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Radroute in Nördlingen, Bayern, Deutschland

064 Zipfeltour2013 Tag04 Nördlingen-Würzburg

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Diese Route in Bikemap Web öffnen

166 km
Distanz
251 m
Aufstieg
506 m
Abstieg
-:-- h
Dauer
-- km/h
ø-Tempo
--- m
Max. Höhe

Über diese Route

So war das nicht geplant!

Eigentlich sollten das 2 Tagesetappen werden: Nördlingen - Rothenburg  und Rothenburg - Würzburg. Allerdings ließ der Wetterbericht Schlimmstes befürchten: Schwere Unwetter in Sachsen, Thüringen und Bayern. Mein Sohn schickte mir noch gestern abend ein Kurzvideo in dem ich sah, wie seine Mülltonnen auf der Straße schwammen - und das sollte hierher ziehen! Ein Regenguss hat mich bisher nicht geschreckt, aber eine solche Kampfansage hat mich dann doch nach einer alternativen Bahnlinie Ausschau halten lassen und - o' Schreck, dass sah nicht gut aus auf der von mir geplanten Strecke. Also ein schneller Umstieg, wenns "Dicke" kommt, war auf erst mal nicht möglich.

Und so habe ich umgeplant: Mit dem Rad nach Gunzenhausen und von dort nach Würzburg mit der Bahn! Bin auf den paar Kilometren bis Gunzenhausen ordentlich nass geworden - aber das schwere Unwetter, wie es angekündigt war, ist mir bis Würzburg nicht begegnet!

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mpKD/wDXpX1nb/8Arr5V/YO/4KAaf+2BbXWl6tY2PhPxhZBSunfbvNTVE2ktJbhgGwuPmTLEZzkjmvpT+zJAPv8A51nKjBOzZaqSaukaza76H9ajOpSSH734VmLYSMeGqSO0ljPNL2NPow5p9UXXuJJDjdTTDI33myKbH5iD7tfnv/wWT+N/xg/Zi1/R/GPh3xf/AGH4Va1mUSoLm0tLCWL98ouGTetxI+xkWIKoZSdxGAa5q1ZUoObWiCp7q5j4x/4OPP2nvgJ498aWum+C7PTtV+KVncjT/E2rG0nVoLe3jxFZoHwm4MSGKgEBSpJ6V+P/AIh143WhOqLDHHcTH5TGT5WOkm4dugIOSccdM19QftY6L48+IM118SPH+ofan1tRqkau6wvqcUsgjDQRKNzLuYAEheASoKqTXi/i34ZR+EPDMmp6wsdqmpWyPDY20+Joy/mBfPyjBdpClowdzB1GRyB8h7WVSu61SDXa+it/n95zxleXNI8r8P8AiWbwjfSanHJ9okRDb2kiuY8rj5mAI7cdehxgd6m17xj4g1SLzoWuba31SZlmvDIVjvXCguhPQ43DgdOPrUN+FvIJImMX2e2UEAoAxJOWA4yc8k//AKqTVby8utPWYStPbW7NcJbRkPDbdAWVRwB0Gcdhnpmu/wBnQlU9pypt9/wX36+p1csea9tSHRfBOpa7Zn99ZuqsGSDz8NMxwNq9i3bBI+tdT8UfhxN8MPFHiHQb1rNtW0l1jZbG5+02zLgbikjcOqZKk46jgkDNY+jC602ykmaaOGZbiNo7Rlznj5mP93GBx1JJ44rtPCuvwRXVvNd6Xa3ssLsxiupFVblsExqW6lS/JVxzjbxk1jWxLVRRna197/fdGdSo1LU4vw5o+uQ6WqwaXp80Oco11IEfHtlhle4OO9FbFs1rJplmLy4kaeOAK3m6aLkAgnO1xKg25yQMcZ9aK9T2EJa2Rty3JtKhtb2FRtt43cu03lfvJo1JG04PGR6DOBk1+wH7F3/BxfpvgrwFpPhvxt4CaGz0O1i0+0uPDEqtGIoo9oLxSsDuZwAQpwCWPoK/F3RNXvTP9o+z20ki7oozAcNGQDgjAIAGfxFeheGIbjWtQhS0iv8A7dqBitZY4PmcEkBVwAA5bIGOT0xzXnfWq+ElenLf5/n/AF0Mq1Pm0Z/RXYf8Fd/CfxT+GetL4UW9sNfbTHW2bVAkcNjdSRtsEq7stsbBYLnjGDzUPwD/AOCvOi+Dvg54M0HxdGda8dNpa+fLZn7PZyqhIDuZCWiIQKCHJYv6g5r4G+FH7NOm6P8ABvSZta1a2vNWt3jgui9z5cMbHGVwrY8xRhcHj5eldQv7M+i2/jnXLe4nsp7G301Li2BvZftUkpyWMyjhYh8uCpJPPA4z6P8AbjkvegvvO+nlaXvKTPvX4rf8FofC+m6BNa+G7Gez1qa5NnbzX4W4jDeWH3KsZw3BwC5VcgjkjFcpqP8AwWZ13wCs/wDaEPhDUolQ3b3QhnZYVLBBEqxMSxB+bHLYJOSBXx1o/wAAfDs1h4Na6k0tZNWUrcm3vZ2BcdFtScbgGzneM4qKT4LeH4PD2tXZuNLWTStT+zIDPObeNCwAEw6iXbnOOMkdqlZw725F95t/Z/8AeZ9pah/wW31zSNCt9SbRvBfkzEZVVuWkiGGOWVXJ/h/NgOpr4b/aA8Y+I/2w/wBqS+8a6xHDBPr1st9ayi2drK1toikUdttkYhZMfNnr1rZ8WfBbw/pvirVLOzfToIbDTVv4osztc7iCSzgEKIzxgjng/hxvw48M6f4i8c6ToepMtxDr1nc6jE5eaRQIpFUqis2Ng3L1PRqxrZjKrG0Vy+l+xrSwcYSvLUv2vwSm1L4rnQpbNhFb2Ed/Hqogi+zvL5mCirtyHAOQc8EelYF94I1vVfhtD4u1XRdbvNcjvv7PXT5o4/tjReeY9wO3Aj2nOAM7hnOK6+50nQ7b9oS08DrHbtqdzpLarBstfLdolYKSDnAy+BjOe/tXED4m6LL8B9Z8b3DW8tjo+tHSZJTbsyrIswhIAI3Z3kDIHQ59q54yno7X27/1qauMdvX+vkd54Z8G+IvgD8TfDPirQ9SjbU9D1WO4s2t7UL5JRHZjPtIyjIrIc4yX9TX2bZf8F2ZL21nnk8M6DCkKLJskeZJHyu4qqlslh0KjkHivkHxd4BtPDvhfT1tz/p/iC5SwLpGYpIg0DyEAowyRsb5m9MVi+APgn4Z1228N3d4YWk1S/kszF5M/7zYpJEbBzh8gEluMI3Hprh8wqU1r7y87+Yq2FhPyP0I+FH/BbzwnqlnfTeItJkWLylvbaTTXBzGRjy/LmKtv+UnGc/MOORXaWv8AwWm+Ed/p/wBrSLX/ACPs4ud3kw7tp3fLtMgbf8p+XGRketfm3o/wL8HGPS5JEtZnu/EMtg/lx3So8a7gIoxu+WYYGXOVJVsKO0tn8GPCN3/Z7SR2LtJ4mlsGMVvdgSRKG2wjL8XC8bpDlPlbCjt0rNnu4fmYPALpJ/gfo6P+CyvwpmmuLonVl0SDT47z7V5KeYzMzfII9+ThVBIxuBOCOlfm1/wUy/ac8Qftx/Hu80G88Xa9D8BNLntdXhs5ba0RpGcJ5ojZFJYLGWWPcWfdKT8uGxd0v4N+F9ZuNJjkW0dbjX7nTn8qC6UyogcrEmWIWZSBudsqdjYA4xW0L4C+E9a/sdfPkY6hNfxN5IuQ7mHdt8rcTsZcDfuyG2nAFc2JxqrRUZR0Tva+++j8v8iZZdGWjkfE3x98O+CNG+NGoTeAbefwz4N0u2dtPWTUpb7VCiNtWOSYHd9pbsqMoQbsHk5+e/j58SNY8byW9rNqd1qFnM3mXM11IJLie46u0jkksxbc3UgFjiv0Q8I/syQ6pdsNS1CPUNM8SJOLWaC3mUJ5cDb/ACwz7gxYbjuBG0Dvmvhn9rnQdF0PxSum6LE7x6LAkF9cC2EEM0zKrsIkBJI+YHexyxJ7YA8ypXtNSkrK+1uv+XY462E9nabPAdTtgTMsfyqw2ht2QTwAx4/HAqS5mXS9HWztVbzJo9rOoOJU5JOfr27/AIVqI6x6rHNeNBFGvzqEBZFPGN39RVWHUof7Hn85v3kgxbhR80Z6lh0wCe/0H17qc5Wi7X1/H/gGfY2NP0+3msv3slvNNG4OMuq5PJCjqSB64OaSGxhs2uIpFhupLsNHbPIc+WXQkSSNnoCcZ7HrVbw94evPEWjM1qu9lYqI93yzEYLbj1HHI+hqTUdOv9W8KXVzb2siTWrr9qiCEedGMguMcADPOfTPeuWtT9lXsp9V8m7W/rbuZzp8s7XK1tqN5o1jbxXUrM5jDDDh9o5GDhuOQePx70Vy15rzW8+3yY48AZTBwp749u/40V7nsIt3N/ZnaaXbf2Nc2biSNfOc71DERqwHQ/TIAPGa+u/+CZut6Nqvxq0iyudJk1jXLF5Z7NIrZJY2LxgALLnCY2ucyE4Kjby1fIEPhuDWNYvja3ryxQvsiY4j8x9u4Fh0UjJHoPxzXqH7PX7Q3ib4F67qF/4O1BtN1ZYlguRBInluAc5MbAiRh6lTyfz+erTjbnertrptf19bf5E06ihJSZ+lOsamw+DfxItzpviD7HpXiVrm+eHTt81pP50UvlxRKS1wuSvzxAjlv7prvRfau37Qt5N/YN8uoan4WVGRiv2LyVlIDfaACnm5b/VE7toz0r4j/ZG/bN8cal4X8ZaLeaxrFxBqlu9zY6tKmZbe+aQbWR92BHgnIwfYCuz/AGkf+CqY+EvjvSo9Faz17VNN0cWes2YneXSzcOFZZEfKszBcjJxyTwamnjoTbppvm6rd6peXp+p6NPGUnG/VW06n0V4Ss9atPAvwqMHh7xBLFpupNDaNLF5cyZWVd12m0mCIDI3n1T1p/inSdcPg34qQt4b1qRZdTS6uIbeRXnvHKxNmxGzEqjaASxGCrV8HaN/wVs8bP4S03TpWhuZ9E1EatHdBn8y5AZm+yzAN88LBgpHBAReetej/AAM/bx179oay8baPeX39i33j1cR3SuyRaK6xhVktQG3qN3LKAcswwRVVMX7P36qcdd30u0+n3jjjKT0s/u8rH134ut/EcvxYupotFma6vvDAiluVn3WXlK7nyg2zd5/zE4xgL3zXj3gK/wBc8Oaz4fb7LBp2tW9tcQ6LpWqy7btbb90J0fapUsuwMcHjd3rtv+E7vNG+Imn6xqOqPeR2vh+XSJLCK3lgjld2DpOysMb0UeWWx824ngcV594Y8G2uk2ngbUYvF2jeJrzwhBfqHikle51Xz0OFHykB1LAcsc4HPNZRzDDSi/3qtbuuzt/XmdXtqSd+ZfevLzJNR+OumTftSeG9QlXyfHTaS2nafbJa3DJPbSuJC2Ng5BXqemGHrXnI+M3w9m/Zq8XaaLi6bwSddW51Wb7HOGgvp7gzBQ24EDfHjA6DHUGul1/4V+KLr9sfwT8QNP0O4vNG8PWkVvdvCj+YYw85d8MgPyrIBxnJGPWuZ1f9ju4+CP7GXir/AITnXPCNnoPjbxOlzbJPqRt7yGWKOZ40kiKb8sQjKVDKQSCQa68NiqFVqNOrd6aJp9fLtuZPEU22otPf8v1PdrT4g3/xZ8KWFzNcRaPHcXNsmlXDW0iTfbJ4WEDBd542Mx54zXQfCzw74rj0vwgZLbRLaO31qaQK9+JTZlkf9/kSfvt+/wD1S8r5o/umuH+BC3Hib4WeDpo1+0Wdi+n3lteWEf2mK4mtFMRRVZkcLxksQAScAcE13ejwX/hXRdHtdN0fxBqf9n6nJqkLw2G1w7gqxIV2KqCz8kD+E881xSzLDRTi563en4fr+JTxVC/xI6C18Na5bWeksDocbQeL5p41a9LBCS/+kghvnLZ/49/vDd14p2m+G9cX+zo/N0GPPjKefi5LeUcP+/HzfM5/59uq5PzcV5RL4ht/AupaPoT2HjRtQ0fxHNr0H9oTIpa9dd7rdcYZthZlHB5bnnFXLLWm0E6X5Glatcf2Pr8vim0aXU423X0oIcyfL86fO+1f4cj5jjnOWcYSLtOol6tr82Q8dhlpzr+vkeoeFfDesW1xo5/tDw7B/wAVVfSxATPMwc+ZmVQGG92ByYP4NzcnbR4U0G+hn8LFdU8NwSC41eSPyZHn8vO/cY/mHml8/ODjyiT1xXlmm+MNQ0abS7iy0GRrnRdauvEFn5mrJtF3dBhOz/KN6nzG2qfu56nHPDeOf2n4f2abLQjrWn6fotxpo1B9Aga+lvJJBctm7LMiEHLOMbyCO2aqObYaXwS5vS7/ACv/AFv1F9dob834Py8jvtefxFoPw30G60/XfDFh5N1ei3dLgtHbRhQJDA7nbKrKSGd8BV5r8mdW1WWbxBO2qXEgj8+RpArbthycYOenv06V9ZePf22PCviDwVpOg6fY6bdaXpK3Ijsb2a6cIk6hZUBCAuGUY+Y8dRjAr4h1nxG2n+KZZreJFt1uPOhic+bt+b5FJP3gPeu/Ay+synHldkt2rdXtfX52OWvWhWsodP8AgehoavbQrHcP50bsr7EWNw3HUknpj3wc/hVCO9aRAsOGZmWLA9c+vT39KWLWjr2lahdNsjuvOPmsm1YwOoCoMY78gY+lc5czeRIAjJtZhnA6jjrmvVo4dbPoc8YK52+lmbRb95irXEMaM6i2uAswxkbiATwM88Guw8KeKYrhI/7NZY5pInUxs5lcyY+8Rgn8Rng9M1wvi7w1J4a0j+1mjZWjcRg7iPve3tXCi7midZIFkj8tw6Og+ZfxrHF5UsQ3Kb1/D7rkVsPzu7Z1Wt6hYvqczSXszbmLKY0aRcHnqSCOc8EZFFY9jp4vImkuI7jezEjEW7I//XmiuyNJRXLd/h/kXy20udx4X0bWvM8yKZrW2kiI+1AZMgyMAtjnGOO3Fdl4Y8O2+mXgu7OGSSbylDBfmKlfvDBzu4/DofaqHgHwpNY+FJJpJp/tCy7BMj7owvUnawztx2xnPTNeg2niCztLO4iiitVhKhLdrIiPLdS3cjJA6jJ718zjKspScY7badfXv/Wh5tau72Rn2TazoCpJpunxxtqJBgltwGWItyNy5+UcZIOMVe1z4Zw30sT6zD9t1SWPE86wiKMehVf4j23HHFc/falfG3utTt7yS8hlTzYy7q6AckktnIYYOcdO+MVT0LxcdSm0ttXupLW3up40lETFpGhJ+dlyOu3IG4479K544Wok5w0fW17+nczjCbfNF/5lzVv2c118TXGl3lrNMHMbwGXYxbPAVQAMnuvfHUU7wN8GfFWl6izRw3EhXEObPc00RLcq2Dxxjj24r9DfDy6D4Fsl/wCEd03Rbe1WGOVEgs18w7lBVi2OWx/tZJqe88dx2NyRus7WRAGfhf3QyOoU4J6HPTH1NfnVbxBxD5qKpc0fN6/hFle3a92buv66njnwH+JOg/Cn4X2Gl6xf3ks811O5ZgXkiU7ScsCflycDnJ57V9ReAvj63w78CN4ftdB8KLoeoWxiZZNJMZuYpG3lvPUqzFicltx6nsTn44/at/Z01fxSn9teA7b7LeXb7rnTYD5DySA58y3UHkuchlOBnJ45B7TwV+zlpd14fs7LxF448beasMYe3j0eJfLKrgrvluGHBzyq4PXFd2FlhatL65RrcjlfmXVPs18/mdCWHXvwlyv+tD3HXvjR4Tu7uS41D+zY/Oj8hoZ9du4rdQD95VaY4Pv6CvJvHl/8EdasI4JNF8KN9lEi25TVLy6NqxQruVfMO4DglSRkcZGa0of2V/hMkLNeWvirXFj/AOfzXY7VOcZysECnsP46o+IdT+C3wV1W3sf+EA8MSXUimRReG41JohwASZpihJ542846VdGph4z/AHNWTf8Adil+hP7pPSX9fcen/s/+Kv2V/Gvhzwp8OdH0+SD4kapqEWmQ3bWFydH1WVmIEjAyo9sjE843lefvCvYNV/ZN8efCvXdQjt/hw0pkg2PNbaVFPbW8ERIjWC4DZKgOfmbaQFHQ5r5Suf2xbPwB4ls7Pwn4P0+zmnWKa1m0nwzb2zSo4z+7dYd2RxzuB698V73D8ef2nNCuIb74f6H448VNeRNFML5TPawg4IbE7BfoRjB68V6EqlDEyjCUJpvquX7/AOrX63Z2JUqrUWn6pf8ADnE/tV/toeJPDHjK103xq/iHV76SySSGAJFI3khzkgIcbVZRkE8ZT2NeTQftpaXeRhZNA8RQSMCcGONcDrxlhmv0Qn8N6L+0F4S0LxR8Vorz4a/EzStMOnSXltrkVvtV2DuFRJWVkLKpIYA5Uc4xj5r+N/gvxB4VsprPwX8ZPBusSbwY5dR16S3aNM5IZcOM/Q/iKnGZVh+aLmnO+8pTs/mnqvxKxGXxTUpap9W9fmmz54n/AG5NHt4vMXSdSSM7xulCbjt+9hQw6e9eGftlfF7Qfjo/hu80u+1RF021lila70sQqzOy4CbJX3AY6sQcnpivs7QNO8btosa6t8QPATXyg+a0Wv8AmIeeMbowOnevP9G+G/xV074kXV//AG38OdWtbxmEk8XiS1abyjyqiKTCLggcgetRg6eFoVXOjT1jfXmWvTS+9zm+rwXwr+vLU/P/AP4R+zi0Z86lM+oKXSGNLIqgjYgsS2dxIIxjBGD1rj9U+H95qCGWKG6uEbILLaSbT+OK/U7xP4L+J+l2vn6f4Q/4ShmkIePTb6xkZU25yqofmyeODwPWvEfiF+zXNcatd3+reC/F3h3zJCypOZ4wgPfqVz6+5NfT0c8lCHt5waT06fkbtuK5uV/cfC/h/wCHE+mLNf3ha3hGYhbvbuZLg+gGOB71Xi8BJq87TLNcafDGQSbuI7WGeAMYNfV3if4K+F5oJLX/AISLU1ulTcbYS8HPTlgPoSM815/d/ssNdakssF1qGoRwyK7R+aoBwwO3PAyfTvXpYfPIVZ+83FvbT+vvZPtHfW+pN+0N4Nh8OfCOGZo1eTzo8oy8A8f414BZ6r/Z7KskgwMjZjcjDp+Ir6b/AGobmb4h+Bp9Lt9PvLPUQ6yLDcQNGAVIOPpgda+X9S+HGsacv7+0VZOcMcqor6CVSi5crkr9rm0uW9mW18bTJxNHubsUOwEduKKpW1i1pCsd3psk0y9WEmB+lFT9XpvoR7OHY9y1n4hxtPNps/3VkzGLWPEkrdun3eBycnIrjNX8UtqEDtE0NnMhdjGSIsfTdx7bq+u9b/4JzfDPV511DWPjPo+l3XmbUtdFtftAQD72CuQOoGMHrXeeFf8Agmd+z9oaw3esap8WvHF9IzxpHBaJaxlQo+YthWweB0BAzXDTwdKkrtpetjKjgWvhR8C6Xr0llD5lq1rYpgp5fMjSnqSD3688/mKzB4pj1TXme1hmvrxlwYI3MheVuNu7spA+oyRX6qaB+xN8HfDsFtceH/2c/FOvLBKVjudUvSVc4yflIc7ev1746Vv6zqHi74PeGZP+EN+AngXwzdIQ8Uw0oTTvtzhSAyKB7kde5q/aYeLu5anZHL6m9j59+H0t1LoV9rus2kc6eXHDbW0E/lpbIvlyPIYsDdhnZSd3K5A2nNXrv4sXWuLeX3h2GZVtJra2CxWoZsmN2JdeDsIIww4xGeSOnRL4F1DWJNJ1rxdHPBrl3fpfajDbqI4stndbEI4jRGzuIGCOe+c7XjMvYWE9rY2kbRXJIjM7NLNsyPlDlS20bCQoJByMZr+fsZUofWpU4rmd2kumjt1ve9unmzwa8oxlZ9DndJ17xNLp1rqBj1CaG4k8q3toEUysMhi5PBj4IXIB6HHTne0TxRda5rSRx6bfyyXFu1xvmi8sIFYKA+7+I7hyOODVN75nuoft19aW4mgNuWVPvkHIZMkbVwwB+bqOg4rQi8Q3B8P2N9pUm+9WBDHHPvTfkmMKdqscFyTyeGPuDXLGpTpyi1Bb9NNPWz+9/wDAMYzT+Iz/AImfDDVvjFps2h/22vgueGQTrffZpbqA+XnfG6xHL7s4XBxkg9BVf4Kfsm+FbL7PcfFe6uPH2mwyIsFtZ2LLcJ137W3cJwCe+SB6mtjSDqWr3MQvI2ufNXEtzazeWkEm8rwpIyoABzgZJIxxVyWO68OZt7m8iwrkjc23A7HAzzwfSvr8NxDhKdL2NChdp3u5q/3qC08tPmehRq0Y6qN7d3/Vz6bl/bF8DfAvwN/ZPwt+Hd9pN5G4t1ubuzhEduoGC27zGZ2BGACQO/PSvGvG37Qnir4qPcf25ruuXj5+SA3KxwquP7kbADHT7pHeuLfx4lrarHbyTXEoG4RgFgn6nn3qn/wsXULhfMf7I6SqQ2z5XHpn6DPX9KnEcQe30dBKPbmlb/yVxv8AcdFfMef3Zbdlt+BavYpEmC26xXI2eYxDFmPIyBhTnA5ycU298M3ilpBNpyDLeXulZ29g21fzrH1B7qe6gni1AxybiVBOxZOAMDGP1q5bancz6ksbXkOVAEglBwQM5/x/HvXnTzGCXuYeF/8At9/nM4FUhf4fz/zLlx4buJVjhb7N9o6uRuWMjHQe+eMnH0qprngXUrOATSaXHJEyAIyHdn3z0A6YzWq2rQyxH7Q0a7l+/EW+90HbHT8DVoiG3ghiikkbccrGfmBI9h3xnB711YfPcKqbhi8JCT6NNxf36/odK9lJWcUeb3OmTaa3mSWUunyDJzIfJIxjJDdD+B7V03hf45+NvBlsv9k+KNSWzU/6qW5+0QE+m19yn6V0R0ia/wBN2NJ5cMw2vFMpZWzwcqw4znqM4rL1P4K2Ei7YoTaruL747gLEz7eGKgYXp6V1Yf8As2rZ0assPPs/ej/4FGzXzRMcPbWm3Fne/DP9rfRfE/iCG3+IPgbwzqSqdn9qWunRCSIf3nQgg++0j6HpXvPxS/Zp8FfEHw4txHoMa3C2xa0n0mX7I7KwyNpxsOePvAivjWbwnJ4e1u3ul0q31qxjkSSW2trkxPOmclMhflBAPIXvXsPj/wD4KFeJNA8TabJoPhOO10W2gjifTJbndJERgNkquGAHAxg8HIzX2WVwx1Oi5VXGtHZShaXrfr+Fz1MFUkov27v2Plb9oTw/qvw81q60bQYdT060h/4+G1h4vOikDFgzGNSWUg7STldpGPUcK/g5fEmjWc2pWelLcCMI/k3AKztnllBw2DkfKR8vQcYFegft6fHzxB8XfEtjrvhrw/rFjazRgeYtsZXiKllZXx8pyCeD0xXlvwqvV1LVrxr7Sde0mSHCo2oSyNEcZ5TcBzy3AOAMD0rxsdKs4SnGySfo9+qurX/TY4MTRp88nfREN3+z/pNzN5i6fCdwzxKoor0M6QpO5TG6tyDjt+FFeQs0xC05397ODm8z9nvBv7M3gzwhYQDS/Dvh/T5LcfuxDpsURi56Lxk/iTW5N4O0fT4lK2sKvndlUUA/kDj6c5qzdPCs+6R3PtkfN7Y6mqOrautuM+Yx558uJV3Lj0/rX6NJ9z7iNuhm6/bwraSRw+XGrKCDgdu3qBXkvxhubiz0q+jhhtZrj7LJIqvJ5YlIHB659q9E8RanBNbzctzhwBhmT0wM9Tya+dv2yp9b/wCEbsYtFuPLtzOTcXhVlltjjGd4VgowxB3DnPsa8XNa3s8POaV2l0/p7b7FVqrp0nPyPl2z1LxJrwuJntWtpAWnMUMhlmiZkLBJN+SwY4GVwF6k9azp/BWv6/IslxqLWvlkGaVwGSORhl9vRWVcZ557Hg5rc1LW7G2W3kRV8+KWNGFsDHb6m/KsjDGFx1z3K9PSn4n8f6ZYSrY3kYvLx5RElmsodp5fLZTGrIV3oVycdOlfhcKlSM701rrqld3+e/q/n1PzuVpPU5PSPDfipfF9rpq3+na9IsTXcclnbmK0t4c/LJK2D8zMSgAKr17Dje0uXxZZ+Ibq11dtHllhS2aB43G5C0rHyckgBkjVmA4BwBVPw1+0vZ/ElNU0a3WfS4rNTbtbyQ+SpBYRtu4BhwZF2kgZAJyMVWl1trD4gnZKqa/bwPPI1xbvaQ3zIqgbdw3SLuwVyBuAPQ168qeIlzKrTUXZdNdNb6NJaaeXftXup6rU6HUvBrP4kjuLfWVW4vAszhUAiIGdqxsuQrbWGFYZHXrW19jXWdD+zapdXUN9aNiWF5I5NpOdzvKD8oKheffjHIrmdG8VXwhjtr17fzNXKvc2toY2Nu7Hc8aFSAwdVJDDkE9Ku63oUOsSaFdX13caZa2dy86Df5nnqMlIpm6A9XIAyOmMZFcXJPmS5rW2du3kt9dPxvYjnSldIx5PC98NSNrBbXi2qyDZcSSssdwnLBhknqMnHHWoJNI3XAWaGENg7fmAkByMZ7c5rqbDXrjUvE9rpeoRx6hKlut0lzJLtDK0hwyPwGXC/MBgDnpg5fqWh+WJLjR5bj7VuJlkP74xJtDBVGBu6nDH16HBr0qWKbajLR/mbxqU5WT3MO18LX0nnPcJcLGu0pGyBWPYDPXnrkZ445q9Z+GJGgVftVvbyKMIrsSwB9QOvH4HvVvSvFl4sytqEbttUoJS4Tds/hwB97B5A9e3SkHj23GoSfZ7NvlG5jzg9cZPJxz9B1qpSlvErlgl5DtP8NF9LZlvlmjQtiKJcljx1yOO+R34q5oeo6ZpF2BZ3kU0jOBskZgwHcccDv04z+FU7LxXbeVceV/rfm2IcBJB0OT68cHv61A+vyEqfJSMvgFki6rx1z/MYHGaxaa96RUZcq93/M6W4uo7yPzJIZjHGWaR44927A5A5Ht05PpxVOeRbBPMhZoo5s7Ii23Iz09uevFZsWsm2kMkVrbTLISZ2lgIOT0xnpx/PpUcus/2iGmjE0ZB/dK5VduexwMEe/FTGDlqtDT28WveNbS77TNRvo2kElvdx/IxUjjAz27+9XNd0ldXWGRpotSZQY4hLI/AOSVVxjGSRn1rkVuZILiSRYSVfIaNE3soxgkke9a1n4qi86SRboWfGWTy3clhxngHHQZJGK7MHiMTh581GTT7p2f4F06zXUzdd8OvJcRTQyyW1wrbVbOI5R3DsCA4653Ak9DnNcX4p8E6pNqix+TYNG0ZClGCxq+SS+8cH6Y6V6Tf+JLPUXaNriG4V1GATtMhAGcgAZ+bpwOPzpjapo+pW8dwtwsM6ptJ3YVm5AGCSMj1PTn619ZheLqt/ZZlBVY+atJej/p+Zv7aD92bT9TynUvgfrxuvlik2YG0xNvRh6hhwR70V6stlqlqNlvY2lxCPuPGQy4+oGD9aK9aOZcPtX9lNf1/iN1WUVypfgfpbJqTLdM6L50e7PTDD0Pr+lUtS1JhE0kflssRyw5UD/d7tmmvfNZzqu15lLBQImG5PVmP+B/Cq+r3C30kimPZ5IIR3DM7cc5HXH8/zr6aWx9Gtyjqd8zWbs75Zk3tx99eyjHT+f1r5b/aA+Ndl4vs9U0mzuJsaa/k3CQwMzJOP+WTKeGVgG6/XjFfQHxB8c6foulsF1SzsZljcCR03ZKrljtyMjjHHr1J4r8//iN44hu/HN8I7y10+LzU1K6i09SzzMXJC7m+UIw3E/xZyvavh+Kse4QWHpv4r366aed1v21urHj51jpU6fs4dd/6/ryM3WLZX8aRbdNa50eEIphluo0jDbklD7T1K4K9MEA9MnOjovi+LSp0vNXsRNcBbq4sb2WJEjmgCHEoVFLrgEAAZ3FeM4NZEdjcnU9Pk0O7hm1S6ku7eS5+xs8MI4fa+7gKQpwMFfvD73NSePfiLpujafr2gsYbD7FHF514vB8hpPnYchxHJ8yqQPl3D6V+fxp8zjCWz3te6u7X+flvta6TPj4ybsR/DbxhK+ltql9NqGmx6k7tFaXjulzc2m07JJ/kB3DaU2nGzd2BFXPFYuPC3hrxBBpepSy3TW9v9hnuV83EksrADLE4I27fk+XgNjoa5vWfilJd6FqOu28NvhL0Qyq93G0t3JFGGgaBlIDnGxtmSGHJ54rhfjfqEOu+Eo9aury90tbz7FcRXErBRMqoA4trdQWeQIuRuzk4bNetQwk511zLlUmlZ6rRp2tu9PwWiKUG9T2zwF4SuLrTLi6hZrq61go8dnJKJk0W5ZAvlyThd4UsCc7cKDjjrTtca4j1eePQ4WvIVdPt2qRTi0itG2ldhDHG8MVGWwW3L35rkfDXji48B+HVm13Xfs66hClxKtxeKt3NL9lR1hMY+9IqtuYluQcEZwB0XhoLf3vnWerW+nQ32nyTXEL2zrLBKpaIzqxycSq0ZbdjawBI7Dhq0ZRk5S29HZ+V/K273667jjrqad/q2oJr72em2dvqF4sTkW25rdpkXJdST8g3ZRgoODuwDwTUGiX13p8S6zq91JNb3Fozmx2MVRskOgdfu4wCCCQ/zVzOmX2ta7dfabix1/TrSxiMaT3FsiSX2wKqNGqkr8+WBKj5fMBBwcip8KvihN8Y9R16xjsppptARFvbQQuy2hVZMMkoJXcWQBkBYsASBgVbwsuVtRXu25mtbXdl5a9+nzRPs5dOh6Zo9haXWh3NvZ38lvZaisdwBPIzpZlgyuwbB5YABsAEHA75rCnMOm6pJE7G+t+puYgxLHGcEY7DB4HIpvw5kWeP+0f7La00nV5kj05VtjNZyYeMSvhM8hlK7MAnHIFdV438OaX4V1b7RZ/Yfs4iV723sh5yWRLbDIzcfNwoYYGP5rCzjGpKnUvq+3ZfmdmFkpe7MyJLdgkMzW8Sxu+FPmJGzL19MjOe4zx0pNQttkkklvcj7LIGysuf3IB+UMAOSwIGPpVrxjpbaFrDQrcWbfZ0QuynG/cARtyFLcEg/L16Vj2GoQWMsnnWscVvKA0colKxyFm25A5UcnBJ9a6J01KHPDb+tTsqU4r3VsOfTNQ1B1SO5W3s+JAkknySDHCZ6dsZ96S10ieCVmt2ljhuOHWIj92OCwyTjjnpjg5q3peoyXvnTWv2VI7WMmNXxLI+ORtH97qOuPxq14W8Ty2UsdvcRxXW6TYI0UtICQABtxkcnHGSMYOc1jaT0lsZeyi2kzQvI7KWyWG5V45FIXeiMFyRwcr1yf0rL1yzuFkt/LKeSwP+lGVSocYLckr0xgDBH0rYh1VbhmWO3tZlQlXiuG2su1scHglTznGMDvXN6pY/8I1eSWzJHDb3DAxJAokWJ+vRjznPfk9eDmlCUtdSqjTVraFTULPVbC2jke18y3cKyyiY+ajbiVZgvc4JBz3GODUt14VkmtkmV4ZLeSJZVDAkKXznkHBwQeP06CntCssbLNczRyXQCozShe+TtHTHHQ9Oal/tlrK3hZLwQ3UgKgOrLjPDtkLhs9Mcnjt30VTnVluYRVnrqGkw6hotr9nhk2ojHALD8MDtxjiis+6LXBSZbyI+coc77YuwY9funA5zxgYoqPZ1HqpfmaKolokfpI+t2tikyxtNI/URou1c8ZySfT61Rt/F39szRvHFGu44AJJJX1/+t39qKK/ZJVJN2PuYwVrnzr+3rBJ4b8M2t22oLBbs72otYIMF3ZXbPmEEjIGCOhHvXzbpK+Rb6lb2Om7rSxjS61B0lBMCCRI3EIkJ+XJYlSOSufSiivzHiOjFZlJ97fgkfEZzpiZfIhTxTceI9NvodO0myllsdQmiR/N8l412oRIybdgcF8gISAdxGTyW+J/hNHDqk99a3Ed7N4qP2O4S53xw2yLHJInlgZx82TkDILZ2jFFFfOtqFXlhonvvrZJ/mrnmpaWL3hfwdpelPZ2+nwR/a7i+gvEi2bkuZ0QQjcTtGFzwCMEcEVc8V/C2x1a7jv5JbG6vlurlbGU2JC2PmI8KrFGW2o0Yyd2TkgYA7lFZyrVIVLxk79+tmVGTauZ+mx6f403XF9pVjeWmj6xcTx3Fz8sz36HbFKCilvljUZ+6GO35TggW/GFrpmvWFvqFxp51O6it5bLS9NjuHt2unKYZ2lGFwVP8fPyDjtRRXVUuq9k3ZXtq/K/3+RVR2RZ8M+DbzXNHj8NLeRyT6alle3kELuojspPmW3jmcb8t5MhYAAbiecEVm2Hiez0jXWlsdJ0e0bVtXM0jR2v2ZkRCg2t5ZIbDO23IbmVgwwS1FFOnedV029LRdvVJv8UjOWgk3jfUfC2t2O23juNN1O6nkjeOKOJQ5cKjG3yUzux8+SQVBx2re0+TUPAGv6SLdl/tjxeks9yZAu0LFBuYIqjZtKYLbuSyjA6Giipjy8sFZe9zX+UXL8106feTG7kaHi3wJrvxk0qS6ks7WVrGOS4e5nnLSZTcMIN3C9RggHIJzg4PA2niC+07QWt4xHDatCjbGRW+0csAuRyB3Ofb60UVvgKzlB0+kdj0oy5qd30MS7uZE1iIxWckUcaMy+XMFy3AK9fUe4OSa2RqF1Y2lqzXVu0jO8gwjF1k4O0nAHGM5BI+lFFepUglC6/rU3lRjy3Rpw3txElv5Zh8yR9qmYExg4w+4Lz2BA5AwK0Ue31eHfcQNIFQoqpIVU8H/wCJJwR3PNFFefUikrmdb3UrGMdYhUN5ytHCrbgFYtvB4CkdPrmmxaPJNFdJDIsLW8LXO8EiRlXapVT0BAI6gDjrnqUVnh4qVVJnPD3pxi9htukl7Hv09nurfp5siKrM3fjK/wAqKKK6ORF8iP/Z" />

So mache ich es mir in Würzburg 2 Tage schön und genieße den fränkischen Wein bei einer Besichtigung des staatlichen Hofkellers in der Residenz

Untergekommen bin ich in der Semmelstraße im Hotel "St.-Joseph".

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" />

Du fährst auf folgendem Untergrund: Asphaltiert Unbefestigt Schotter

Passe diese Fahrradroute mit dem Bikemap-Routenplaner an.

Mach sie zu deiner!

Du kannst diese Route als Vorlage in unserem Fahrrad-Routenplaner verwenden, damit du nicht bei Null anfangen musst. Passe sie nach deinen Bedürfnissen an, um deine perfekte Radtour zu planen.