtUBQWDYRAqzAagRZdAkqSYvMC+oFu3aOvlFesvFKz537W7jsznUOGK2ZmkSPyvJOV0OjEmIvGbM1awoAPkY9jrAG1ZNE2LmId1HDDanU6ngRSPZL/0U8hdIlC7k9wbL08Bv2rQKdUEkQs7juiRoERkLxG6+miw3rcq28edWjik2my2aFQHUiU17dDDKmDZJz0FnZodr1+IXzK0npu8FpDZ7BOMLPuBl6EXXv6+qmjrZRPZt6drYTwsG9kFpCjKtggT5FOEEK+shwMjYBeaqyIdu+vz6a09wzCPD7wymQzG2OWgMeK3HfoRgn1rz3A0qrMsKxL/L5jVa2DlkrnA2xC54HTz+6TWnuGC95qXvd/SP+hJJQI2mw0WhWw79GN5bUtJTfuHddddKCwgj4uRknHOCFfMN5vwD/VIBDpOOQ6ZKZiJDHKxmWgbjBdE2OWXv696PhWmFxqppmeTSQHL+aTMZApjTIgsy36/9w7My4JNiSQUCsitPcPL3m95q7IdRtthNkaSJJeDtk8wZTtvFhSfaeq0RqM6h/x+7x2QGaZJ4SuHy18znPmsA4wLrMPn0wnGG/f9cPy7kVjET1FUOhV1oXDZzpsw8L5x3w+qloThC5ZlWQ/xEmE++Rpbg5mLAVX0a2GCvVBX5iOjKIqmabdHDQdGspFdRmCZESuAZAoWRAb1NMvy+ZkBBXoeQgR7vbIe1JwwgA0WEdScIvFDH2ws4odEdNn7LVv2Xf3m7F2RhGDagnU7bt23bNz3g0hChMgScUBupTlWvW5S+nVjvzOQQEr2MkSfDGg+SZLsEwx0y6RT0XGn9u62a5V7u4q2Xt526MdobBKWN0CBDXYOGrZCFUNDucg/hKi/gAyxLGteOEJWIRJ/ODAyF20MoM/Tsbu6riOsgXhgMjILYK+s+32S33sH9EyFKp4MngUpqrtvpKSm/YPdnbAq59GgpWznzYL3mj/Y3bn/xG2I6MFg0OWgwTbBAUV7pWivzAXeft1mxdfOSEOzt3mREQyG4UDxEmFgVHyrsv2j+o6irZdrv74XjU1Cey4gYBhG1/X+QY+LkRLJKYF/IlC7YTGDQDeK/ENN9fl8OojR8FugHRY6iCERczES5UDQFQBdVPNqHRYFLHtlXVWQ33sHO46AkgmuB2Q9LANBo6Sm/VTLwNR0NhxSRy0OCFIlNe2ffHW994ET4ld+/Qg3b4uGm34VLMOYj/RQAPmkp34t7CXCqMUBK1U2f9FxqmUgFosJnHshdhCGYcIhdWBUhNp48DGdSE75fDpy3yS2tSHHEmhUQu6bPumpT/HKsl8kfgHLsCjF1C0XVDOCMcFIhIpdJH4vEXzSU5G9ApjQ2BpYMeglgl8LD1s9uq5PpRN+n9Rwur/gveYt+65CaPcSgWVZGHmHGnNgVAwFZB7JPump5qpA9r2aY9Uv7/H55SUY886oOVYJdCPUySLmmzqt0IPc3TfybDKpaRp4H0JIQJ5obBJiGVQqrT3DIvGnJmcwJiJ7BSa/xfGVor1SoBtF9orIP/RJTwXkQQjBkoL8B9QSgX/i994BRgK1m9jWzi9lpk8KPM0hP8vyx78bgfIYprFCAbnu8I3VVc11h2+4PWp2LgNuAZuGar++FwrFCfaqCtJRzXxL8usd8NfAMnKzLJyMMKitRyKEEL9Pgjzlo/qOW/ct2WxOURQIQOlUFJIMs/Qt2np5/4nbw1ZPPBZHWMNIFNkrkLua1JB9r0A3mhuDn+/uYa/ArhDYVAMbQzTHqknvusngWYGn/VqY50UR86daBgqKz0C/JGTOoxbHkzEb1JvfnL2bmc3FYjGapqHjjHIgRSIgN0P6Ok0K/+k6ml+x5WiqD4IXNJ1C8CKEwC4TmHvSNA1GCgQp/lZl+5Z9V+sO3xh8TN+6bympaV9afq68tuVUywDDMCzLh0LxYDAo8E8wcxE2m8P6D9ibYi6cNndUw6ZuGDxD9EmRf8hxyO1RRy2O811DOxq6YVcuHHml1ZeKtl4u2nq57vCN811DoOV/8tV12J+lairMomDEQ6iCK58k98avWXT061ZCpZqAl8f6sd97ByI6z4sQMldXNQ8+pkXMx2Pxvx77++qq5u0Hrjac7n80aAloPoTQN2fvrlh/obVnGDpVzncNQXEPsRzWJSP3TeiugX4Ih+V/HJb/QfRJRJ8M+zrDgRHW7ZCIHArFeSQrigKzMZCFt/YMp1PRUy0DEI+gc7W8tqVo6+XtB67WH+3d/EXH6qrmcac2O5OE60JTkwAdJhvZ9WtWaP3aZWMgeMLIiskLY1z79b3j341wHAqoYv+gB05JiKAf7O481TIAjW0w8bP9b71Ly8/VHb4BnXYi5p1OJ+xKDoXi0dik26PCURgMhkOhOOy4MNWFYavn+HcjdYdvuFDYMGa8RPiw7vpble3fnL0bj8Ux4vP3Bz0atGzZd7XgvWbYDlhQfGbboR+hgUMkIb/3DgT1CLvcCFf8yr3yv36N3Uw2siufF/gj7Khi3Q7WQ8p23iyvbYE2wWMXHoBfVOxpvXXfElBF1kPe3TavHa6uah62yT7FCxvCNn7WA+YmYNnDMhyHQHSsP9rrQuGwHqQoG5zCS8vPweKp/kHP7EwSqpntB64O2+RUIjD4mIbR8/0nblMOFA6prT3D2w79uOz9lm2Hfhy2yZIkmTaF7Hujnj8b4Ypfv6/6Ny1IfM4LWm6gjoEo8GXTUEHxmdVVzee7hmIRfyoRGLU4djR0l9S0Uw6kKqj3gfOtynbwCBhZCwVkSNlgxL5o62WRhFQF9Q96YLnmJ19dP9UykM3mXA7ap3j/euzvsJsTBvK6+0ZYlq0+eK1yb9f5rqFMJiNi3twfdOzCg0RyKhSQYaEiwqKiKBCnvBObwft+E6nfCmt+PzDwgnVMUMfA+B54ASyMczHSVDrhU7xPxmxwZn/ZNFS09XL1wWsf7O5csf7Co0ELdMqBrS0tP/fXY3/PZDKqgo5/NwLuDIuoVS2pqT4BefoHPbAYCEZjwd3Odw3BBYcgxf0+yUsEkN5g5DIei8+fPFhWFaR4jnsnNmN79b9A6rfDMgzYCWIm99hxBPJVn+IlhDR1WsH74J2wHuJhGYqyYUw27vuhtPoSqKwbPm2zjtvOdw1V7u2C5Xcr1l/o6qNnZ5KgB5TUtNcdvgHTE70PnNm5DE3TkqSU7by5tPxc/dHehtP9q6uaP9jdeezCg/NdQ3WHb3T10dm5DD1BaaoPTp7j341omoYQAuFURzWwNDTJvfEvkPrXYBmGMX8+TpNCmPZG7pvBYFCW/QFVHLZ6ar++BwdTw+l+TfWxbsew1QMBCzYofnP27qNBC8z5nmoZgL49FwqHAjLsLduy72przzDMmDac7ofzBIwOdug+GrSc7xqCJSMf7O6Eq4d0Oo0QUiQybPV0941oqk/AsqoGwr5ObK+G3X7TpDAb2fWvfVLIv7G1e6ovF3g73yWDmjMUivsUr0/xdvXRH9ZdHxgVwyFVQJ6mTisYwuBj+qP6DphI2dHQ/c3Zu+e7hj6q79j+t97U5IyqIMhpgeajQQtkTFDKsW7HsE1e9n5L0dbLp1oGYhF/a88w1F5Ly88VvNc8bJNBxhOQx0sEhLWg5lQ8x7G92mP9OMIuhwG7X7lo83eFtbC423RJgW70e+9A1IfS2sMyLMv6FG/t1/dg/zTL8qXVl7bsu3rswgO4AYHVk8e/G8nOzQcs2EMH/gWbCxpO909NZwXO7VO8G/f9ANfXUE73PnC+u+1aYWkbnHc+xcuyLI/mFS7YTTnveqHif2dl978LyzAMI5eEEDZNCmFWEzMXfdJT+LwJc/vqX4/9fdn7Lce/G8GYLHu/ZWn5uaXl52q/vjdqccDp1j/omUonOI4DNbG8tqWg+Iy5u3v7gavjTi0a1QXk6eqjwcdbe4ZjEb9P8Q5bPY8GLaqmKhLhkezz6eHACBgU6FPgev/mMvjfAxYQmxowTUyyl8GCSL/0E6gxcG0xanGMWhwsy39Yd72wtO2tynYXI51qGVix/kJJTXtQTwc036jFUVLTXlp9qWznzS+bhpo6rU2d1mXvt0AHfCQS8bBMMBiGMA8KJ2xbJhiLxK+oql/6SUVnYM2pZC+bN6hnHf+y6+W/fr8P/MgljVSTGcUke5lA7Ub0Sb/3jqog+FwYuPuAIaNb9y1eIoB7bjv0YzabA/Easu2uPhpWBRnGDKRX7267BtUvpCmPBi2SJPG8CKvxQN5SPMcFajcstYUINRdt/B0/I+V3/iiZ3Cw7F200AsvAyhSq2GP9GNaw+qWfgJos+xVFge0RVpuztWf41n0LpEitPcPVB6992TTklfVIJIIx9hLBxfCDj2nKgViWB3ERISRJiiz7VQXNmxLdCLFJoYphe1k2suv3+pwP8/WHfEgRIAMrmyaF5kcVATWRfygRh5cIXiLIsl9TNYnILobneREjUZGI3ydhTDiEOG4eEFxzicSPCRYx75Oe+r13QL0xTQlikxFYtvDRTr//64/8rLCsAp/rlFPnl9CBYoft1bz9wKKPvBL4J25m3Hwoymb+mHMPwYJqkb0CygRvPwCfrCPZyzTHKjAlI1xhpJr+/Sj+C68//IPV5rdpppqMcAW45zQpjLDLNccqhSqGVZcCtRv6Jec7cemT+XINjGYAHWJbq1DFmmNVhF0OiwCNUPFctPGP/pQweP0nP7JvJjfLGs865ltoFsBNk8Ik90aEnd82/VwCHFsDO6oBTZJ7A36xEVgGmyiNVFMuY/1Pfmrff+vDIGdys6wx1WekmuCTII1whREqzgXezv8wyKjnz2lvEezdnIs2GqkmY6rvv/h5kP/FT878/97r/wGaZjysAXYm0QAAAABJRU5ErkJggg==) |
4:2
|
|
VfL Benrath |
Berliner FC Alemannia 90 |
|
1958
|
![](https://img.webme.com/pic/d/deutscherfussball/hombruch09.bmp) |
|
3:1
|
|
FV Hombruch 09 |
ASV Bergedorf 85 |
|
1959
|
|
|
3:2
|
|
FC Singen 04 |
SV Arminia Hannover |
|
1960
|
|
|
1:1 n. V.
3:0
|
|
Hannover 96 Amateure |
BV Osterfeld |
|
|
|
|
|
|
|
|
Heute waren schon 188 Besucher (288 Hits) hier! |
|
|
|
|
|
|
|