Historische Strecke
Nebenbahn Kronach – Nordhalben
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) |
km |
0,0 |
|
Bf. Kronach |
|
|
km |
0,6 |
L |
Anschluss BayWa II |
|
|
km |
0,6 |
R |
Flügelbahnhof |
|
|
km |
0,8 |
L |
Anschluss BayWa I |
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) |
|
km |
0,9 |
L |
Anschluss Fa. Karst |
|
|
km |
1,0 |
L |
Anschluss Fa. Mölter |
|
|
km |
1,1 |
R |
Anschluss Konsumgesellschaft |
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) |
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km |
1,2 |
R |
Anschluss Fa. Stockardt |
|
|
km |
2,0 |
R |
Anschluss Fa. Loewe Opta |
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|
km |
3,0 |
R |
Anschluss Fa. WEKA |
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tDT5o7eAlyM7xj8qT2Am1RX1HBtoZSS2dm0lgAAM8VWvSRY264PHf8AAVpWmsfY7/z1haUGMptVgp7f4Vn3pBtbcZ+YZ3D8qSAzsZH4UmODUm0AZ9FoAGDVXERkEMQKuaWx/tGAf7dVWAEhxVrTCqahAzZwG5x9KHsFjrQ7cdaeoJ70lp/pkqx24kZidvC5Aro4PCj3EEj/AG2MGMbmUxsMcZ9KzKOfw2Ov60q5754qa/tl051Esqskn3HUHDVAs0AHMg9uKAHghhjB59RThjA6Ui3Nu3PnLThNAzcSgn2NIBAO2eBT8DA5470yV/NtphaSB59h2KMZ3dhXPeHrq+k1iVbt3VNpMgk4Cn6HpTSEdOpDdCR+FTKmcEtTcruB8wbT3AqeOSMMPn60AeZtZPHfeXLggDceCMgdqJlhjuAYlOEA3A8jP4+9dpLYT3Ubp8wLqRnZzg1kyaDLAz4Q8nLSNwSfaq5gsZcWoxJE26CIMo6+TGc/+O1LqMrQvb3MIUJcRB1PlrwQSCOB7VbOnRqW3JvYccjApdVNu+iWUK4EtvI4AwTlG5/mD+dF0FinFYLeaXLfPIVkQkFQmAcf/rFUpyWVB2ArU02ZI4Li0KktNjaqock/U0jaeYJV+1oY1Ydc57e2aLgZMY6+4xSSt0z6VoGFBgqy4z+lWItMEsZBGSy7gf8AgVFwMp1zp6YH/LYj9KYIsbue9aup2gtEjgUg4mLcdcYFUTF8zE9cii4EWwqJD7UhHGOPu1OYD5cpbPFMki2Fj220XAj/AIRux92mncCMMQPQU8IRgH+7SFctTAaN5bG9vzpcvnliwHrUqR/vF+uKcqjkf7P9aLgQ4yrD2FEa5J9sVa8jEbED+EVHDC7FvkOTilcCKVQZD25qexjBu4A2MEnr9KRoXM7DaakAMZgKht3I4HfFFwPQdD8WWGjWCQvFmbPzvHGBx2Ge9XB8Ro1v8Mrm1MYUIIwXLdyCSOnHH1rjmit47dRN5yzcYYKNnTnJ65qN4baUB3DFhzmpuOx1OueKNH1eAW7Q3Cz4yh8rAU+vX+tcozJ8rNKpz0xVq7uo7tYljJG1cHNQG1iAJkJBB5BouMW2WN50QtlWfBpb+IQXYT7LLagLlfN+8R6gGtjwtptjcajLcXmZIbaPzDHnAJyAM+3P6V2WvSWF9YYubfzRIdsZA5QngMPTqKdhHndnqEejbYIF+edRI8h6gZ6fkP1qlqGoBrlpFwXIJOecjFVUeWfV7snCmJDHhjjABA/pWfdsSC3SnYR0trMZbZXyF3dqsqwIAYsuPwzWLpiS3VgHXOATgZq0kNwrgMu4kcbj0qbDOlaGXbjIYD+8CafGbgKQxBX27fnTEEs4JRHPTGO9SC1udoOcE/3qQDkWO43LMgHYkHtVSbQrOViTcuuOnpU/l3KD5kyf9k5qJ5JDzsGPUCgZnTaE0TN5M6EZ9cVA1jdH7wzsGM7wxz7VsGWVVwYc49BUYkQS8qQfQk80AYktpJu2Tq3TABAqu1vCiZhR96jGVz/QV0zNAeGRCR3DA/rUZNm3BUg+uP8ACgDmntmuoHd5Z1fI2gqWJqm+l3OTsnznn5lIzXXmC3ZWRGbZ3AbH6VF/ZluM+W74P+0f6GncLHGyQXaK/wAxbI5CqTkflULC5wco4BGOVrr5dJWT/VzOmBjv/jULaJIqsxnD7j0Bx/SnzCsckwuO4PTHSjMw5PHGOldE2ihSeOfXNMfS1BICqSO240+YLGB5k6sCM5Bz0pyvP6gZGORW1/Zyg4IB5/vdKnFhEmdqq30ANHMFjHjuZ41ILRncMc44q1bXfyu0xG4HgAnJ/pV/7AD963B9wlONgE/5YqB74FK4WK1vf2glDSRMxzn7/wD9apjq9jDOklvFMssedrdcZ+gFWIbOKTKlEJHXBWpRY22PmQDHUUgFh8UTSZVpF2j/AJ6IcVcXV2nXiGycEdDCDmoI7O1RSEVVXoSefwp8Frbwr81wcE5wQKQyQXkZIb+z7IEekRX+RqUSwXPM1jEc+jPx/wCPVPbtZ/MFmiPfaRWtAbRAuHiweSMYoAw70waZ4Y1KS1haKSbYjF3JyCT09K4xtVuru6iia5nKl1Cq0rEDmvR/EsdvdeGr1eCVjLrgnqORXmGlQZ1K0klysRmXL44+9VolljVbm4sdYvYhIrMWCyMFxuI61nJNJPKkZUMWYDAHXNWNVgu/ts013bTRGRy2XQjqc1JoFhLe65aLFG7IsyGRgOFGep9KtJWEdhb6LeWsCR/YpQqcAhKYbG7RixgkAU5OVIyPpXpSSKV+/j3zTlCsRlgR71nYq5y7wKqNwqY7hCv8hULKq7QJxHjszcf5/CtYWu4FZEc9+rGo30sfw/L6gg0rBcyPtBSTMv7xFJOFIGfarCbLi4EkexE2jh03Ek++7GKmuLAxuAN+B3C5FNa0ieNswfN3eJWU/ljB/SgCGW1styq0kUE3VQ5yWz6Z/wDr1HJasCTgP15XBxVlPD9vdLmO4IkHRZU25/z7ZqnPoVxECGgLR4xvXJH59qAK7xhhhkBI7gVVeCNjwQpHqOKVtOkRh5TcDt1pkavHw3LHsM0hjWtpA48sLt7nfTzbyAdQR2IpQI0kw0bJnow71IFJGI2z9eaLAVVndJAHBRfXH/16tEkPtiZHz3PTGOuakWNwACob2BpSsQ5KkH3/AMaAKzl13BVBHqD1/Cmspx+8iBI45QVd8lSDtYgH3p32Yq3yKAMc5JFAFJYLeTIa3GD6CnpY25BHk4HuKtNZy7MqfmJ6N81IIWB+ZRu9+P0xQBWayh5VAv4nGaJLaRBlTggdAcVaw6D5YioPByM0kfIwQMZ5A4NAFNmkXAl34Pc4pJP9UpRlUH/YX+laiwSZ+a3+UDO48ce2alEcLD3ByQ4JoC5gujNypiB9hz+pqwkE6xkmZG9inNbC2VqRzDHk+icmnmwgUgJBtUekhUfrmgLmDGFUO0iozfTn6irVuj+WWjGSOzc1qw6bEW+46/XBFW00yPGQVBPoMGnYLmPMkn2CdJoZsvGw+RSy9K5bT7gQ6Rp8JUF5bojB/h+fOf0r0VtKmdSI8upGCAxrIk8GwAR4tXR4yWQg5wTQIivWM2nzK0iblXcAMckcj+VUPBqG3gvp8qHknKtuHp0/mavTeHrgIVE1xlhjG3B/Diqb+FprcbvtF1tI3bgBQB1C3jZAXDegXBq0k0hYbnWPPYqa5u00CeOLf9qvAx4HOKvW1lddDqE4P1B/pQB//9k=) 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km |
3,7 |
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Bf. Höfles |
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) |
km |
5,4 |
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Bf. Unterrodach |
|
|
km |
5,9 |
R |
Anschluss Fa. Schneider |
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) 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km |
8,3 |
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Bf. Zeyern |
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) |
km |
11,0 |
|
Bf. Wallenfels |
|
|
km |
12,9 |
L |
Anschluss Fa. Popp |
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) |
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km |
13,6 |
L |
Anschluss Fa. Rauschert |
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) |
km |
13,9 |
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Bf. Steinwiesen |
|
![](data:image/jpeg;base64,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) |
km |
18,7 |
|
Bf. Mauthaus |
|
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) |
km |
23,4 |
|
Bf. Dürrenwaid |
|
|
km |
24,6 |
L |
Anschluss Fa. Rehbach |
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) 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24,9 |
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Bf. Nordhalben |
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Legende: L oder R bedeutet in Fahrtrichtung Nordhalben links- oder rechtsabzweigend.