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)
MTB Routen, welche mehrheitlich auf Forststraßen verlaufen, werden generell im einheitlichen Schwierigkeitsgrad ROT (mittelschwer), sprich auf sämtlichen freigegebenen Wegen mit der weinroten Beschilderung gilt der Schwierigkeitsgrad ROT.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKMAAACjCAYAAADmbK6AAAAgAElEQVR4Ae3dCdhtU/0HcM1zaZ41T6JCNKCUotG9SmnAVaJouCilWbgNqJBLhYqK0iBKkdCASijRnDTRPM/j/j+f9Ty/8193373P2ed9z/uefW5rPc9+93n3sPbaa333b/3mtdZaa61Vla30wbQx8Lvf/Q4Oy0CUPpg+BgoYy4fYm1mxgLGAsYCxTIvTnxb7NgaFMhbKWCjjqK/y6le/erXppptWBx54YHXkkUdWb3nLW6ply5ZVt7rVrVbrvGtc4xrVVlttVa1YsSJd+6Y3val68pOfXN34xjceXHvTm960Wrp0adrufe97D45f7WpXq5YsWZKOq+Oe97xneq5rH/3oR1fXv/7107XXvOY1q4033jhd5/q73OUugzrud7/7Dep+8IMfXN31rncd/H/zm988XbfFFlsMjkU78v3DHvaw9KwnPOEJjdfpC+8Z/eb3hhtuOLh27bXXHpxzjTa86EUvqg4//PBq5cqV1T777JOOxf193PeSMhrAd7zjHdVf//rXSvnPf/5T/fe//03bJZdcUj3mMY+pgFWH3vCGN6yOO+64dJ1r8mtPO+206ra3vW267kEPetDgmte85jWDgVPPv//973TuiiuuqHbeeef0bAf+9Kc/JXB6jsH+yle+kq7zjOc///mDOr7whS+k43/+85+rN77xjdULXvCC9L8/m2++eQXwce/gRO2HOu50pztVf/jDH2pn/v/f7373u9XWW2+d6rvuda9bvfvd7x6c3GCDDVJ7gFT/uFaJfvNbf+62226DvusbIHsHRp35yle+cjAoP/rRj6rTTz+9uvjii6u///3vqYP9f5/73CdRire97W3pGED94Ac/qD796U9XQBWgfOc73zkWGFGr/fffP9X5j3/8owoqiiL7XzHAABeDqRMVz33oQx86FIza9fvf/7668sorV9lOPvnkVcD4xz/+sfr+979ffec736l+/vOfp/r9+epXv1qts846VRsYUenvfe976XrAPu+886ovf/nLg77TR5tsssmg7fEOfdj3Doy3uMUtqhNOOCF15j//+c9ECXSUaefMM89Mx3/xi1+kafl2t7td9etf/zodM2BPecpT0ldvOv/JT36Sjht493eljNtss02FciqAs95666X7b3/726dj8Wffffetrn3taycqFWD8+te/nkAyjDJqz9vf/vbB9BpTNQqaU0ZU3dR8t7vdrdphhx0GH6f33GWXXRrBeK1rXat61rOeNaCGZow73vGO1Q1ucIMESG3/y1/+Uh100EEFjF2+Pl89KqGgDje5yU1Sx6EET33qUyuDdNJJJyX+DR9mcJULL7ywMhieoY4zzjgjHQeo61znOp3BiGd72cteNpi6t9122wRwH4OCKio+GM8xBQcYv/a1r6X/h4HRh7T77rs3giEH44c+9KFV+NIvfvGL6blYAbxxE2W80Y1uVH3wgx9M16GKz3nOcwZT8t5771194xvfSBs+MticLmOyWNf0jjLe4Q53qD7ykY+kDkUZ99hjj+pmN7tZGmR8GwHj7ne/e/ra8T8GB0DOOuuswQDjI1/ykpdUJ554YtoMUlfK+PjHP7565jOfmaZQjTjqqKMSyFFMz0FZ8JKmUJRL3T6IvA0LAcZzzz039cmvfvWr6oUvfGEjGAlpqLMCeASwAJJZBL9pI/gUMHZQo5hSTGMhVFx11VXVxz72sfSVmyqjc+1f9apXJaYcED75yU8OzunoW97ylmnaQ23woQHGGKgPf/jDlQ3w3a/g+YBx3XXXrT7zmc+kY/gvlNWUh8pefvnlacDxj4973OOqRz7ykemDwM+SWLVrGBgB+ZRTTqle8YpXrLL5gHLK+NGPfjTxq2YGH0JQ30svvTS1r4ky+mi9g/L5z3++2mijjQZ9kvdbX3/3jjKa9rbccsuK1BwgAQLTG4nTQIeEfMABB1R/+9vf0nWf+MQnhnZ8DsY0Wg1/Aow+iOOPPz5dgfJe73rXq1AkbIPjAKxNT3ziE6tDDjmkQsGdu/Od7zwSjN6JVIua5tttbnObVcBoYFA3/YD/dZ/2LV++vKJmagIjLcSPf/zj1G4fE2HGLPLyl788Sfkkfduuu+6atBB9A2XvwKiDdDbG/eijj04DHbgBANPkBz7wgdTJdJBzAaM6CD6xRf0BRs/3bAUFNBUHGFCp17/+9el/YLzgggvSbx2JAmv/MMoYz6rvTaM5Zayf9z+q+PSnPz2xLKPASNhbf/31E+XGUqDcseGnm/S10wZnL8GYdwrBAcP+m9/8ZjB1AwhhhgqmDYymVhTOlk/TQDVMz2ia9vzDDjus+te//pWeieIo1EsU6QQcZbvtthvwaDoSVR8Fxl/+8pdpOqc1yDesRQ5G0yytAPDTJ/oQFYIaFqQNjD/84Q/TdTFNP+QhD0n89Le//e103B/89a1vfevU1ryvp/27d2AEHtMdQcXeIBlkoMTjRTniiCMSGFE5AKNfjM5UR34tRj6m6a5gBHYD63r3KyRabcEbKtoQKiQql3j+MMo4V2k6pl8866Me9ahGMOIZ6SUVVNR10Sa8Z5QCxg7Ci47TgaY+/NRFF1004G3o9EjPUY499tikb6PCAJjzzz9/ICGiZIQExTmK63HB6EMIdQqlsXpItNpImjXlGXgfg4J1iIFfCDBedtll6TnArB+aKCPAoYjKb3/720RZg1rf6173Ssf9KWDsCEYWDIOvEBp0okGm1jFdK4BBkr7//e+fpm/H8HsPfOADE+Ui4dL5KYQFQB4XjAY7lOzqId2T6rWFLjLMbekhVVXReXYBI3bDezzgAQ9YZfMuPoAwB9b1jD5QBciorZrASNA6+OCDo0kV65QpHcvy1re+dXC8gLEjGDHyqAzA4ZMMCmsHR4kwc6EOAKHzTz311NTJKBXGnMqEudD/SkjZ44KREBOKc/XgTV/3utclwJFQ1ZsXA94FjPhdFPXss89eZSP9YkXawHjOOeekxzmP520CI5bmsY99bPoAXYzNOPTQQyuOI4Q1Ur9SwNgRjEDAREatAZAK9Up0JAGASiekQRTFwCqol2kzdJSmWV40QDIuGE1vpvoQHICAXlFdgMDmHUU7A4j2w6bpuKe+12YgbwNjOIMQqkj69JJNjhL6hZ4W6BUfkXvMMmGdKWDsCEaDieJx10IBCCIoHRMhnR5A4AmDF7In7Ji6UFTKb9TUNM6TBbjVieI6xgmDHTjA437U1DkgAog451mosnMvfvGLk/TrnHt4xjhuc3/cY49d8Bzn2IYdYwKkimrbfGAEEMKR+7jA5W5h+sNx9W6//fbJTEq15JiNntJzUEdWLM/TH8ynQIt18WG6lq2bkJe3uQ+/eydNR6cYcKDElDNz2YeaJq7J96gVtYsBdK171RHXGCTHbAHQOBfH1RG6QufYuh1z3j6vz7n8vqjLXv1xznMdcz/fyGGb+uN54YQR9WpX1OmcevM2xHNcrx5sQ/QHPanz0a563fGMae97C8Zpd0x5/uKHRRQwjsE+FIAuLEALGAsYB6zMtD+2AsYCxgLGaX+F5fkLO+XOpX8LZSyUsVDGuXw55Z7+UbNJjkmhjIUyFso4yS+q1LVmUMxCGQtlLJSxULPxqRlTIkcI3j2CxjiJiPTjjnbf+943Hec9HiG7s9bHhTL2mDKyR3N62GyzzVKYBacNHjmcQYQfcEWTcYP3N//NT33qUylc4tnPfnbyUmKjnyVAFjD2FIwC0njevPe9700RgpF3qO561vS/aznjigR8xCMekRwsZgGUBYw9BaM0JT/72c8GPp1NoBt1jE+j3Dzc0iKbWp9BWcA4YTDi14SIilPhYX3MMcekWGshAPwl8Xm5K1obOHbaaadBVotRoBt1nmMtT3nuaW3P68PxAsYJgZG/IGHCtIqPE6vC6xx14qXO41pnCxndb7/9Bs6wbSAgoIQH+yiwdTmvLaIZc3/NtmdP63gB4wTAiNIRLgAvwhSGAUSIgfQlEWzWNPjqFNrQpb5hz8rPCd+QBKDpeX04VsA4DzACjOg78TpzKQBJTdM2bb/61a8exMTMpf6me775zW8OQiH6AMC8DQWM8wCjaVlY7Vypl/w8Mp616QVRzraMt6Z9wWnqGOf5Ek+94Q1vaH1mDo7F/l3AOEcwinHG00UEYxMVajtG9SLjAwGHCqeNMgKDSMCI9FOf5xFI8KbPe97zUlYNAWgiIWWlFV04qk0C/bV/scE26nkFjHMAozBRMdQ6b5yCgon9fvOb35wyraln1ABJPB+pTfCa8i/uueeeKS8Pa4tgK/WwwsjcK0qSoEIBLtEAClov4qmf9rSnjXz2qLZN+nwB4xzAKIFA5LSpD3Tb/yRqIaMSS+WWERRKCKnVE5ooJCldOhXgkhUi8uwIt0U13/WudyXhSYIodZCWRVHKeS7U1ooHrDbSv8THoy2C+/um6ilgHBOMBpBqZtRUGKB0nbTPMpYx7QU1MT0TUGSKYMqTx0ecuPjuuCb2wIV/FC9ukxJZHiLTt/rlJUJx1SFWWvvEXQO68FYZx+RqlMDK1C6N8mtf+9qUBjqe0Yd9AeOYYAQKgfFdCpAJmAew0O8Bx5Oe9KTqc5/7XBI+clATRiQtiID8OkCk4pMwlQ4zvy9vi6lcPaw3pmlpWCQLjTVxxFOLQzfFi5+uP2Oa/xcwjglGuWwkbxpW8GRMcNI+BwhNwbJVoJIU0G0SsFQkrsmpaAAkMtgOe3b9nOd4XqSDibr6uC9gHBOMptumEtMlyZb1JAYbz0fAsIhRLhU31RHHAIiTAyoa9dhH4v24ruv+fe9732p15fX25XcB45hgNMWiXnmRKBTvJ/dNCCFAiBoRWGIFrfyeUb+5hbGW5EIGvi/WvRl1f5x3vXR92tMX0LW1o4BxTDA+/OEPT/6DBpu+j85uxx13HEzHOpq0TCXznve8J/FvAYxx94QU9cRUT5BBMZvUNU11U3ATioJfbANBX44XMI4JRnm3paejKpGZLDfnoT4EHLnGmQjb+MIm4LQdk6A0VncAGlnN3v/+9w9yMLbdhyJafxGfGtS6L6Bra0cB45hgZLqz9p58j7k0ajqlSCa9RqLSNqCMcxygpbGLzGmAdY973CPpCQlKpOe80CGy7lDKU+3MChABtIBxTDA2fdVyHxJcpHJeiCJTL8EpfzbdIV6QUpuvJIW6/JWccq1wQHUzS0AsYJwnEAkolMfWWZnElDwMyNQ6eMYckH6TuCnCgZP+sM3pon5fH/8vlHGOgKQ8lpa4qzAxDGhdz1mYso8gmlSbChjnCEYmOZaQSRa6ShSQN1CTTpI9PHjHSQGgT/UUMM4RjNy/CAuTLCwlfA35ScZ6Lnn9FvU0JfcJQJNsSwHjHMFI3zgfx9ocZPGbMp2jA/6PN069cKal+J4kAPpUVwHjHMFIUrWkG6fWSQovLDn4UbrKujMEBwgRhn0C0CTbUsDYAYyW0hAeIFPD1ltvneJeYhBYSPJ1CuvUbJz/mRUt48HiYomNutkxnChmTWUTfTVqX8A4BIwG3ZorrC28rbllsaxwTLX2THQuK0cs+zsO+PJruZstWbJkAHTuYk3K8/POOy9Rznj2mrQvYBwCxk033XSVRdgDPGy+PK9RzHBAsKAQl/9xHRmohlauXJkSN0VdAMbUSKCpF3xq7ilewDhkANeUzgEMLltt/KApk3TLBBjqFiZBK2cJB+1SUFmhAU2ODDJSNAFbwicCzprSz/l7FMrY8mGxZFjDuktZvnz5wLNG51oZdphgQyXEAcLSw/lg5L+FCLAx1wtdo/rza9eU3wWMLWAkRHz84x9fTaKtgyP+tyqq8IKgkmJc2Kt1MAU2/k+syiWXXFLtuuuuI51dOTlIfVcvFO28yNcUAObvUcDYAkadtMcee6RA+Togmv43nePnONgGTyfbhAAoaUq4c3FqyL3A84Go/0aZ+UPW1Tu8dDhFhI9j/b5Z/r+AcQgYUTmuWLHsbhMI68dI3UyFuQ/iXAFCsKmrdzyPRG2qzr3A5/qMPt1XwDgEjAaKAhpPiAfsWqiAhIPiCXMJedyBZ3JsShJqygdI0jvfxvk8Y9w2LeT1BYwjwKjzDTY1j0RNXYuMXwQgQffBR447kLx0ALut4B/POOOMauedd14jqGQBYwcwBiBRITEoOq1LwUeKXWbCm4vVRIgDilznG/NnO3fllVemxeGplWaZShYwdgQjQAIUnSCh5Kc//WmOiaG/8ZwSNY0rdACW1Cak8FGFYEPvedhhh82sHrKAcQwwxjQLlGzUXZXbgIRKnnnmmSmAK+rpsvesLbfcMuXmHgVI51FK1Lge5trlWdO+Zo0Bo0GLbbE6lU0aXziOtzcAm07rAfpd2swqI6dOl+ehlDJTYC30S5f6p33NTINxnXXWSangBCAJTkJBNtpoo5QmbrE6lrQtIIqHdtcij+Jee+2V1D/jAMW1Mo2ZiuUGb/IGr7fBND8rKqCZBaOBEQ1nSiK5RpHplSnNUhMx0EJLOTUspJc0FzPmuzZbdrQv9tp85JFHppURxuUlhciKSJS2hPAy7Jk+FE4ci/Vxzuc5MwFGUxrVimg8TL2ESqY6rl31gcDEm54OOuiglFRTLkUSKb0cirJ06dKBm9Z8Oq5+L0BttdVW1YknntjobRMgzPfazvunq1Wm/kzmx2XLliWHjiZ9pGetWLFiYBGq39+3/3sPRn6DMr0CFCUwRS99H4+XJherfLCd51gQgGXNEFZKIb3eeutNRA0ig0RQNpSYOgbFFiLQtZx66qnzagveVWIpWW3z4sPkIzlXPedig7W3YGSbfcYznpGon68eoDRWOrpherd8MNp+C4qXTDOm8bl0OgrN81vglNhpvGPUg4KHsNHWhvw4YSPs2VHHuHtT98Ybb5xyMUp/wpToHcVSj1vXtK7vJRgx3Nzu2XnnC7x80OM3HaGBCoo2bufTNco6i/L4SDjbYhnkwYm6sBaEKtSqyzvIABH3znXv4xLor65ZDOjvJRiBhMdMk3NpAGo+e+Dw4pZEy/PldAGBKVHMS92BQZ2ECRQxrCDAAbhiW0aVWVjbr0v/zOeaXoIRVeF235Qh1qBzFABU/n7csniw8H6WlNNeUiYrkuLFTMlNsSTAwcmVbyF10AEHHDA0NYgPZIMNNmiMZ86BRronNBkUYMTjtgkXcR+eeD6DuKbc2xswGjiMNiByEIjlJmLA7A0q9YlFGS01MYoxV6dFwQXGX3bZZY0CDwpnmuV0wGoRVC0f4LXXXjtJ4XR7w4q68Guh10NFm7y18zroJwk9+fP+V3/3AoxAQ4EtKyx9nUi5emGfpVfLg6DGGTSWCA6ubVIuiou/k80hrxc4UU1CxqgiRR39n/tN/5a8aKPK6sJv8n0M8ObP/V/83QswYrqtccJdiuoFMPLC0UAGVok55zNIVhEQl8yk1lRYNDg05AFPpucuqxu498ADDxy0z6LjdVVL/ZnSK1uvZT7vtCbd2wswWoNZQ5oKvo7idlIMvilXTDJesql861vfGvB8MdBSitQFlvq9FhkXZuAeq1aJrR6WiwfL8dznPncVlVA873913wswMlk1FRSS1WTSZjwU8qijjlrFjOj5OoPCur7sBTairY3uE+nH5BggYuWx5vSwQnGPp4x7yr4HmWtREzlkmgp9YK67m+SAcTior1hqqgW6pucw2TUVah6RfHEPHZ8PqM5q5PcSmDhKjBLAos7/lf3UKaM4kSaBxWByYl2oAUPt8Hh1kyKfQ2GmdQAAGSV3FO2T0iSm5riezRzYhhX267k4LxCmCHoyoBH2LFzpo2rSAER7Zmk/dTDqLEx8vRBk8nw2C9Gp+EfuXHkhLNENknDzQcazMrEBIUrOAlM34RF8CEDDiumbCmnc9/Hx5B9DPINN2nswR2qvduo3ynYSvfvGfda0ru8FGCmJ82LAF8PbxEAJtPe8KFQ4n/3sZ5MAQkcZA0OqRo3oGgVA1S03zm+77bar1BV1xl7dnjeM2juHpxXqqk6aBnpIdme60Hq5+OKL0wdg8Ur9iF+llbCGDMMB9iK3m8f79HHfCzCiRHkxdVpZajG+aintwqsnbwNvapF9MWjaAhRyMja1C5VsUxlFvSibIP+os75H1TzTNH788ccncJP8LXo5TDKP+r2HhZLyj4u3E4eOpuT09edP+/+pglHn489Io3lhlcAXLUbnmOKaFNoGn5Nu1zYwKw4rnkE4Qu2a6sRDmvqlPwEmzrdMnqNUSsOeGedYn3LdadPz+3BsqmCkv6PiqFtF6PosCL4YHcT82ARGIOAs26UNhJhRzhDA1Wb2w+tJgdKF+gXAxtnz/eS/2eVdpnnNVMHIStEUx8FykevtFrKD8FNNYHSsKxhPOOGEkdjgEtc0vXs3xw8++OCRdbjAVMyBhEOGj5an0CgQO8/aI/1etCH2C9m349Y9VTCaipvAKIJumpQRpaZu6pJ6jqpFJw4rAFOXvPOBcg5f2FYA8Nxzz015f/DSZhQqMV7mhCxeStRghKM2y5K68bS77LJLisUmbOXagrw90/o9VTCifk2OBDx2CBaL0SmAUKeMrDMk2mFSr7ahLvSSTQJQDizRi23vQipHteptiPvFyHBxo6qpq5uiTu3gGc+Fjt5R1osmX1C8KOGQKRK4F+uDj3aO2k8VjL5sUmt9MOnxKI9HNX4S56k+8ucbsNzhYdgzBPKPClH1YdW9uFEkH6JnE2rqH6Q2oM60DEA4rA1t53gPsTC1gRzYfXRCJNrqWOzjUwUjCVIQ/CmnnBKEYLAnWXI4WMgOQVGst2LwoxBc6OxGPZeqpCmZZ9RjjwJR1dSnQ9MsikoBnofZugd4sAj0hW2S96i2xXmaCuvKtAX9ax+dKaoa90xzP1Uwxouvv/76qzHhhJiFtsBQLNedeFEpZj5SdrSvvgdipri69SYHot/0hcJJ8/uB2JK9TRTLRyGakXK9DuC8jnF+m33kJm8ScvDrpvS+BG31Aowo5Je+9KVVxlLniYNZqK/WYFMo1500DBAeTpx226DztrGu9LAC5Kgi4Ob1cA6m92sqHIhlgJgvRcyf57ePuikvEJPrDjvsMPTDq9e1kP/3AoyYeIOQT5cGi35sEhlgmzqQo+4FF1zQhInq8ssvT2qQpvsINT6SYZnBvMcRRxzRyCuKY26jijzZGQKanjvfYzvuuONqvCkpn3Q+KSo83zb2AoyYdFNX3drgf8rgSXcWCdr01JQeGZCEJ7T5UJJWqVCGFY62dKj1wQFk+YDwhPUPjxCFXanfM6n/6VMFqNUL+/VCfQDjtr0XYESlMPP1AdJxmGx5tcd9sbbrDQoqXLf6xCBRKKN8bfebvimb24oPiITcxHOasn0IhLP6u0q/MumPrv4OVER1YcaHJV1M/dpp/N8LMGLqh1kgUDCAnO9gAQhXf84E9YIy2Uifw6R4PF/b9K5OvO8w0xsv8iY3M6EXCw0A78XLJy/6lm+AkN+Ffv6o+nsBRo00RTFxtRUUkl7MlF4XCka9pOsphF/60pc28mt4OIw8819E97XV6fly/tQpm3ajirxthrWPAlwUYb0sxlRJac4Lvanw7ml758U63hswEmLk1kG1SLj16UQHGmy5bahVhCMYwLaBdxwlZEmhnG7TCXqOARqnw/F9LBg+kAAl724Sdl3BHfVqDw+h7bbbbrV3Y8Jre4+4fxJ7PCtBpqmwzMx35plvG3sDRi9CxYN6EWYIEXXfvOhEah9f8r777psomUwP9GlULvYC/AkQLBjUNG3FtHzMMcfMaRB4p2MtrIxFgS2Udhh1AwSWHVYRz80LwWK+A9nlfoDH87aVYexJl/rne02vwOhl8I8GlSIWMEdF2fmi6e3OPvvslOvwrLPOSlkcRsWhGBA6RY4D86FKqG8XioLyn3766Y04YAWa70B2vd+H2lYQg671LMR1vQNj/pIGkJey6XkhSiw2Ph8w5u0d9pvyvm2RdALEsHsndc574lnrhdXHTFMo44jVBsR1NCmJ6x066n+8Xbir+U0XKKfPYpnCTNNy/jQV1prF+CBYdixJXC/YIiCdtOVn3I+o15TRy/AXxD/OlToCHld+uj0KXqoMqhW8U5MucNwO7Hq9qXybbbap4yD9j4dcjHw7dKzSS9eLdk0biPqx92DUSFLo5ptvXh177LGpwZYoE+5JZ0gSJsXiHevFtMgvkkkRL4oKEnbsu/B5XYHW9ToaACulNglVC2l9ifZRb9V1pDQXIg/jmmnuZwKM0UEAJI6ExIwHM7XZULimGBRgBOS4vw977+AjCpVQfEAsMAvdPpaWusrMmtoLlbVj3PeZKTC2vZwpRio9wg49mnBQlhIUcDF4sbZ2tR3ffvvtV/PExhcvpFlOHzXZpsVYzzXDRdv7zfX4GgHGub78tO5DiQRx5dTRb7zxQvGxbcFvKLP4GzbzafVHPLeAcYQ0Hx01qT1KLVGUDLd15TcnDWbJSQsTPL6b8hkBImdis8lC+Y2O028FjIsMRjwjlqIpXzlw8OFExSYFSB5RlOpNnt6ex0jQlOhqHBBN6toCxkUGo4FjBQGCpkIXSgFN3UI3OZ+BJugdffTRq3mzE2KYWg2+TBhUPvN5zqTuLWCcAhhNibKHtcU4m75RSIumz8VEp37UVaBb3SyKNwV2DhtibfoiSQN0AeMUwKjjCQzczSjzm3SkQCPrGJs7K1QXvahrUEMLZLLqNE3NQio222yzxCOivF3qnRTlG1VPAeOUwGhgxCwfd9xxyduoLRk9UAIV8+Xy5ctTBok6gOT6kSGCYzAldl0wCnYA6FHEPqq79EcB4xTBmFMKVEpIKR/JUQXPRz8ogQDzJsB2KUItUM78uX36XcDYEzACBS9yS5C0UbYugGu7BmAlOp1L1tzFAmwBY4/AyFlizz33nIiXklBaVFMxPfN056Fen+IXC2hdnlPA2DMwcvHiCJLrIdnd27zec0ooVYrIRf6REhRQrHOMkCFjIU2NXXpjQqwAAAXASURBVIDW5ZoCxh6B0YBxKBZdGCnu8HnCK0yvwih4Kck5Hr6ZORit/iXehxKbeocnkLR+PJa6gGHa1xQw9gyMAQiKaAkDpHKOIC9CjuQCQiXyjBaASZVDZRP3z+K+gLGnYAwwUcPUVTHAyU8TUFE+FFA+Hf6Kcd8s7gsYew7GNlABKGGkDtS262fheAHjjIJxFsA1bhsLGAsYezO1FzAWMBYwjkvCy/Vr9QY0CzUWhTIWytgbkBcwFjAWMC4UqS/1zu50XihjoYyFMo5Dwdhrly1bljxaeLXEtttuu6WUePVMYBtuuGHKoyNYPlym5Gn0f9smN6TME23nHXeNACdWD/97fp77m9eNnDWSy1vZitt/OCmEt4zMtXL8uJ8VJUJTKa9F6TnuvEy21ovx3o5ZWripz9iitcM1bZsQhPnG0zQ9e9LHZoIyyo41LI/2FVdckQL3I9xSIqNwJLC8hE6THmVYkU0WOIYVzwGKyP7KRzDSHwPioYcemnwRwzs7ElbxppHgFOCY8KJtkufH0ruiASMrhvBR6QD33nvvgfeOpTOaBh/gRznXyi0UoG+qoy/HZg6MXPABU+C5oKUYcGACOB07CowCodybbxJ+5mDkAwjI+TVW87IyaRMYJZICCps4E+EE8jHGClg8uAFi0mCUzP7SSy9N7cyT5nNBi7Zb2aEvEYDDgD9zYLRAo9UIxI9YlTWSKKEmKM0oMPKilq3WvflmZdIcjAbYUmb1a0zTTWCMdvCm4fJlWuZDGMHz2iflyqTBaFVV7dZOH0AUIQycaR23AmuwCcPAMO1zMwdGTqY77bTTYMqKNHNAdvLJJ3cCI8rZ1PE5GCVialq1QP6eJjDGVAl8+dLAfA+dEwW4zz77TByM+Xvsv//+gcXq8MMPT76R+fm+/555MBIIophG8W7DpmmgnTQY8YJRhJYGH2jwfTiWDbERNiZNGXOAFTAugmokF2DqlFGQexQrIZCah4ERlbJWC4k330ytOWUUfSc5U36NZKNNlDEH42mnnbYKfyY/uUArmw+lgLFdDzrzlFH+xSjnn39+yt84DIyuJfTg4fLNKgQ5GIGWsJRfgy8cBUb5DoflySlgLGBcRbVjqga0fLvwwgtXAyM+L7/G2i9zASPKGVsB4xoMRkrnKOecc07KVDuMMgIi/o2aJd9MoTlllI+G9JtfQz0yCoymaUr64OWkv7PUr9W3CDYFjGswGCWgV0yrgIACjQKj8wGWfJ+DcRxpOucZZRfLBRjAlwFC+9SZg1GGsLg2V3q7nuTdRemdt78IMFMWYFg2FHzgSSedNDXVDoqrWFkhj9KT/8Z0r30SMuVglHM8soABYyitJXzafffdCxjzL60vv3NpmmVBAiSDyOJCMlZYTA455JCpgZEkr1B6i19mC6Z2krBJYQJkI7ZFmGmEl1JIe5+w1rhniy22WAWMVgqL+2MP9HkC/UIZF5kyGlSKZVPyRRddlKiOKdAxSTh9QIs9TXumKV47FCtOsfLI7BApRpggqXmwFTI9xLX0kitXrkzLh6CuqChLCt40n6ZJ9d4x3/DInEKCaBQwLjIY02hnfwwqYYO3TJi8pgFGwg0bcDhBmJZj6r7qqquSwhtvaTpmx0ZJ4zyJXfE/9RHnC9fmYMxeefDTtO4jKGBcBBBGJ5vyOChwB4tNTpolS5YkiZcQEEB0D1vs0qVLU2ZWUqxjAt9lapXH0PmoO9/HNa5j06Wozs/7zTOIa1fUFasEAA92YpNNNqn22muvtBLVihUrknuXdCN5+9RhPRseQPvtt19iLwg66uTGFtdqp2PxzvW9d5GbMdq47rrrpuvdA9BRT5zv+34mlN5978R6+wAz3+rn8/+7Xpffs6b+LmBcRAq/poJoUu9VwFjAOJjmJwWqudZTwFjAWMA416+n3NduTpv1vimUsVDGQhln/Ssu7Z88hS6UsVDGQhkLZZk8ZZn1PkUZ/w/7RMUbxMBbnwAAAABJRU5ErkJggg==)
Die Schwierigkeitsgrade der Beschilderung werden, wenn nötig, mithilfe von Piktogrammen visualisiert. Sind Stellen/Abschnitte vorhanden, welche z.B. in den Schwierigkeitsgrad SCHWARZ (schwierig) fallen, sind diese gesondert mit dem Schwierigkeitssymbol Schwarz auszuweisen. Die Piktogramme dienen lediglich der Bewertung und Darstellung der technischen Herausforderung und nicht der konditionellen Anforderungen.
BLAU (leicht)
![](data:image/png;base64,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)
Anwender: Familienfreundlicher Rad- oder Mountainbike-Weg, meist für normale Fahrräder geeignet, mit guter Fahrbahndecke aus Feinschotter oder Asphalt. Anstiege und Abfahrten sind meistens unter 5%, in kurzen Abschnitten auch darüber. Gefahrenstellen sind wenig vorhanden, werden jedoch speziell markiert, oft mit Schildern.
ROT (mittelschwer)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVIAAAFJCAYAAADJxKW3AAAgAElEQVR4Ae1dh3sVxdf+/hejAUVRijRFRClSFFCk2kWxd8WGBSsgxQI2xIJdSW+kQSgpQBIggZBGQhJKekhIIck93/Mu3vxubm7Z2Z3du7v3zPPc57bZ3Zkz77x7duaU/9t51RXEL5YBY4AxwBjQjoH/Y+FpFx7LjmXHGGAMAANMpKyR8xMJY4AxoBMDTKQ6BcgaCWskjAHGABMpEylrI4wBxoBODDCR6hQgayOsjTAGGANMpEykrI0wBhgDOjHARKpTgKyNsDbCGGAMMJEykbI2whhgDOjEABOpTgGyNsLaCGOAMcBEykTK2ghjgDGgEwNMpDoFyNoIayOMAcYAEykTKWsjjAHGgE4MMJHqFCBrI6yNMAYYA0ykTKSsjTAGGAM6McBEqlOArI2wNsIYYAwwkTKRsjbCGGAM6MQAE6lOAbI2wtoIY4AxwETKRMraCGOAMaATA0ykOgXI2ghrI4wBxgATKRMpayOMAcaATgwwkeoUIGsjrI0wBhgDTKRMpKyNMAYYAzoxwESqU4CsjbA2whhgDDCRMpGyNsIYYAzoxAATqU4BsjbC2ghjgDHARMpEytoIY4AxoBMDTKQ6BcjaCGsjjAHGABMpEylrI4wBxoBODDCR6hQgayOsjTAGGANMpEykrI0wBhgDOjHARKpTgKyNsDbCGGAMMJEykbI2whhgDOjEABOpTgGyNsLaCGOAMcBEykTK2ghjgDGgEwNMpDoFyNoIayOMAcYAEykTKWsjjAHGgE4MMJHqFCBrI6yNMAYYA0ykTKSsjTAGBmEgdcbtlLlwgc9X0pSbB9Xlm8jlmwgTKU8inhhhhIHslY+R+1WXnERtpSeHvC7W1lDXuXM+Xx3V1YPqn9+bRYffeG3gnOFKrEykYTSJwhXkQv2OjKDoEcMpbtRIir9xtPJKnTWDCt9dPeS1Z/G9A3Wir72aoq+OtMxNKWr4VRQ35gY6+OILdOrPP6i3o4PMKu1VVXR88ybas2SRIp+Y60YQ2iM0Djabl0ykNhswJ4MxVH0D4STdchPlPP0kHXrtFSr/6UdqLTlB5HKp5p6qv/+i4g2fUe6zT9OuGbeHnDgKVr9NXefPq26/kRXP7EqhonVrFWKNG32DIwmViZSJ1JHAVkPK0CLznn+WauLj6FxWljQuacrPp8pff6GM+XeFjFCbjx6R1h9ZJ+o8c0aRdekP25SbjZoxsksdJlIm0rAjUhBcQ16ustbX09IiiycGncflclHnmTqq+ufvy6QRGWGqnK1IpAMCcrmo4/RpRfNPnDjeVLkYRcxMpEykjgBysAkSFRlBKbdNoTOpu4j6+wfmtFkf8NiPtVe0I1hbZfxvaSL1EnrR+rUUc901tNMk2ciQr/c5mEiZSE2Z2N7AM/M7tJ68556hs+lpXlPY3K+n/vidspYvpahhVxouczsRKUahLiWZDqx8jGJvuM5w2RiBPSZSJlJbAlfNZEiYcCMVrnmPzqSlmsuYAa52sa5WMRUymkztRqQQWXdDA5346gtKuf1W22mnTKRMpI4k0rgxo6hs2/fUe/FiAFoLzV8gjH0P3m8oWdiRSDEavZ2d1H7q1GUytdHcZCK10WCp0cK4zhWUMHEcufr6QsOSAldNm3OHYTexc/v2CrTEmlVTpt1m6M1G5lxhImUiNWwyywSq2nNlLV9iCxJ1U1eyQS6XsBawe+mqP097718eMhMytZhDPSZSJlLHECmM4bsbG23FHzUJ8RQ3+nrpY+AEIsVAtledov0rHqHo4dbxGvNFsEykTKTSJ7EvoBn9W85TT9iOREEU/ZcuUdn2bRQl2b00ecpkW91QAjUWHlpZy5ZaGqdMpEyklgaoGgLes3ihkDtnoEkbiv9aT5ygjAXzpI9DKPpi5DWVNVOLzlcmUosOjBoC4TpXUOKk8bYmUTfxnPz2a4oZOUIqmfa0tbpP74j3M+npilOFFXHPRMpEKnXymglyeCrBkNsJBSY/GfPmSh2LxvzDThDNoD7UxMYSokmZiTM112IiZSK1HCjVABd1auJiHaGNYoMMYefix42ROhYVO34ZREJO+NLX1alEklKLEbPqMZEykUqdvGYBt3Tb9/YkUZdLMc/q6+6m81l7qPzH7cbJPzKCEDzFaaU+O5ustl7KRMpEatxENki2iZMmUN2uFNvxA3afsRRx4svPzfHciYyg7sYG28lJTYMR3zT6mmGWwS4TqUGT3SzNLNyug8lz7NOP1cw1S9RBmL7qnf9S0fp1dODxFZejHJmEOUSaOpe1xxJykN0IpENJm22cZ5jovGIiNQnUogPD9X1npkyaPIk6z52VPS+ln68p/zDte/hBSr9rDsWPGRUyV0fkZ3JqQYBoq8wTJlImUsuAUc2kSL1juuV4wdXfT67+Puo4XU11qbsoZeoUy8gU+aaQsE5Lwfpqf28vNR85QrXJScqr4dBBJf+TVWIZWCUXFBMpE6llJr0aIhXJo6SFPESOQWSp5iOFdPKbr6ng3dWWlGPC+LF0OiaKQPYiBRGqEL8154nHKWbE8EF9Q1K74o2f0fn9+5RMo6Ek1ZKtXw1qmxoMGVGHiZSJ1BJAVAtuETIwqm5LURGd+GIzFbz9JmGpQW3bQ1Uv+4nHCQFA1JbK33YoiQBjR40M2DdkTT3w2KPKmvX5A/tDEizmUlubdEcGLePERMpEGnCyaAGVUceczcxQywXS63WdP0dHPlhDSMGcMm2q1IhEsB8t3riBGnJzCUb0eFX+/ivtffB+KSSBqPM18bFBtVJs4Bx8+UWK0xClHllYdy+6h2riYkyNAdvX2UlZSxeHHMNMpEykIQehWuLtbmqSTpB+T/ifvee5PbsVcyW1bVRVLzJCIeK9y5eoSpkMrU9vRP3c556h7ubmwd39r4+X2tvp2NpPpeLg8BurlCAyymO/wbas5/ZmSW27qjH04g0mUi+BaBEiH+N7h122XHq8iWAwLUj5drGujvCYWvnbr9I9jRBw+sDKFVS8fh11VJ1S3V5s+BSt+5QQ9V9Pgrjc555W7G/P79tLeMHzCZtRascpfuwoYU0874XnlOhWLcXFlzVVA0gVmnywZQi1fdRaj4mUiVT1RNIKMlnHGUWkcNEEqRzftIH2PfyAMFkE6h8mOJYCYEAOY/y+ri7VBOpZsae1hU7HRFPG/Dt1kWmgtvr7DyH5SrZ8RdVRO6nwvXco/c45hPVRf/V9/b5r2lTKf/tNqk1JVlKJePZN7+e20lLKNCB6lq9++PuNiZSJVGhC+AOSGb/LJtKWY0cVAkWe+9jrr5Urh8gIgjaGXf220pNK3FG9hIHjL1RWEJL6mSHvuDE3UMnWLdRWcmKg6VgGaK+sINjJIvSfqNyQ0RWG9Idff43aT1VKkcvFmhra99D9psjEn9yZSJlIQwpAf8D09bteIoUJECYv1j1lh6xDe7GOmTpzGjUXFgwQjxEfEOBEzyO+L9kO+m3YlcquPZY51BRoygkTxmlax0VAbrj7Yi1VT1yAki1fhhTHTKRMpCEF4KAJHGQstBApbD2hPWFD4tCrL0vva9yokcpOPjaE6pKT1PCOlDonvvqSdg67Ulp/4HoLTfHQa6/QhYoKTW2siY+jnCdXKuEAY669WqhtkGPFLz8rY9XV0CAckObUn3+EdJ2UiTTI5BWZ6FzX2E0n1UTqcikT8vjnm5R1OdkbEfCmSZ56C2EnvOrvvxRPH03Mo+Mg3CAOrXpV03pu9IjhhHVPrFvihSAqZT9sowvl5Tpa9L9DYUZV/tOPlP3kSuFHf7Qr5+knlfXqxoN51N/d/b8TB/gE0zgcG6o5yETKRBoy8ImCPhiRdtTWEPK5Zy1bfDm6UmSE9L7Bd/7s7kxqPXGcTDXH8kEi6CuWEkTlmDZrphLMpLXkBOFlVOlqqKemgnw6HRtNu2bcTiBwkbbiZgW7XYQaRL77QOVSaytl3bdM6PwibQlWl4mUiTRk4AsGTu//fRKpy6WY8sBY3ru+rO8w+6nY8TO5ensDzeWQ/AdtUtTfPPPu+XSxttb09p7NSFe0VK3ru4j61dPU5HctFaZlssZc9DxMpEykIQOfKFgVIu3vp46aGqrPyVFsPY2ISQnNCeuFWcuXKI+YpjOO4AURng8h89TKM1RE6u4WMqcWvveuom3CAkHU2QC+/jAlg/UAzuUuMGGLue4a1XJQKy819ZhImUhDAjw14PSuU7T2UyretEF5dPf+T8b35FsnE0gG0ffbK8qFNzzcE9rsd6wPRgts7qTPnU1tJ0vMbuaQ63WeOUO1SUl04qsvlPVN0Q2q9HlzFT9/bDRdamul6ugoipWcQFAtrphImUhtQ6RqQS1aD37ilb//RvC+EfE4GsIMIfxBJJ0zTL/Ktv8QwtYOvTRkjxxcB1Y8QogNIDKGqL/73rup4J23KXakZHtglfzARKpSUCIDy3WN3b2XJV9sSpV8vTVoMI+h096Cv7hcQuQDLy5LFvj/9/dTym23CvUHmBBZ3pCFIfd5mEiZSIUB6waPrd4jIwiaJyIFHX59FSH5nNNK3vPPqh7L3OefJcQctWLB2Ih6TIUai0ykTKSqJ1+owar1+ogZeuKLz5XdfRIMcGxFovHXJthvqo3On3L7rdRcWOjvVCH9vTY5WdhUSis2ZB3HRMpE6kgihUZz5IP3FfJsPnY0pMRg1sWxg1227XvV5lDlP20PSTDmQPJAoOb9jzxkrAusAXOeidQAocq6y/F5xNdaER0JASwU320Ha5/+yKipoIBSZ81UdXOE2ZHijunvZCH4verffyj+xjGq2m+l+cFEykRqO9B6TyDYIiJbZuOhg7YxWTKSo058vln1o/HJr7ca2RShc3edPauMo/f42uE7EykTqa2JFOufMM4WTe4mNMNtVhk2omkCAZvh7hrqgjitRz/60LZYZCJlIrUteGEig0dZLkMlcOyTj1WPa9bypSG3YkBWUlH7UStpqkykTKSqJ5yVgJt86y2KAf1QCuFfIAGsESM0nZoxg/1lztNPUX9PT0iE13G6WthNVE2/zKzDRMpEqmqymQlKNdcq++F7v8ErQsIGVryoy0Ux141QPb7HN20c5LtudJdA9g15uRQ3dpTqNqrBRijqMJEykdoOxKl3TL+8sWT0THfA+ZErSi2xYF21aP1a6r3YYXjPof0iMj7yWaltn5XrMZEykdoOyMiFRAZkozScPUJwAcQbTZg4XmiM9963THOSPjVdhL1r/uq3FE8zK5OjSNuYSJlIhSaZCLiMqstEqoau/qvjcinpkEXHAkGVG3KyBS6kriqIHaHuREPnibbf7PpMpEyktiPSzHsWUKsFwsCpo47Q1zqffUDzIzTyXCFvPFKbaC3IJFB/YL+SOTRU8UKNJlYmUiZS2xEpJsXxzzebujGilUSsclzhmvdUu476Ip3C99+lU3/8Thcqyi/nqAqwtIJH9+7GRiUlS+l33yq5rXyd00m/MZEykdqSSGH+5Jlv3SqEZdV2dFRV6V6TRBzTjHlzCWuo+x99WElSd37fXrpQWaG8cp99Soknuu/hBwhR7BNvnmhLbGkheCZSJlLbgh1R4T1TTViVxKzSLiTu00ISgY5BWhY8rivrngLpTgKd047/MZEykUqfXGZOBKSZ6OsKnGHSKkQW6nYgmLOZYxNO12IiZSK1/eQ6seVL6r1wIdQ8Zdj1YbiO3EZYd9RbwonczOwrEykTqe2JFGt3xRvW0yWHkunhN16nhPFj6egnHxF2wPUU0QRzZpKRna/FRMpEansixQREbvfqnf/q4RhLHpv79FMDNpfo47G1n+hayshceLcjxttqpMtEykRq+sTCxsTuRffQwVdepHpvo2+Xiyp++ZkyFy4gpA0WnTC1iQmWJEStjUqbPTRIM9IYay2Qu6hMuX7wAONMpEykpk6s+BtHU+l336jiARiBI6GbaK7y8p9+dExAEybS4CRmBaJnImUiNY1ID6969bLboUAKkEutLXT0ow8I66BqJwwegYs2rFdF1lavxETKRKoa+GonCNezB6h8jVP2E49rjncJW9GC1W9R9PCrVGMqY/5d1Hn2rNV5MmD7kAbE1w1Ez6P9wRdfUC1DX+PIv/meg6yRskZq+MRC5PPyn38KSBpq/ix46w0S2XU+8Nij1F5ZadtIUcc3b/LZXz1EiiydTIa+yVCPXJhImUgNn1glW7eo4UlVdfDIrjbyOybGgcdXXCZTVWe3ViUmUvmEp4csAx3LRMpEaiiRRo0YLpWdkCTt5DdbKVZlGg2Af/e9d9tSK2UiZSI1dHIGujPwf9YCX/qds6USKU7W39tL8GaCGZXa8UZUfbsFgy76bB1FXzNsSB/50d5aGAcGWSNljXTIRFVLTmrqddWfl06k7hMWb9rgczPGX7uQLbO7ocF9uCXf+7q7qfnoEWVzzV8/mEiZSA2dtP6Ax7+HDnhGEimY8OR331K8QPK0ovXrNFsPGMW8rt5eutTaSjXxcYqrazC8MpGGDs/+xoY1UtZIDb25GU2kILeqf/4mGPr7A7nn7ym3TaEz6WnkErBlNYpAcd4L5eWEKPT7HnqA4sbcoKoPTKRMpKqA4gl8/mw90IiMiRlEiuhI1VE7Vaf1hW1mw8GDRvJj0HNjiSFr+RKKG339gC+9GrkieIkembL5kzHziTVS1kgNvbmdjo0OSiqyKlT++osSJUkNIaHO2cxMUzXTvs7Oy+ufb7/p0z5UTbtLv/9OVzBrJlImUkMnvBoQcx1xEEZdM0wWT6o6z6m//lD9mJ8w4UYlr5ArQP4hVRcNUqm386ISmerYJx/pxjATqTgGzZi3rJGyRqp7cgcDaneT/oDEQbhq0N9nM9IpYeI4Vf1KnjKZzu3ZPeh4GV9Aznh8Px0bQwdWrhCyLggkTyZSJlJVwA4EIv7PmiAKNi5pc2bJ4CbV5wCJ1WcfUE2mcGFtOXZM9fmDVeyqryfYz2IDLOY69cFWgskR/zORWnMOsEbKGqnxN7jICMVVs6e1NRgHSf2/blcKQePcqTIp24XSUs3X7+3spNbiYsp78XldaY+DkSkTKROp8ROWSdGyMo4adiXlPfeMrh1nLSxXl5JMSN0cjKDc/9ckxBPcUNUWbCAhAd/RD9dQtICnlft6ou9MpEykqsEsCi6ub01weY8LyBQ5z81OodyQm0tJkyepwh9sObOfXElYZ8Ujuq+C389lZVHeC89R9srHDNVAvWXIRGpNrPOjPWuxqgjGe0Jr/R4VGUHJt072xU+G/tZeWUFJt9ykuq+IMBU/fiwlTpow5IXfRYKmaJWVr+OYSJlIVYPYF4D4N2sCSOu4pM6aYbrfe/ORI5Q2a6aQAbzW/hl1HBOpNecBa6SskYbkBgfNNGvZYmqvqDBUE/U+OZLtZcy7U/UGlFGEqPW8TKRMpCGZsFoBy8eZANjICCVW6MW6Wm++M/Q7oiulzphmSzwykZqASw3KFWukGoTGJCsXzImTxhtKnL5O3t3URCm332o7MmUilYs9WXOZiZSJ1BJkglxMrv4+X5xn2G9Ijockecg6KmtCGX0eJlImUtuA1ejJwOcfOhlAZojg1N/TYxhx+jpx64njtPe+ZRQ1PNIW+GQiHYodK8wn1khZI7UMgcClsvK3HdRnMpm2lZ6kPUsXW0YOgYiBiZSJ1BZADQRi/s94ECNWKAI1Iy+TmaWnpUUxjbL6GDORGo9BLRhgjVSWRhoZoXjP7Fl8LwV6Zd6zgBCl3f3CI63yGnYl32g8xqI2MYEQsNnssmfJIoq28GM+EykTqaOJInr4VVT47tvC8x4xKo9+/KFCvlruhE4+pmLHL4RkcGYWbEDBRTRmxHBL4pWJlInUksCUSUTwu9ZSECRDRtBfmX2xwrmiRwynE19+Tv0mk2lHTQ3lPPOUJXfzdRPphQsUc/21jp+LZuOXH+09HichfDxmw40wfe4s4YmklUh729up8N3VDG6vscB4wCxKIVOTN6CQkmPvQw9Ybkz0EimS/p3fu5dSZ9xuub6ZTX4yr8dEetUVFH3NMCWQRsbd8wYUyo7qakJAYp/CjoygqGFXKVkfEaINr7SZ0+nYpx8PHC/yof7Aflv7f/uUkQ9S1FOvbPsPpptGYQz3Pni/8A1VTz+DHauXSN24RFaAPYsWWqpvwfpu5f/Dmkijr46kzLvn0/HNm+hiXZ0bYwPvsC90D17U1ZGUMGGc8sh3+I1VdGTN+3QmLXWgrp4P7acqqWD1W3TotVcofuxowiOt+7r+3hGS7sBjjxLa5a+O034v2fKVUKxQPWPiPhZrtBiXGBNijaoZL1lE6u7fkQ/X8E1cwk0/LIkUj++ZC+Yp+XRgQ+ivnPrrT4obM4qq//1HqYu7OAL5GlmQcx15fmBPiVzn/gzFsfTQ3dys1FUMysNk17/wvXcI0ejNLD1NTZS/+m1LkKlsIoUcy3/5mZJvmxI2N2Q1NyzROuFFpJERlDpzOiFqOhKTBSvwsun0oakGO07G/1jLgm3jxZoaJY4m4mO6BxfaqGdu857mZmo8mKcsNbjrOPUdN8HDb75uumba29FBh1a95vfGZpa8jSBSmJmdzcig5KlMplrHMSyIFCHbYq+/lg6telUGx4XkHIgqj5QWu6bfrjzS+2xEfz8hVQaivKPPWkFhh+OOfvQhXbpwwacYjPwRUfGxJBQqGSGlCdI7G1HqUlKUJzXcqEPVP7teNyyIdP+jD1PV338ZgT1LnvNsZgblPv+ssolmV2CqaffRDz8wfKnF1wAf+eB9ihkZOhMihAE0suS//Savmwqum4YFkWLChVuBberpmGiKvU5uOmA1BGdmnbznnyU8dptZIFtsUCKNs5l9dV8ra/lSIpfL0C6XbfteKGmgu23h+h4WRIod18L33zUUeFY9eeOhgwT/dScDfP8jD5pPpp2dCpmGSra7F91jKJli3bQmMUEoz5WTMRasb2FBpBACNim6GxutyneGtquvq1NxQ4W9bDBA2PX/nKefJARrNrsc++RjVeZqRsgVGVkvtbYSNiaNKniqSZ872/Fr7nrHJyyIFIvnB196gc6k7jIKb5Y/L0x4Mhbc5VgixUQ4+NKL1HX+vOljgcd8T6sKvZNS5Pis5UtIWTM1+FH/4MsvhpXNssgYoK7jiRQkWrxpo+mTy0oXhBlXxa87CPE+RQFit/rZj68IyW5+xS8/KzbHoZDX7oULqKW4yNBHfervp5PfbKXEyZMcjyEtY+hoIk2eMplOR0eFxLXQSkQKD6y40deHzQRImzWDetraTB0CV28vnfrj95DZ8ibeNIGwVmzkJhRM8Kp3/kuJkyaEDZbUkqpjiTTp5olUExdr/GRyuZQ1KuzkwkhezQv2j8q6lsGPY+h855kzCvCdblfqDXh4rnWdO2cosfgCV/mP2yl+7KiQEU3us08TAq4YSajo9+5FC0PWR++xtsJ3RxJp0pTJVJsQ7wvn+n9zuQh35gtlZQpRV/37j2KjCtdFtQO69/7lyjFwPa2Jj6P67AOXI8IbRKzNRwqVDYOdDjfS95Y/XGzbKyoMJxVvUJX/9GPINFPIYN/DD1JbyQnvZkn/notQgyF0TvAe71B+ty2RJk2eRPAyiblusGlP6qwZdG5vlnTQIPUFSBPGyvCQQqR7WQOHx7LDr69Szg3XVRC17NJUWEBps2dKa7Osvht9HthcXqytlS3OoOfDDTJ+/NiQyRuR/i+Ulxt6E0FAlxOfb6akm/hR355EGhlBRz5YQ5faWqnqzz8GwAqiqM/NkQoePIKf3vmv4qNvxjojcq2nzbmDSrZuIay7ySyIcBVr47VS2Gyey8oaGG+1JJwydQohHoGpxeVS/NcTJtwo3F61/QpWL3nKzZT73DNS54O3DEGmCLCTEMKbRjA5mPG//Yg0MoLgzeJZqqOjCAbKiOspo8AYuae1lep2pYQ8XiMiQSkBViQ+9idOGh+yya0F1IiTcH7/voGhhQsswg2KnCt+3BglAIzRa4cDjfzvQ11yEiVOHCfUVpF+qal7+PXXLjssSMSQdz/xHQHR1bTHiXVsR6QItmxkaa+qospfd1DGfGvZXGLjrO1kiRTtoqXomP+g1YI+xkZOitiRI5TlG1/2v3h0xoaiyPXT75xDzUeOEEx5zCzlP/+oBM0RaavsutlPPE4XsF5scEGM3HBbi8dY2YpI4WHRcDDPECjgEb5o7aeUtcya+c3hmZUx/046D61br2bR309NBfmWu1l4kgfSi8CrJlBB6Lc4QX/39HlzL5OpXhkGapiP/zIWzBMifU9ZyPqMuLXIDaYbPz765/4JFikIfB5uZGofIo2MoIbcXPd4SX1HWhGYjSB9iCzQGnWehInjL9sL6pQAbhzYOBsA/LArlSj9odYo4MZa/uMPqjfc2isrKFYwEhM2Ks3egLpYW2MJbOGGnP/m64aSaX1OTtgFPLEFkWLwEQpPTTBmEX4BmbSdPEl47DGK+Iw6L3Kvy4gdsO/B+wkbIgWr/5dKGpq/Ue32d16sYcJfXkuBKRr6IGor21F1ylBC8e5LioWi0Beuec/QQC/HPv0krELx2YJIs5YupgsV5d641Pfd5VJsOf1NbDv8jiDP2BDzjJavTyiXj8bj2U6TgvviJgl7T72lITdHWU+N9cgkEGwMEyeOVzYo+/v69F5e1fHQBIO1ycz/85575vIGnKrWi1WCbTQ8C83sTyivZXkihclL6fffio1isNouF534YrMjBhmJ8g69/JJiChas2yL/F2/8zFj5REbQnsX3UsVvO5SUKiJtC1QXVg4iE2rXtKl0NjOTYKlhdIEJlkjbzKgLt1IEXTFi3RRZSs3ogxWuYXkiTb9r7mWXN1kod7mUTSUnhZRD6ou9D9wnS0LKeeBeCW3RKJC2niyhTrhwGlAQDUmk3QkTx1FjnjGbmJ7dsyKRQk7wTjr68YfkkrwBx0RqIRMYROqWVeCdhJS+IpPMTnXhXy6zIGtqzLVXS5MXni5gJI64BDkILykAACAASURBVEaXxsOHhANaw3bYyGJVInVj/PimjVJTtzCRWoRIU267VRqusbF08uut0kjBDT4rvSP1RQM0K0maBTyrjn7ykW6ZwR4055mnCKmmzSwnv/1addux6WZ0ge2rlfDiqy0HX3npcrAXncJA9tu02XdYvr++ZKDlN0s/2h9e9aq06N/Nx46GxaBigR+eP7Ie07CJA7dVLeDCMTHXXqPEKNA5L4UPh0nbnqXqbIKzn3hM+oadrwab4WKsdZw8jzvw+ArCTUgPhk589aXUpxnP9lnxs6WJNG7MKEq/c7byOA6NUmtpOlIYVjuI2M1vOXZUq7gGHdd78SLt0eCkgE2wih2/XPbGGnRG47/A/xsxSQdsZAM9YUVGEIIy6yENNT0Cfq1IAP7ahDxn2JDVUlqKiihj3lxb9defHNT+bmki9ewENlO6GuqFx7Wvs1MhY89zhcNnBN9FUBcZJeepJ9SR0n+EhU0qeCaFqnSePaNqEqOdBe/8z37WqPZiTRgmfHbEXdkP2wg3JrUF1g+Vf/xuy77qGR9bECmCVtQmJaody4F6SPp26NWXw25Q3YCoTRaX2YDwPD5AKxWxz8T1EVhGtgOFR5P8fmzIyVY93rDrRBoWo0vhO28bagHhHm+j3uEBdyY9PajW3nLsmBKnwqh2WPm8tiBSrNloSWpWv39fWD3SewMNa3KyNp5Kv/1GNUGhHdD2MPnMLLjZwpTJWw6+viOXlxFxX73725CTQ1hq8dUGO/2G8Tz60QeEtDVDlkFcLqr8/TdKnTnN9v3UOiaWJ9K4MTcoRtveAA32HVoUAjRoFYxTjsteuSKYqFT939XYKCzLOhOztmJyI1yc2nFrPHRQVb/1VGorK3NcMG244iJ4jucLgWBClUVV7XgbXc/yRIqAsTAbES0tx4tVTyqjhRzK88NY/8gH74uKT6kP8ye4iyLgBkyrRPsRfe3Vmta1RRuLdTnkSlLTPmyCnclIl6ap+2srZGe3uK9q5Md1rvCJM8sTKaIRaSlI3cGDfnnQET4NSfCESn+/kjFSrwxlxwHw1Yfyn39SvQZ5/PPNpriDnsvaw/gLZC3hsP8sT6QAvmiB+6FeAnDS8disq/rnLzExulxUk5igW46Fa7RpwyKNxXqnmvFCKpqmggKRU2uqC1nbxWZUjdy4jm8t1FMulidSLZtMiKLv2cmw/zzsSkJmS9ECTyTdsht2pehlhervvvduVW2Mv3G0EjJR6OQaK2feM19Vm3TL1mFanZ3lYWkiPfTaK8JQxnoZNDA7D4oRbY8bO4rg3SVSYD945MP3dctStm89xri38yLtWaw+uhC8s4wuaFc+osMzwYWdDCxNpKU/bBPG/qk//yAnRXaSOSlFd6qxYSLD8iH1junC4+jvADhYHFu3VihocNbyJf5OJ+13tAtBP+ARJHPM+FzBH6utICNLEemxTz8eBELc4UXL3vuXDzqHFYRslTbAi0dUpsc3bdAtT9gXyiglX305OD2KCs0PjgE9LS0yLh/wHIjSH80kqhsrVpkrou2wFJH2d3dT85FCaiosUJKzBUSujz87qqoo/a45YTuYwQY/8aYJBC1TpLRXnSLYCQY7d6D/EUhFb0G8TMTNDHQdX//VJibovbSq48Mp0pEvOYf7b5Yh0kOvvKQKsIEqtRQXUyqCVajQVMK1jqg3T+/FDk1BSzzlm3TLTYGGze9/MLKHJ43aXXnPa+KY4g3r/Z5b1h+QZzh79HjKPJw/O4pIi9avYxINchOpRzpnwYKcSnomCZwq2kpOCF0V67nQJjWRKNwZP/zAFBdQ0YAueuTIx1p3vdQyRFqTEC800bwrK/m02Qg/KOEl3yr+mK2XSBHOLu/F572HzOd3aKE1cbEEcyWtxIFI/KJLGD4bE+TH+pxsSp56i+Z2au0fH2c9QrUMkepN89B59ixlr3yMQR1EI7UykbaVnqQ9SxZRwrgxusYRa+xGl+aCAiXmqRaNmYnQekSod0wsQ6R6Y2cykaoHpyjJ9DQ3KeQGP3X3S1XQZDepB9FIoT32tLXpIk/3RGjKzxftnnh9aM02SBvilgm/q58bWmXlGCJtKy2l3ffeI2UyahWmXY4TZg6vHFCwmcyYd6d6WYNIX3hu6GVdLoLZUOrM6erP5SZnH+9wAUWAFaMLwvXZZay5ncaTKGTsGCKtS0lmcPsgF18TSS/RCBPpVVdQ7jNPDbpsd2MjFW/8TJq5WsaCedR6/PigaxjxpfK3HcLZSX2NAf9mDsGZJWcmUpXkY9aAmHEdvQSjl0j3r3jkck6fyAgpNz+4f+KJZEjAYb0d9XF88q28uWQGRu12DUsQ6f5HHiKkBdFTWCNVf4fXI2ccq4VIc55+Uslnv++B+6WQp+dEgzZqdEHyugMrV0hvu2c/+LN6DFtNVpYgUkTLQUR7PYWJVD0I9cgZxwoTaWSEkpoX6SpkT4CsZYv1difo8Zfa2gieVTHXXi29/bLlwedTPw9kysoSRAoTEr3mT0yk6gEUlDmCVBAmUoOWT5DYEFGgjC4NuTkcjMSgMZRJZqE8lyWIFALQa/7ERBp+RNqQl2s0hypLTrsXsTVIKEnKDte2DJH2tLYQ1qHcL9EZcrG2lrCJYQehh7qNorL1rt938aKS/CxU/YiKjKCyH3/wbpYh31PYc4nnlApt3DJECt9ouPa5X01HCoUmBhvkq9NIsc6ntyiRmFSm9zCCbHOffcoUP3qkJTGi/TLPCSsCrBOreXGsVHVzRMv4WIZIvRsvmluHiVQdSGSEtDuy5r2QEUzcmFFUm5yk914Q9PizmRkUP35syPrpPR/8fS/56gvq7+lR9UKSwONfbCbkQSv6bB3tmnab5fvnr99W+92yRHr0ow+EUuYilmnhe+8wMII8hmjxtfdmnVASaaMJLqDn9+2llGlTScgNNojcjZr4JVu3eA9P8O8ulxLg+8Djj/J8kTRuliXSA4+vECJSoIfD6AXXSrubmoJPtCA1QkWkCDJtRqn45WfbEIwmIiWi6ugoXRG2jLox2PW8liXS3YsXChMpcjzFjuTEd4HAKBrY2Zu4kBAv/83XTSea9DmzCKESjS5V//5tWt/S585WXGcRHwDjUrLlS9Va8O5FCwmv6qidmkRy6q8/OWW0JG0U882yRArjbezgi5TWkhOUOnumaRMhEGFZ8b/YG64T3qRpPJhHpd99q7xOx8RQKIh0z+J76UJFhQgUNNXFGmLsqJGG4wf9QS6sjurqIcpC4sTxQ64ffXUkHVv7ibKueeLzzYRXX3eX8nL1iaWOcQumPvsAFa39VEjxwEZl/I36QhxacV7IaJNliRSdEyVSeEchnqUMwTjxHGXbtwnL9PjmTYSJjBcmUdbypYTcT2bJJ2P+XUqEKPKKQOUmBJnvsBgxsl9xo0bS2YwMnwTq7kfa3NlKG/Y9/CCdSd1F5/fvo4bcXOrv7RVOXOg+p8/3/n7lnMhEgKwJJVu+ImQy8Nd/KDblP22nhoN5hDTpCKfor244/m5pIj206lWfGAj047ndu3mQ/TyyiKZjhpxlZBHVM7FgG2xG0Z0FwI/M3X2v25Wi6iam2FFDyzThxuEpVwR8wbXhDrvvoaHxEJDiHGSuFJeLetvbCWmu3f0L93dLE+n+Rx/2HGtVn5EAj+3lhm46QdMRfTzubmggpDMO1SRBMBszyvGNGwhEIbufWCY48eXnpqztypYT0nYj7iqWIRImjKOGnOyhl3C5FI05dcY05YlFtvzsdD5LEykEiZQOoiXvpRekTwo7Dap3W5HGuOzH7ao0Ik9Zw5YSj/Te5zPjO7yX4NNvdGk7WUK7771beh/z31hFp/78w3TNUra8oIUG06ZbjxcrN4zoMA7qYnkiPfHVF8LY6Dx3TvrEMIM8jLpG7PXXUtU/fwnJEY95SEJnVJsCnjcyQjHPEWqwhspd585R5oK7DOljh0mmWhq6bcgh0GCxlps2Z5Yh8gyIlyDLKmYca3kizbx7vqaBxyaJGQK0wzVyn3tGWBul/n6q3vlvSGR4OibalCDNu26falj/YkeOoO7GBk3YtfNBMOOq/P03w+Rq1flmOSLF4wFMmJoK8nXFKG0rK6OECTeG3YB6Aw070dhtFS2dZ86ERHYF77wtbKIl2jfUby4sVG2z6S1Ttd/3PfyA3J12LR0NwTHQTku//46Sbp4YEgypHR+Z9SxHpPHjxlBNYoLu4cf6GnICyRSWHc+VMW+uJlkWf7bOdNkl3XIznduzW1N7RQ46m5FuyoZk5sIFupQBkT5ZsS7GMlzSVVuOSOHfDMNoGQWBT+A9YkcClNFmaOTNx45qEiU2qGS0Qe05YKd4/sB+TW0VOQhxa1Num0LYzFLbNi31Kn7+iZoFI5iJ9MMOdY9++rHhWr+WsTHiGOsR6VVX0J7FC6nj9Gn9WHG5KH/1W4ZOGCMGRdY520pKNMmwq6HBdJldrKs1ZV0UdrFGk2jV33/bfrdeE3A8DqpLSiBfXlqysG2181iSSCEkeHXIKK7eXkIAFKsJ3sj2QLuDh1dvR4cmER4wM0B2ZISSUVRTQwUOghkPgpEYac6FsHvQeM0u7adOUUtRkc9XX1eX2c2hpvx8Sr1jeljNOcsSKVwDZXl3IFWvkcRltXPD46T9VKXmCQQCPrb2U1MyDmTdt4wQS9boAucCI/3o4V5Zm5RguFZ9LmsPVf66Q4l9cPKbrYRX+p2zlb6hf56vuNHX07GPP1TqoB42HXEs1oiNLB01p+ngSy+EVbJAyxLpzmFXUuUfv0sbbxgVW43wjGgPJhW8u0TjFAwRtMulEFzeC88ZJjdsRFT8ukPaDXNIHzx+2Hv/cin9ADn5GreGg7mGkSiCMGMc4OmXdMtNlzOyashQAG0cgUcQKyH7yZV08OUXNK+he4jW50dYfZxJS+XNJl9gMfu3+FHX+xwkLT/Cl/j83iyfk8Dsfhl1PTzSH379NS3i8XkMIq8f/XCNMTKLjFDa2q8xepHPBvv5ETcXGTKvTUwgPCrDssTzfD0t+mO8ejcdO96Zd88jBDqBUmFIkOnICMU1Fg4bhWve826C7u+YcxfPnh0kK0+5OemzdTXS/7wVijdt0D2g7hMg0ELxhvVKXignDSL6EjNiOCE9scxyxkAtPueZp2Q21e+5Ct5ZTdHD9VkggGjg4IHoYig9TU1KFCx4RbUUHfN7bdE/ELgaO/0JIGoNGqdeTCNGRdH6tUqfZKa5Rvxap8e/sDyRps6aqWu9zxvMXQ31VLT2E0eRKYzuMQFkFpAGPKL0Tk5fx8O0SutGmEgfQUoyzN/2LF2sRDvyvDY2Mft7uj1/0vy5s66OKn/7ldLm3GGIvH2NQaDfgKcjH67xHahEQy+7m5uVNECIhxvounb+z/JEijuZFn/7QOPd09JCxzdtdMSgAvQnv96qPHIG6rPof3lGkejwq5S1M9H2iNbHZpuMYCQx141QvOxEr6+2/rFPP6Y9ixZaT2OLjKDkqbcoa7MX6+rUdsdvve7GRmX5wKmaqeWJFHep1FkzFJMKv6Ok4Q+4sbVXVtqaTLFxgGjpstcZcaMxZE3uqiuoaue/+jfCgow3ovjvmn6blD405R8OcjXtf+e9+DxhXdvSmlhkBCVNnkSNhw5p7+h/R/a0ttKu6bcP6i+CRPvbwLO0XLwCpdiCSCFQxEXsOn+OelpbCHl1cGcr+2Hb/4LNahhmLIY35OZQ2qwZ1tMIvAbKG1Rw/explr/JgRtMxvw7B4Hd+9pavsMI/vjmjab40YP8ZNwIsKwku8B1GaH7spbaK5MD1pkRDazr/HldIkHerbgxN1DK7bcqT1LI/tt74YKhpmla8Cp6jG2IFHdupEM4+PKLA6QHcw5ECtJbEE4NAXjtEE8Rj5qHV71qSLBgGK3XxMUYoiEg+G9jXp7eoQp6fF3qLilG93jcxo1bZoEVRMlXX1L82NHSb1SiE19L/ahhV9GBxx69nCpFh2Cq//2HkF/N00SvfPs2W8rELUfbECka7Gt9BW5op2NjdAzr5UMB8jPpqUo+GrdwrPaetXQxnUlLM2yjBsFiEiaOkw/oyAhlrU33IKk4QeY986W0H6HgEEpQZjn2yUe217xApsjbpSVtTSBZYkMqzcaJK21FpP6ILW7saKqOigo0Tqr+w6N+b2cnnfz2GymT0V97tfx+obxc2VBCG40oLceOKikltLQt2DG42cGX3uhS+N47UtYcYUbmNnWS1WaYAIGEgsnKFv9HRihKTVOhePYKv/J0uag+J0d55LeFDLyW3hxBpBB80uSb6Ey6PNc3JAE7+NKLIbtLwhA7/c45dHZ3plTPH7jLpky9hYrWfTqwPABtvGzb94ZNcnjjGFmwuQTLDhm2l7Ejr6XS776R1lzg6MgH7zsyISPMmc7v2ydNVggKDTM+y2/AeZEo+McxRIpJlPP0k9L9tnuam+nohx/QoVdeokQTAtXGjR1Fh99YpUQZlx1wAjmYEFgDAw+f7GPrPqXuhnqC04ORWgDC1hlZ2kpPSntkLt64QdqNC4+rwI5j7ScjIyhz4d1KsBRZ49uYf3jIzr6R2JR1bucQ6VVXKH69ex+4j6ChyCzKI397u7IuhIRmCP4gawBwHmxy5T7/LNXExyk5xvu65Cd9Q0bIpCmTB7UbHjvZTz0x6DeZ/XKfK3XmNJnDMeRcCHzivpbed9xYZJWmwkJHOX74lO2wKxVXVtzMZBRXXy8VrH7bdlqpo4gUAw0zG6Q4MKpgpxEmQnhku1hbowR9qP73b+GJfOKLzcqxeNSGSYhC/gatfyJikL+0K2ZEME+ecrNRw6GEC/Q5wX08fqmpBznBggOPmXoKPJ/iR98gjAs1bbRcncgIJbUI5oWM0lV/3nY3IMcRqRtkmfcskDGmwue4dKGNOmprfL6ET6bzAExm5COPHzsqpBM6cdIE6pRsSgTRwPvKqCDNkJlWP3qEBUSEJTcWw+W9YscvOhH7v8Oxrm4nuTmSSJNvuZkQqSecC5YHTn77dchJFJMBmweF77wtdTgaDuYpKUOMnGytxcWa2pxjwnKJkf3Wem6suyN8noyCZS6t7QjFcY4k0vP75e0kygCF2efAo3zuM08qIdJCASpf18x99mlpYmgpLjLE+8qz3flvvTFg1SDS8NMxMYQgz57nCqfPMqN6pc+ZZRs5Oo5Idy++l+B2Fq4F7pFKGlyDk7uJkgOcKSp//VXKsCjaisH9q47aqamtSCctKhsn1Y++ZpiSXUGT8LwOgkJgF9k4jkgh+IMvPqfbjc1rTG3zVVkTvdGaLohKVtOjR3TJ0ozJhfCBCNwiWuCLDhdeu0x+o9qJqFttZWWi4lPqI7wiEl/CCgDarVFtlH1eRxIphJR862RqyM3VNJh2Pgi7zaf++tPvLr1sAImcDxtDiHOpdXcXieVkBCMJ1mZknhVtIyIbHX59lW0mfjAZ6PkfWilyRIlaPiDUHmyaU6ZNNWWc9fTR+1jHEikmHCLMHP/ic03ahZ3JFO6N+x6837KTGvmCELlLpJRs3XI5crxGsyZv4Pv7jpBx0HpFC8zYQCD+zhtuvyOgdntlhZAYL7W1WjrWRaAxdC6R/jfhEI3daBdFIbSYUBnRdaweYSh6xHDaNWManc0M7NbrTu1rFkkhhKCW6P27ZoZX+uFApKL8FxmhKSB21T9/Wx67vvrueCId6HRkBBWtX0ddDQ1DqAyPIPsffpCSb5tC0Cw6qqsJcSPtVhAVvmz7NoqzkSH4v4iTcMvNlDrnDkX2kD8ekVOm3Ua7br/VdA1v90Jx++OLZ+qk+PkPYNVgrdus6yD6v2hKdbgxw3zRrDbKuk74EOl/LqT7Hn6ATkdHDYruowye230yMkIxpkagCYTnC+U6K5KhIZB1sNJcUKD45idMHG87AMoCsqzzIF6oaEF4Q1nXd9J5YFcqutaM+BJZy+wnz7AiUjdIsbOavXIFHf98s0KoR95/1+dEgC861lkRTBprdKJrPqITEvW76uvp6McfUd7zzyo5h5oK8v2eBp5LNQnxlDpzetjkD3ePoVHvcP0VLfEWtZIwSkYi58VNXrQUrH6Lfe1FhBzqulh3gx844mUGbMt/+b+x7ojAxwiMUvHbDlF8+KwPD6S99y+nrGVLFE8dpOKN8kgfvP+xR6mvp2fIsXvvW6bszCP5XcC2O+Qx0Yg+Yne4u6GBWo4XU332ASUzgOijKAbGV8BxI9prx3Omzb5jCHaD/XDy6y1SshyYKa+w1Ej1ChgTR2vZs+ReSr1juup0HklTblYCOiPPeEdVlRLbEknv9PaBj7+CEDVKb8l97mnbmeqYPfaiDjKVf/xuOwsIJlINGhtsVLWW0u+/EybB8p9+VOwvnZBt0exJHOh67adOaR3GgeMOPL7CsMApgdpup/8aD4tnILVbDFcmUg1Euv/hBwYmkugHmHfYaRI4ua1azJy8xztr+RIezyBzCMsmooWJNIhQnTAx48eNIcW0QxQdRMREeoVliEcvkZ6Oi7WkB5nV5hiS5YkWbPBarR+B2sMaqQTix4YPcqCreSXdPMlWAAkEHrv/55kOWHSio/7JrVscmYtJ9rhmzL9LWLzIKYb9AbySp95CSMEju10yz8dEKoFIZQ4In8s8jVV4dnsdwESqbqy0ECmCxiDzLF7IfVW8aSMTKZODOsCxnMyVkxcvCn9lIlU3XsjZhbQ8egpsvq08P1gjZY3U0gA1cvLomdg4lolUHZEii2xrcZEucTORMlGFLVEZSYIyzq1rZhMpOdjNCOsno6+hPAcTKZMgk6CDMaCXSIs3rGfXXBX4YCJVIaRQ3un42uoerVhOvuWkl0hPbPnSdh44ocACEykTKWukDsaAXiLlNVLfNyhvsmYidfAk8h5s/q5uUjhJTp5E2tPc7PlV1WcmUnWY0WL+5D0AvNnEZMxarUUxAC8z9wsxMEULEykTqVuxYPMni05y9wDxu7rJKkNOyHUlUhrycpXQhzKu7eRzsEbKJMPaZBhhQDQFc39fL+3h6PhB50jZ9h9E7k8+61pdzqyRhhFROFnrkdG3C+XlPidxoB8RYFvGtZ18Di3Rn7xlnrlgnqXlzETKRGppgJpJMEgrI1qyn3qCAzsHmUNtZWWiYh1Uv/PcOUqbPdPSOGUiDQICMycyX8u89VB/sh40g1V8QYLE6KsjLT3J/fXVrN9ViHFQlcb8fCr9/tuB32qTEi0frpCJlImUScADA6JpuJHKm3M2+b8BVuz4ZYAQ1X5AFgkEdsYTQvqdcyj9rrmWD1fIROoxicy6Q/N1/E+8UMums65W7XwfqLf73rv5ZuRnHnU3NQ3ISe0HJJcMNQ5Er89E6gcAooLk+tYlR5GxyXnmKbXzfaBee3W17Sa+iEy01k2/aw5Rf/+AnNR8QPxRmEtpvWaojmMiZSK1HWiNnCyZd8+n/t5eNXN+UJ3Y0dezHL3m0umYaHK5XIPkFOxLbWJC8PToXtcxEg9qz81EasFBUTt4XE++FgxtSHSdFORQun0bE6nHXIKnWEd1dTDeHPL/8c83UdSwq2wnSyZSj8FnYpJPTHaTacL4sXR804YhEzzYD+2nKilx0gTbEYAR4wMrBmwYufr6golt0P8XKips6+DARMpEGvaTH7vDOU8/SQdfekHRorQkxevv6aGT335NUcPtp03JJtPdixZSe2XFIJJU86UhL4+SJtszOSQTKRNp2BPpHjyG1ujLKQSiaCkuoowF9tsokUmksSNHUOl331C/oDba19VJhe+9Y1ssMpEykdoWvLIIIPqaYdR87KgapSlgHfjeH/lwDUWFsYF+8pTJ1N1QH1BOvv7sbmykhAnjbItFJlImUtuCVxaR4jzYLZZV9t63NGxlWvX3n5rEeOSDNbaWGRMpE6mtASyTTPt6ejSRgPdBSD0cc+3VYSfX/Sse8RaF6u/Jt02xtbyYSJlIbQ1gmUR68ttvVE/8YBVP/f1XWMk18575pMWLyS3HuuQkKlq31pbG+MAgEykTaVhN+EDEGzvyWurv6nLPbV3v2Pkv3rghLGQLEm0qKCASNL4fJGCXi/q6ugiRnuzocstEykQaFpM9EIF6/le4+i1hb5xBhODxpbejg46sed/RYfawUVf63f8iNXl0X9NH7N5nLVtiO0wykTKR2g60nsQn+/OuGdNIS4Bnf6xRv38/pc6c7kgyBYke37SRYEMroyDVCzad7BiWkImUiZSJ1AMDIIeiz9YJe+UEIpKGXGfmdir/6UeStUEH+TXmHya7bjoxkXpMItnaDZ/Pni6nqbNmUFNBfiBuFP6v4/Rpih83xjE3rZqEeKk3G8Q3wDJI1LArbSkjJlImUlsC1+ibVOm33wx6ZEUA50ttraTFfdTNupfa2pRgxdEjhttT5sOupLhRI6k6aqdUEoV8EOAkfswN9pQL79rbU2MymkT4/Jdxceo/43IQYMmWryhh4jg6k57m5kVN79iAgk9+/NjR9iKNyAja9/CD1HykUFOYwUDCulhTQ5n3LLCXPLwUMNZIvQTCJMI3FzcGEieNp4rfdijBTOLHjlImetLNk+hSe3sgXgj6H46vQdzNm+wTLerkN1ulbsJ5CunQqy/bmkSBFyZSJlLbg9hNfEa8I3fQzsiIQTLKWr5UsXn0JAMtnxF6r/Sbrwed24g+6Dln1vIlVJe6S/qjvFtep6OjKG7M5ZuUnnaG+lgmUiZSS0/kUE8Qf9ff/8hDhEd+GaWrvp7ynn/WUiH4cAPJf/tN6u/u1t1FrCv7yjrQePgQpc2a4Qj8MZEykToCyP4Iz8jfC99dTb06H/PdLNVVf54QHX7PkkUh9dOHxULOkyuprfSku2m63xvzcqlk6xZqr6oa0Gx7Wlro8OuvOQZ7TKRMpI4Bs5Gk6evc8WNGUfGG9YTwebJK59mzdOrPPxRD913TbzdlbJBOGoGtizd+pmwm6XL19BJEffYBQhI8xCmFx1JzYSHBAuLQ668RbHZ9i89k4AAABfRJREFUydWOvzGRMpE6BsyhmIAx142g/Lfe9KIP/V9BNjAJQgK5km+2GjJGB1Y8orh3tp0sUQKOyPJQcvf+bGYGJd48cVDbEa8U6ZadlkmAiZSJdBDQQ0FGTrhm/hurpHr5uMnI8/1idTWdy0inlNumUNzo6wlBVkDkal5Y88QxZdt/UM6hJRWIZ1sCfu7vp3O7MynplpvCBltMpEykYQN2Iwkbj8cnvtisLwJSQHYa/Cc2b1qKi6kpP1/Vq6e5efAJDPrm6u2lM6m7KPWO6WGFKyZSJtKwArxRZJo4cTzhUVaP55NB3GbqaRFTFIFfjJKzVc/LRMpEGnagN2IyIvGdzE0aU9lP0sVyn33acWufarHCRMpEykSqEwN4xA5nEm3Iy6WUaVPDGkdMpDonkdo7Ftdztuup8lgvmIJYkiIY8tOUfv+to0yZtMxVJlIm0rDWJLRMGl/HxN84mo5v3kSG7oaHnDJ9N+BCeRnte+h+24bA8zWeor8xkTKRMpFKwgAMzJFJU2aEfd/UZb1fO+vqFPMqUQJySn0mUkmTyCmA4H7IWYLIe+E5xYPHFSAhHIzunbC26urrU4K4hJvJk+dcYSJlImWN1AgMREZQ9pMr6VxWlt/gJggfdzo2lupzsnWlMg6VfgoCvVBaSuU/baekyZPCGkdMpEZMIj5nWE8qT00lbuxoOvjyi9R59swgvqtNTlI8klA3dtRIgulQxa87/JLuoIMt8qXq378pY97csN9owhgykTLpMemZgIG02TPp+OaNhAj5KNlPPE5RXnFOY6+/Vgnwse+hB5S6im2qSaTZVlZKh1e9RnsW3zsoxYqvy9cmJlDWfUvtF+XfwHFmIjVQuJ6aCX+Ws/ZodzkmTLiR0ubcQdHDr1J1A8tasoiw3nriqy80r6e644HCrRQunH3d3coL+ehxbm+ZNhUWDOFPHIfgJhnz7hxS3/v4cPzORMpEyhPDBhjYfe/dhBieogW54hGW78Bjj1DWfctoz9JFQcc7be5s5TLQnluOHaXze/cSsgKEI0Gq7TMTqQ0mkdrB5HrO1Xr33rdMlEOV+hfKypRoUaLYqPztV0JEq5SpU2inTVMki/ZZT30mUiZS1jRsgAGziRTrtXqIJdyOZSK1wSQKN1Byfwdr1giCXLR+rWKXqqxz9vUpKTtgfhQs2pRWjZTHYPAYBJMHEykTKWseNsLArhm3KxHmsbOPFzahzu/b6/dV9fdflDjJPmmfgxGWVf9nIrXRJLIqiLhdYtoLy8t58mIiZSJljZQxwBjQiQEmUp0CZO3CedoFjymPqSgGmEiZSFkbYQwwBnRigIlUpwBF71xcn7UdxoDzMMBEykTK2ghjgDGgEwNMpDoFyNqF87QLHlMeU1EMMJEykbI2whhgDOjEABOpTgGK3rm4Pms7jAHnYYCJlImUtRHGAGNAJwaYSHUKkLUL52kXPKY8pqIYYCJlImVthDHAGNCJASZSnQIUvXNxfdZ2GAPOwwATKRMpayOMAcaATgwwkeoUIGsXztMueEx5TEUxwETKRMraCGOAMaATA0ykOgUoeufi+qztMAachwEmUiZS1kYYA4wBnRhgItUpQNYunKdd8JjymIpigImUiZS1EcYAY0AnBphIdQpQ9M7F9VnbYQw4DwNMpEykrI0wBhgDOjHARKpTgKxdOE+74DHlMRXFABMpEylrI4wBxoBODDCR6hSg6J2L67O2wxhwHgaYSJlIWRthDDAGdGKAiVSnAFm7cJ52wWPKYyqKASZSJlLWRhgDjAGdGGAi1SlA0TsX12dthzHgPAwwkTKRsjbCGGAM6MQAE6lOAbJ24TztgseUx1QUA0ykTKSsjTAGGAM6McBEqlOAoncurs/aDmPAeRhgImUiZW2EMcAY0IkBJlKdAmTtwnnaBY8pj6koBphImUhZG2EMMAZ0YoCJVKcARe9cXJ+1HcaA8zDARMpEytoIY4AxoBMDTKQ6BcjahfO0Cx5THlNRDDCRMpGyNsIYYAzoxAATqU4Bit65uD5rO4wB52Hg/wHNZGWFtGCUHgAAAABJRU5ErkJggg==)
Anwender: Steigung und Gefälle bis zu 12%, in kurzen Abschnitten auch mehr. Es gibt unübersichtliche, kurvenreiche Abschnitte. Die Wegausstattung ist für Traktoren und Lastwagen gemacht, was für Radfahrer Gefahren bedeuten kann. Naturereignisse können Schäden verursachen, die nur behoben werden, wenn betriebliche Anforderungen es erfordern. Anliegendes Steilgelände ist nicht gesichert.
SCHWARZ (schwierig)
![](data:image/png;base64,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)
Anwender: Herausfordernde MTB-Strecke mit zahlreichen Gefahrenmomenten, die die Steigung der roten Route überschreiten und noch schwieriger sind. Es gibt Abschnitte mit steinigem, schottrigem oder rutschigem Untergrund. Die Fahrbahnbreite kann auf 1-1,5m reduziert sein. Nur für geübte Mountainbiker, die die Fahr- und Bremstechnik auch auf steilen und schmalen Wegen mit komplexem Untergrund sicher beherrschen.