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Cycling Route in Erfurt, Free State of Thuringia, Germany

069 Zipfeltour2013 Tag09 Erfurt-Naumburg

1
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80 km
Distance
283 m
Ascent
344 m
Descent
-:-- h
Duration
-- km/h
Avg. Speed
--- m
Max. Elevation

About This Route

Weimar...

... wäre mit Sicherheit auch ein schöner Etappenort gewesen, aber für eine Tagesetappe war die Entfernung von Erfurt aus einfach zu kurz. So bleibt es bei eiligen Außenaufnahmen einiger Sehenswürdigkeiten in Weimar, bevor es dann weiter nach Naumburg geht - auf der unleidlichen Städtekette.

Offensichtlich haben die Thüringen nicht mal richtig Ahnung die Schäden zu beseitigen, die sie mit ihern Radwegen an meinem Fahrrad verursacht haben. Jedenfalls schleift seit dem Radwechsel in der Werkstatt die Bremse am Vorderrad. Nachdem ich immer wieder versucht habe, durch Nachstellen der Bremse das Problem zu beheben, gebe ich dieses Vorhaben schließlich auf. Optisch macht es jedenfalls den Eindruck, dass das Vorderrad irgendwie falsch eingebaut ist - na Gott sei Dank, lass ich heute Thüringen hinter mir zurück.

Im Saaleck fließt die Saale auch knapp zwei Wochen nach dem Hochwasserhöhepunkt ziemlich munter und an der Eisenbahnunterführung hole ich mir erstmals unfreiwillig nasse Füße. Hier steht das Wasser noch ziemlich hoch, so dass absatteln, Gepäck und Fahrrad tragen nötig wird. Entschädigt wird man dafür mit dem wunderschönen Blick auf die Saalburg.

In Naumburg angekommen hat wegen meiner Bummelei mit dem Vorderrad die Touristinfo schon geschlossen, also geht's selbst auf Quartiersuche. Nach einer Runde durch Naumburg wieder am Markt angekommen finde ich dort schließlich im Hotel "Stadt Aachen" ein Bett und eine Unterstellmöglichkeit für das Fahrrad.

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" />

Nun geht es schnell noch in den Naumburger Dom, denn ich möchte jetzt endlich mal die Kreuzworträtselfigur mit den drei Buchstaben persönlich kennenlernen.

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3850clL+Q+hnteKiktcVsSW9QvbD0rqjI8blOf1SaHSrGa6uG2QW6NLIfRVGT/KvP/2cPEUXjr4N6drUUTxf2pcXly6NK0pVmupSRuYk+nHQdBgUftnfEG2+HnwZvnjvLRrm6gnkjh3nfN5Q+4Bg/wDLZolPturmP+Ce2qxX/wCy9oiSSbZFu5oVV2+bcwEu364Yn8DXDDHKWN9gukb/ADbX6fmdEsK1h/aPq/w/r8j1mW0qrLZmt6W0rzH4/wDxk8O/DCLQ7XVNabT7vVPEGm6bGlu580vNOo2vg/KhUHdn+E9ORXdWxdOjHnqO3TXu9kZ4fB1cRPkpJt76LZd35HST2Oaqy2eBVr4ky3WieD9QuLNo4byEKI2kAKhjIq85ZR39R+PSr11p+2Rl29DiuqNTWxy8mlzn2heDdtZlyMHB615x+0Vqc2neA/sMJtEfxDcppRluH2rEJMksOxYBTgMQCeOSQD63PYFa8n/bC0DxBrHwJ1W18KNex+KLkSRaS9m/l3CXTW84jMbHAVg2CGyNvXIxXl8Qy/4TK9v5Wexw6v8AhToX/mR+af7aFrqWg/GW1XXtQvlum0DTAzXFpHbtEhjLmNUkZSgi3YVfunG7jcQOX/Ynu5fB/wC1/wCBdumvcMdeWyWWQiKXZIHj+faCr4WQtheRjB4rQ/4KD/sfeLLrxB8P/Cus31vN4o8K+FdJh1h57gzmW5kiYufMUHfhicnocd6ufsrfDzVo/wBuD4fa9vdvDUms2cBjE2Fju1cqpKe6sMEepzX49lMrYii7/aj+aP2bNI3w1VW+zL8mfoJ+118dx+y38F7rxhHp8mrX2n3cH2DTlfZHqM4beIpWGSICqOZCvOwEDk1+dP7b/wC218Zf297LwxqnxAsdAvY7HzorVLGzltrNQksbsscRc4VWZF3dTX6f/tgfs/f8Ln+BWsaRHYxXmqmCb+zi7BWhnaF1GzPG5s7Of7/Uda+JP21viVceI/gB8Nriw0bQ/DLW91fWkWnwss1xJF5NrI08yKFCtJNu+6AOnJOa+i42xk3mUKa2UV8r36edvwPl+C8tpPL5Vpr3uZ/ha35/icf/AMEzv2q/F0f7Rdr4B1jT1uNH8RQzqhtw7Pp1xErSB33HlAqsjE8jK9cV+jCWrbv/AK1fnn/wTG1W6+In7d/g/SbiwQ3cSahdS3MIEYaIW0yuCD97J2tgE9a/Wa4+FscZ/wBWy+y4r6nhPMH9R5KrvaTS9LL9bnzfFWVRjjU6CsnFN+t3+ljz3SvDj3o3iSGP2dsV02jeDZmG5mCr6g8Vuw+BbW2Zdts7N6s1akejmCLiHp2Jr2a+K5vhPJw+F5fiMP8A4RWyhGZVEzegXP8AOopYLezP7mzhh/2tg3VrXGnzTttELLnutWLLwqw5aNnz/erilKyvJndGPSKOOv5QxwqtI3uOBWVeaXfXg+TaoPoa9QfwgCP9Si/SoX8GMT8sYx71msTBbDlh5vc8rHgy6blmbP8AvUV6kfBuD938jRR9cF9TPRJLLd0FY3jXXbXwJ4V1DWL5ljtdNt3uJN3G7aCQv1JwB7mvX5vha8jf6yBV6Z3f0r5N/wCCxnhqbwl+xrqCxf2hcNqGpWtsstlKkUdsdxYPOWYHZ8uBtDnJB2kVxYjO6dOjKcHdpaIxwuSVqtaNOWibtc/O/wDa0/axb4qfEDQ9PvrxvtGk6e1rcQKxO+WSUTsQ3Rhyo9BtUdq9W/4J7/tR2p8aeGfB/wBqjttPW7uNVvJ2fbD5bacEjUnpwyuxHb5e9fFnx88TaV4x+IniKz0vW9J1z/hHwsF08VkbBikflwqInUnd80aLlkBcqDhdxFfTn7NHwdt/g78J7LTZUmbUJ4xeajLcBWnaUqAsQZQAURQBwAC2TjnA/Pv9Y6uEf1iWsvz2P0vB8C0sbL2FOTjFLV7/ANNn1f8AGb9rC813VF0LwTmNrhxD9vZMSys3A8sH7g/2jzjnivzX/bQ/aLn8V/FjS9F0e3ur7T9Nnmhtb0SHa93Hiaa6kOCSZHVQhJztVfevd/2kfijL8I/g/c6hbt/xOvEjvpdkiSeW0UBwlxOrc4OCIlb+87f3K+S9M8YT2Nu1lNNNNGzgsknyMWx/eAIODzg9MV5ksyxWPqfWsVK7+yuiXkv6b6s+nrZbgctprAYCNkrcz3cn5vrbtsm9Ej9Tf2tPjOfF/wCxb4Z12xkjWbxZb2mqvhsf6l4XkTP/AF3KKcc8GvqG101tasbe8Vcx3kSzqD6OAw/nX5BeE/2gb3xZ+z7p3hPVLyGS30W6ltreEqMi3kkec9eP9aFPHYDtX0H8M/8Agr9dfsy6B4Z1D4heCNe1rwf46tI5tN1WyvP31mtuPspQW8uFKskSSYWRc7jxkGvv8HxPBS9piHbmSXo0tfxuflEuF69SrOhh435W301T238j9EdA8Ix7xJPHb7VOdrAfMe1eLf8ABSrxHe/Cj9mqfWtFW3s9UtdRhW1ZD5ex3jlQEOvII3HBHQ89q6n9mz/goX8D/wBqV7e18JeP9Jh1a5wF0nVm/s693egSbAY/7jNXeftT/D6az8N+E/tUMMy3GvoFjmiWRGxa3LA4bIOMZB7HBrTOM0pVsHUcJppp7M6cpyuvh8bThVpuLT6q35n4oftwya944+J+itrl5Nb6tN4U0qa78qFmBfyyUVy5LbkXbkk5JBPevOv2Ute1Mf8ABRf4T6TJdXC6dfeJNLheP5vK3mRcnHrn8a+iP+Cp3jaTwr+2p4giYlYJtM0yGThjgfZ+SMfiPxr5z/Z88Xxwf8FGPg6sMjr9q8Z6RJ6KQ15Fjj2yR7V8Lg7RdOa7r8z7rFXaqRe1v0P3a+PnwoOnfB3xQ1nP/po0y5MLEsmxxE5U7lIZcEA5BBGK/Hz9s/xF4NT4DS+JNAum1E+CfGEvh/VvI091ktpxaRZjUy7BIyMjHeqIGZmPzZBr9yf2l/ClofhF4oXUdQsdLt5tOuIxcXkixxhthx94gHnAx3r8jv2rNM+Dep/AfUdF8Owx6XJq3ipvE/iK4v3eeG+ma2dHlLs2yP52+WMEYVecEgV0cU46m8XTq1ZfZS/F/wCYuD8srVMJOnh4O3M9ttl12R4L/wAEqPHMOo/8FGfhUun3TadN4luWkSAxeTuhltZA6kLlTk4BXI5bPPSv3U8S+FLDwX4el1bXdU03RdPhBZ72/uY7WBPXLyEL+tfzdRfHfS/g/wDErStf+FNrf2viXwmDJpfiCZx/oQVfmkgt8bPXBk3YHQVh6x8T/H37Y3xS0mz8ZeLvFXjHUtUuRCj6heyXjRE8kpGx2qB1O0AAD2rfLM9eGoOMIvV3106L5/gGacLyr4hSqTWis7a9/l802fuppf8AwUv/AGe9T+Omi+AdP+Jmn61rmu3f2GC4s4Hk0uKY8Ikl0QIgXbCLtLAsQCRmvqB/hvHEzLJDtYHnBwRX8pyI9tujk3Iyna4JwUIP6EY/MV+7/wDwQp/4Ke6h+1t4Itfhp4+l8/xv4bsSmn6rI/za9bwnGJM/8vCR7ckZ8xULHBzn0sHxDUrzcKmnax5Wa8L08JSjVpO663/P0PtCTwNDAPlXJ96I/Cqgf6tR+FdVNqWnv4um0L7RD/asNlHqDW+4b/Id3jVwOpG6NgfTj1ouLfym+6eK9ZYmUj532MUclceHhGOn6VRm0lE//VXWXlu0v8NZ82jMxOapVH1ZMoLocvJaoG+7RXQPoQDdM/U0VftET7Nntn2FXPzRxtnuwFfHH/BW2fwzdaf4N0PWrjS2Pk6lqNrprzoLnUbzy4re1SGDO6Zy00xQAffjHI6j7gisVLcqy/hX5+/8Fc/CWo+O/iheXWgssOq+APB2dPaCMQzve6i14q75/vLEkdrnaCAfNOc5APyOKxH7to9zA4f98mz8p/2WfgDokPxd8beKry11O4Wa8EkUWqWSweRJv84SKVZlbb1wPukr1r6K8AeMdM+MFnaz+GdTh1Sxvpmijvo8tC4QkSOrMPmVSrZYZHB5NeKax8aPBn7GHw303wu2oTeJdes41jls7Ng11PNgbnnfJSAEkcMS4HRTisT4QeKtc/aD8fWfh/xR4ut/gf4duonuNMS1sXihkRY5CFlf5SyO5XJyiYDAAkgV8fWjUxVS6+FaLtbqfrGFxFHLcPyyd5vVrz6J9kupwX7UP7Qn/C7PileSWe6HQdHzpWmwv3t4icOwxw0hLOfQufw4XT9Qa2jWMbfKYbfvZ2n8fQen8qztdOnt4nvPsszXFsk0iJcc7Z/nb95t6qHzkL0GcU2O7kthGyqzRyHCg/dPbgV60YpLlR8lKTm3KW71Oq8M/DrxF8bvFNt4Q8NLDca1rVxDHYly0cYO1lctgHau3k8Egc44r6n+A37AvxK8f/sM+PPBPjqJY/8AhDdTuLnRFVlneC6J8y42SrkGFSN2F4zNIOoIHgX7E3ijUPDX7VXgq80u3kuNWTUrfyLePPmyfvUJReSCWUMOO2Txiv2U+I/7QHw8+A/h65/tzXNC8N2kxeSWKeWOJlLyEsQn3nJyWJC8kk81z4ipKPuo3w8Vfm7H89JM3hTXbix1CPybnT5WiuIX5KlTg/l1B9K/WD/gjvo3jjxH8NbjUvEPj671XwVdR50Dw5Pqcl41hKrFGvQCStv8u+NUDBmDMdoGCfzl/wCCpuu6PH+17qt94TtWg8P6hp9lfWs5yDeJNAsyuUKrtwrqoHBwozk1Y/YT/wCCqev/ALDuja5plv4dh8TWerxqILS4uzaw2koxtkDgM2NpYFV64Q5G2ojhHL95B9Nv0Z6+KzhTofV2lvq7Xt5o/T3/AIKC/st6Fd+E/iN48urE6prtxpUK2jzrmPTxEkUYZApyXbBG5uEDHAB+avzM0vxyvwk8aaXN5In1LQdQi1LTp8DzbC4VklQox/iDgEZ716R8WP8AgpJ+0L+2R8Ktakh1Tw34b8LyQuH0fTLBVm1IiSPNss0xMkj5ZWIQjhe3SvB9A8A6h4z1W/1TxlDq2m6hpUKXe+O2cyXkSEDJX7jKCuCQex7itvrkKNNqtP4ei1a26LXqj5ypGKnzxW57J+0z/wAFGW8QalH/AGlrWveNtevW80veXckkdopOWJZ8hT1GFHB/Kvnf4tfELXPi7pej311eLcNOJHOmWrlo7Y7yExGMndt6s3PFQP8AADxJ8SPHerXK3GnW9jauPOvLhhbrDERuUBPmc4zjG3JJ9xXW638K/wDhXNjpqaP4itrZnHzRX0RjeVGXqpOe4z2681wYeWW0a3JGfNOWzd29fy+dme/jOJcXiKcYO0Yr7MVaOxR/Z6sLjwNrWrX2q+ETrn2vTZbSzgubpoEjmlVkV2VEdmI3ZUHauVGWArvP2P8A9mvwj488RzJefEaDT/FUcFxJo+kWsLNHdyfZpXKzXAyIowq4dyBwe/St/wDZU8G6P8TP2X/jxqE2t6tean4H0eLXLRVm8kMRK0Bl6ZkQxyPjkYPb14X/AIJ9fHGy+GnxX0nwzqGiaVeaN4lWTTZXkU+fBPMCkVwMcEK2AUYYKsT6V6lR6OMeh5XtpN88uv8AwxyHieHwTa+MNSjEmsX3+ks++2mUoQ53ADgZwDg+4Newfsh/DWP4h6F4k1jwX4m1bwPqfgS7stUS9ubp4Z47gmQW4gmXISQzBEG8bSZACRuFeH/tXXk3gT9oXxtpVj5dmY9ZMwaJMcFFZRnHCjOe2a7b9mTxvqOvWOsLJN9li1S1igvAv7tbyNJkcCRTx1UHnoVzW1tLxMJVJP3ZNtdj7y/Z+/4LZH4j/tdfBPxd42ktW1TwvaXXhPxLq1vizj1SwvJIxHcTxY2xtDIDJJg7G25UL0r9ro5tP1yxjurG6s7+0mXfDc20qzQzKejK6kgg+oNfyJ/DLX28M/Fu7tZIYZoJrmS1kVjvXZvYDpwcdPSv6QP+CJOsLq//AATr8Jx2+haLothptxd6fDJp8h36g0U7q886eWuyYnAOGcFdpyOg9bBYiTfKzwMyw0YJTj6H01e2SqTtXd+FZs8eD93bW5c28hJ25xWdc2bHt+de3CZ4comRLEu7rRVx9PZm+7+lFa8yIsevi5kLDd5q+7DAFfhx/wAFE/2y9H/aR/aD8bXXhfxl4l1Pw/qViujw6PFeywQpqFtCWeeIKqDyo0SUEyFtzSHYADuH5XfD/wD4KP8Ax5+F8fl6D8ZPiVpseD+7XxBcumCOfldyOee1bP7Mfxt1ie78aXt5NDcfYvC+oPENu12nuTFa7uO/79iTjPFfIYqcXD3D6/AYJ0qjlOV+x6R8O9V0fRfi/wDDPwvp8Njb6deaqbrUrn/XtctIHjj3yNliEBYqBtG5ixBYhqb46+Idx4+8WaprF9DDGsltDaWyhMt5YuZgFOeR8ic888nvXhdz4muPD3jTR7y3kK3GmyJLFLvLEFcEflgcCu11HxCTo8e+4kVW8qTLIfkfymkbrwciUcj1HtXBGPvc3l+p6lSXu8q7/oLqF3DDJNJF8tvvdghOT1PORXB/Cf4nXmreJr6G5lku1vj5mGP+rKn+H+78vHHtWr4juZrGzkhtwZxLbZSaNGK4Ze5OMGvO/hfY3XhzxF514jWqKmPMY4wcHofWtKcou6urmbjLex7rpPiy90XxTp+oWN1eWOpWEjT2lxbOYJkkHYMpB5BIJBzzX39/wThsPDPxu+PHiLUrzwdocOkLpNu0NjdK15PYziVYzL9olLSSeYGc/N0IGOhz+b2l6rDdPJLFN9o2nYJd3G76+v8An3r72/4JGXX9l6RqWsNqEMcl8/8AYMMTxkkmEvdNIz+/mKPYKeTxWGMko0ZSe5rhruooo+dP+CoXiexm/af8WySW4ks47xLCLb/yyWKGNAuG5AAGMivnX4eaR4S8SeNNPh1e41IW6xlPsllEBO0vy7FDNwQRnpk5xxXe/t7RrrX7XHxEhbUFNumr3csW5N0ZYSEE7scbj0/CvCLLSFlsmmkM0Pl7ZfMKHLZO3Cg8Mc5ORxgHpUaujyRlZ2Wq31RhWl779T650j9ofSX+B1z4E8J3c0em27Osul6jZxzyXbyMGLLNj74ZVI2FWCqRjnjkrj48aN4W0W4i02eC+WbatzDte1kuzu52oxIjdQMBsDdg/KBXhfgj4i6xot7JaabJbzQ3UXl/Z7iAYnGSxjXjIznOQeentWjq3i21g8YWdxeaLpttHGjRpJYiRVlkGf3uG3btvT0/nXgVMpbqPnblfXfV/fZ+n/AVsfee56xH8adJg8PXl9YWxgmvGRbjSo7jywwXJ3ykDYzEcbduOuMGsq6+I/hHxteXV3fX2sQTNakeVqCpeRQ5zny2bGFx0XCtnPJHFeP+INYk1O1jEc1q6wu6LLGm2YrnPzZ+8vHAH3eR14rPnsJJLP7Ul9BJliSWULIpHcj0Jzg/njitqOT04rmTcW/PX0BI+zv2NvHt14p8JfGTQdEv/DdvY3fw5vAz3OnpaNqMcEiyPHCSDukHBwMdCcjpXyv8P9Tk0b40+EbpNy+Rq1o+AfS5T/Grn7Ptl/wmXjW6s5vEQ8PyNplzNHcLCZYpXVNxjZBjb5gyu4Zwccdxy9zqf9n+JrG5Hym1mEoI6/K8bf0r3sNT5NDVX5Ej1n/gpppF14Q/bB8RwyQ3FnNMbO5dJUKPl7dOSDzg1U/ZH1tZNEureSTdNiRQD124PH51wH7RSg+PL6RftDLJJ5oeeQuzZdsnJ7dh9K1f2V9eXTPEFxDJ0klCgeuSB/WuqL9wUtyto+syeF/iBcTS+ZFJDe7yGG1lDEN39q/or/4N4fH8PiT9hfWdPabzv7D8XXaJz/yzmgtpl/Vmr+a3xZfGPxFqQXIDSFeeoAyB/Kv09/4IL/8ABRpvgP4Z17wDcabJeXvjDUraTSrmQN9lhlit5g6yEMACY4wR67D2Fb0cRToS9rVdopa2VzCtga+L5aGHSc29LtJfez9/ZtXt0bAj3HoBmufPxZ8OXE80MOseH3mtXMc0a6jC0kLDqrKGypHcHkV+LP7a/wDwWX8Ya5Dqfg/4e+L57GxZ5F1TxDaOExnh4LSQ5baOQZQcDon96vzv0aXTdfnuf7StNqM2fPijkZmdiSSzcnJ6gnk5z3rrhm9CceaEJfOyf3Xf+ZyYjIatCo6dSpFtb8t2vNXaWv4eZ/UzqP7R/g3TLtoZ/FXh2GReqG9jyPyNFfymaz4Z0K31CQJrmr2obnY0zIfyZgaKj+0J9l90v8zX+y8H1c/vj/8AIni4fK++K3vAvjA+DtQuJGWWaG+tzbzJGwBZd6uAc9tyKcewrQT4L6m8cciXFqY5M7Scr0qKf4Razb9Vgbr91+v6V5f1qk9Lnqxo1FrYvrrlr4z1iE+bdWsTSCGQmISOgOOVUEBuOxYV6N4t8UW3jPVrq2s7OO1sYM29u6B1LgDyQxVmfa2yFcjc3OcHFeU6Dod1oWpyx3Ufl+YVeMggjcuePxBP5V13gxwbNJVbDKxfJ79TR7vL7uxMr3tI6TVNUkbT7eyWCTytqiWRhlcLjI9M4Ge1c59kj82NZoJPm4Zt3RTL1xn/AJ54HsM10es+MbPSbDzpFPkbgXjILANjHXuMn61n6f4ls/ENlJJDBI8eSkmMneoAJG3r1x+Qrn5Zt7KxopRS3dyhZwrZa221vLg8kMTn5c57ds4xX0x+w3+0lovw7sYPCuq3FnPevfy6nZZvfJ2zOoR0c4LNhFyvqQR6A/OtkIYllkjjmW3VRtLYYlt3TGMdR3rybXHuZ/FP2mxuWa+W8Se3ZFG8SK25SMdwwHA6mtqlFVYcjIpVnTlznaftXfES18ZftAeLryzu2vLGTWLkQzI3ySx+a21lz6iuGfxDGyQ7b26mSEhEEqhhbDkkoucH6EdzXZ/tWaXp9r8RLe+sZZJX1qxg1K+DQGERXsq77hNu1dpEhY7QPlBArz/R0s7vUlju45jFtY/uZFQ5xx97jr26mjlSgr9DCo7u5reErmSPxLps8a/vVuEeDztyxyEH+Ijtxzj3Fdr8RfGl54lt7NLtYZL6xmeRfLKtbyqG4VcYx8xP3QOMH0xxHhvwbda94gurOzVpRZxtJLNgkQL23YzjJwuOmT6c16B4Y+FkXjXwx40ubuW7sdU8M6Rb3unRK8SRX8j3MURUlivASXOEDHcuCAMkc9SnCU1N7pf11EoOWyOZ8VfEm816+W4vILO2mQgiC3h8mNTjAICgA9Aepz9axdfuFnNrNAs0bmINIduFc5OSO3PP+RVa0sor9/s806wzK2FkkIEYXuMdc55JpLxGtI/K8xmK5C7W+Q4PYGrpqEPdirCNb4f/AGfVPES200xs45IpMSgD5DtJGT6cVN8Q/D1xomkaXqW5Wh1WGaaEpgqoUsmD6HKE49CKw2sYjEswXa7AE5569cDOK9usfBNu2keD9J8RLHJayWyyvtbJt1uGZ4wzA7fuupYHlckEcUVa3s2mjanHmucD8dwt1d21xF5my4s1kG49s/8A16wfhrr/APwjfiOSYn5eCf0b+lem/Gz4X6hZ61pGdB1mHRb9Gj0+5a0kW3vIwEP7qRlCuACCSpIweteda34BvtCsHuls7tV3Mj7kAwBkA46mumjLmgmiKloy5WR/EyFYfG+pKFAXz3Ix3G8kfoa+if8Aglzoi/EPxj4s8M3UMNxo994Y1KS+8yXy5IikamFomGGU+Y2G2kZVjuyuQfAPFulXGtyyX6290yyW8cgYRHaSVXcM+xz0rtf2L/DmoeOPirFounaPeeILy7ChNOt7ea4ku496mZBHEQz/ALoPxyB1I44mvDnpON7eZvg66o1o1Wr2e3cs+HdGms/Flw80Mb6X9mjFvuwxSQZ3jHX0p3hfwjq9nrun315qRmWwnuWYM7OZopSNgJPdff8ACj4g2moeEPjje6UouI9O0+4vLOWIj5YnimZF3ehwMc1w+rT6m/iG8eGS6kjh1WC6gBkbHlhSJFA9AccV6F+Ve60rN/o0eba7s+yO6+InwS0v4ieIzqVxqU1nKY1jKIqENt6Hnn/9VFX9Rt4dYkjmZVb5AASO2Sf60VnW5VUl73XsjSjJ8iPsv4t/F79mX46JJdN8MdD+HerTq3l3PhTxQLeDc2QSbWZHgJHB+UL9a+SfiC+n+FbO8i0O+k1HThcbYrqRArXUZBxkKSvcjg44yOK+wNW/4IJfFd4Y1/4SD4eyzYLZ+2XkYI9swfrXGeL/APggh8ddTgW3tda+H5t43DIP7ZuVwQMdDB6V8nl+S1aEm515Tj2aWn6+W59VmGeYevBKjh4033Tk76dm7eex8a+HvBWveO/Gmm6fpti93fXCPP5Hmxx7dqFj8zkDt3PP1pfD9teaBprRvazedDO6ycbgrDgqe3b/AOvX3h4N/wCCLvx08M6TexXFx8P5LlbOSCwuLbWJd0BkkVmBV4gMEAjOcnjPc15T4s/4Ij/H/Qr8Xmp6R4R1HQ7WbfJPF4ltomjBIAYiRdpweSrAg9K96NkuXoeDzczv1Z8s+IIH1iza33XFrHO4chl5z1wB3r0T9k34ReDfGnjG20rxp4o8SeHtPkuPnl0fw1LrN5PuHyxwwo6L5h2sdztgAZ2mvUfF3wh8C/A7x55fiLw2Ps66dbQqVXNtd6g8n2iWYnLjEUDQt5cYUDzApHYavwm+D/8AwqH4nXPibwL4lW108W4tJ530p1sbQXNrH5uJBPvVyJJIkVmwwD7vlwK8uWc017RQi3yq6b0i32b1t6tW7bM6KOCq1KnJbrb5+V2rn3V8Mv2rv+CZPgP9nK++GUmm+LriDxBbbNU1fXvC1zLqd/MB+6lM8ePKKNyiw7VVucHkn8sv2yPh38K/gV8Tz4w+Afx0tvG+mwyieygu9IvNG1/R2GcBhJGIpiAeJY3Vj3QHmuv+Jn7Oo+P3jDStNbx94P8ACvk2c6edNF9nsUS3VTBGzKzO0rtwSEwDjlhyPBviJ+z94hktrzUL260XdZ3EWnRxwytJJfE7/mQhcbVVNxLENh1OOa6sLmFGvGLTSb6fh8ysRl9elq4NJK9/6ucV49+LXiT4gW1jb694i1rXI7GHy7VNQvpblbVGYuVjDk7RuJJx1Jqj4P8AGH/CKazJIFint7uEW9xFJGrb0JBO3IIDAqDmu6tP2cvE3iCx0u403wvrV9a64WOlzQ6Rczfb1QlWKFVOVDKwznqp75A2Nb/YS+JWmQRXUXgnxJqKynJW30K9Vox2HzRj6cZrpqYmhH3ZzS9Wjz5Vdbzevn/wTifht45fw0bxYri6hW6geYG0ZY5oWQ5wWYEEFcjA6HFdV4P+K1rY+FvFFr52qRWmt6fFpl5JORdSf8fCTxmNFMagAwDJct1yFzgitZfs7+NNCmP2z4Z+Ml+VozjSLpSQwIPVPxq/ZfDXULPwVfW8vgXxVZyzXdors2mzedLGDIX8tSoyQOuMdeozSWIo/ZkvvRUMVyx5VLT1PMvEV3aS6lctZytJZo4EbtEImcADkqCdp59TUVjq8dxpytKVjYRhFAz+8IPJ+uK7zxJ8ONDsZLe3vP8AhItHtRvnc32jSWsroqs4RMsQzPhVyTgFs1xt14a0/wCzhYLqNVSR2UtvGUJ+UHK9hTVaE4pr8n/kTzJrmRN4aW+8S6xp+k6fHcXl1fXAt4LSEbmnd+Ao9ycV9G/FLVksP2PvAqfYv311Zb5LlUKO5ju7jOX6s2CoPpjHTFez/Cf/AIJvv8Hf2Svhn+0d4DuNc1rxpJNb3qaW0bPaosrSQMTsUMVwr4wQfnHJxXI/Er4ia98a/AFn4I19P7NPh97+4uIo2VmNw8wd9obAijwXYIATlsVwVK1KvK6atBp635m07WStqtb3uehTpypwuk7yVulrPq3fQ+YtX8Y30/hfRpLrVNTuoUVkjt5r+SRIVycBFLELwO3pXOar4kbaTG0x3p/FMx2jn3r2nxB4O8N+G/CF8raXcLrOn2jXVlNfTF47sEk/NGVC7XXIVlIPcHvXnmp/CXT9Rt2vrSaa3trj95FaoVdoFPIUlmzwOhbkgZruo4iE1fb10OOvB037z/U5e28QNb+H4SkjLIrsB856fnXrX/BO/wDaK1X9mz9snwT480mKHVNW8MzXF5a2d3dSw293MLaXakjRkNsJIyB1HXIrg9H+GdjrWlm3+0XAuoXC4Loqknnb6dMnOa9I/ZV+C/jjwR8ZvC/xC8L+AfFXii28F6/bagy2+kzXdrcPDIkpgkKKygMowQecN0NbS5JxcHrdbepnzW1LH7YvxBfVP2mvEGrRQWtrD4r1t9SliiJMcBu1FztjOfuq0hAJzkAV5H8Q/iFqXhbXoY7Z4Vt5IhJkxBnBzg4Jr6H/AGyPh3+0P+09+0P4w+JF58C9e8KxeJr37cNPsdBuxa6eoRURELxg/dQEtgZJPA6V4N4h+A/jz4gyW/k+D/ESzW37pyNNnkHbJyqHjcD+FdVK6ptR302/E56koupzNrqdnofia3vNKt5GmVWaNWI9MqD/AFoqfw18EvH2jaFbWsvgrxZJJbp5ZddGuSr47jMecUV6HLSlrLf0OHmlHSL0PvL/AIJ8fE/4/fs/wabJrng3UfFng/yWtJ7G48R28lxDGZTJvjeWdvmXoEJ2YXjB5r9Pfh74y03x14TtdSsYLi3t7peIpUVZYmPVW2llyOnykj3oorxYwhGHLFW/4Lbd/meo8TUrVHKo7vT8EkdNaxieFWRflYEbmqh448D2PjrwpeaLqaPHZarEYJhA5RyD6Hsfw7CiiplFNcr2Li2ndHzx8b/+CSvws+P2l6Ha65d+LIbfw/bvZ2aWVzbwp5bkZ8weSfMbCqNxOcIo7V5dD+wR4s+GGgeIPDul/DnVvE3hvULgx291J40tmmmtUUxw5WZEZSqHgFjtJODgCiiuSdCnGDjFWT38zf6zV5lNyba7s+fvjL+xt4on1f7RffCHxjHPp9mIrdIPEukqLt8BWaRzcsVwFTbgY+U5HzGvCPCPxv1T4HeIoftfw58S/ZxaXNrqit4ktj9paWZWLIoLpGojUxkKMsDuzkYJRXLhsPScvhX5Gk80xDdm+vr+Z9MfsjeOk+Hnw1+z6f4LuvCOl3ztdQWtzrS38skUh3rI0kaAneZDhDjZnoORXrHg7xdfeMvCzfaLhvD95BKDMbGd5IYMsBtTcpPXH8J57+hRX49nVJfXK923yydr79N2eJiJOtWcpde2nRGhpXh/Xra2aeHxhqF7EXMYFzGjY54/5Zqf8Ksa1oWuQ+MvCbM/mNcR3bo6TkYzAvryAfb3oorwsu/e1pKX8snp/hZhCCerKfxH+C+lfFLRPsvibT7LxHb2rFFW+tI7hbdsZZRvOendeK8t0P8AZ3+HPgnSZvEln4J8I6bNah2sms7ArJPAuGXJP3JGxt7jplsE4KK68vxWIhVhQhUkotpWUmuvqbYeN76vS3XzOq8PadqPjbwjp+paLa3TWNxdCS4s5dSmijEZ3AhVWXaHVtrA7cfL61jeJ/hVofhSHxHqGt+HNLsdN1hmspZoIvNlgACq0YYOGJM6FtxU8nIIHQor77D0qkJKDqzeq3k76vyt3P0bB5Lh1CLleWz1b6vysZHgX9gyx/aZnk0Pwb4W17XrdYdi313rFrbLC4KAbvMy/lqFICKhADZxkAV7X8Pv+DbvwKLfTb7xh4o8QR6lDIJbvTNLaCSzlYYI3SNEjnv90DjueaKK+8wlNpe9Jyfmz4/ESTm4RSSTtodn41/4I0/st/DLwhea14n8PzNpuj5ee8lmvMxqMHBWKVmf8EryWx/Zt+EviCIXHwe8D6tofh+Vh5eu3fiG9sre6x1MVjDOZJPrM8X+72oortoyldq5jUpxUIytq7/gb1v+zJCTC2reNviRrklud8cVz4kuFto27FYVbauO2cketdv4f8Ir4egVY73VrgKDj7XfyXBwOvLHn8aKK7I9jllq9S8yiTkbx/n60UUUrk2P/9k=" />

You will cycle on the following surfaces: Paved Unpaved Gravel

Customize this cycling route with the Bikemap route planner.

Make it yours!

You can use this route as a template in our cycling route planner so that you donโ€™t have to start from scratch. Customize it based on your needs to plan your perfect cycling tour.