![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARwAAACxCAMAAAAh3/JWAAAAllBMVEX////jBhPiAADhAAD19fX6+vrjABDjAAvjAAnjAAT+9vX//fz++fj1wcD519b3zMv86ej64N/thobsfHz98O/rcnL52dj1vbztgYH40dDyqqn0trX74+L87OvqbGz1v77lLzHvlJTpYWHujY3wm5vzsrHnSkvpXl7mPD32x8bxoqHlNDboUlPxpaXnQ0TkGBzkIybnTk+bKsduAAAS40lEQVR4nO1da0PquhKF5lxeupWnCrgVxSeK6P//c7d5ZyaTNi1BQPf6cs7WttpFMo81mbHx3z8E0fiHIP6RU4B/5BTgd5JzEnfZLyTn9PFpE3flryPn9p5lXXYdde3vIud8wrKs2Wxmd1GX/yJyzq4yxpnJ0Y7bV7+FnMGyxbJWU4NdxNz0K8jpP3y6zPB9NYy57+eT05u9sKytWWnJrdXKYm794eSczN9Z1nGZuRrccHbYecTdP5qcP/fSOamtlLEJp+SV8X9MIu7/ueScTzKHmW7G7m/Vd7j5idpXP5Sci2HmmOBOxr7mNmUYiVDnT/lTfiI513cbh5l2xl7WPff7U7Gv7ssf9OPI+btaOMzkJvjzoY+v6fLvs9PSZ/0scnqzD+i2O8sBcdlS7Kt56eN+EDkn8+c8p7TOKXfbU/rKAd9X3a/SJ/4Ycl5vkNu+eQ1f/MlXF+uFL5D4GeRMRyanlG77+bLw+gexr9Zlj/0B5Fwskdt+eiyztX2+rzovZU8+dnL62G2/rccRt73wlIJ5bgzhqMkZr9+gc9rcxUl8jZnYVw8lVx0vOaePTyinHEaJNAI9vq/anyVXHSs5l9BtZ9ko4LYDeM8iJK+jJOd1gt12RKIEMRf7all80fGR40jB0jk9zyPLUC5OWITkdWTkDJYd6Jw+ZqWhHI17sa+K9+IxkQOl4NwEL1Z/az/sj9hXo8JrjoYcTwpuxrptAnwfRkhex0HOqScFD89qP+xsxHhCHiF5HQM5XAp23baUguvh+q6Ze7r3hpa8boouPnhyzrHbvq/stg16szdptBhPMeT/FXm6wybnDEvB73XctgKPG9XWzFb5v4elktcBkyN2AJCC67rtBl6A7UX+pQuxr94LbjpUcmKk4GgMlm7cyMG4eropk7wOkhxPCm6RUnAcxitcKG82u4wHOHdiX83Ctx4eObCCK6Tg+m77ZP7l0Gw26NMjXy+lktehkfMHS8GTAim4DFxX7kJmxAbVcfVbieR1UORMR7iCWywFF2OODY1g2xV91iWS1+GQ41dwS6XgMPpL5Y0QN1CjGJdIXgdCjlfBjZOCaZzm9py9qgIMQOcDXvnV1Z6LxCGQM14hKXgbty2SjY7ICx4y80hteZCBeSyWvPZOji8FL+OlYA/WauV5wV+mHtl5eFfsIAMjJa926Gl7JucSV3ArSsEA13dtuzezx0bjqavV5cvAMdJiyWuf5FSq4Jaht34DsV73Kd81jD2rE0vaOCNN/bZQ8tobOVUruMW4BIGjNi+9lckNJupnZVfwRlYkee2HnHRSMAdMKrXtagPR55zpb8B7BWkssGL3QA6UgttcCq7vthu9oR/rUSmH/omIiPMiyeu7yRmvX2pWcENgKJrp0rZrqfcVIkJKXvSjv5Wc08ev+hXcEK7cdSOSSlIPGxiTDONuKXnR9u4bybm9xxXc+lKwgzPmsP0Z3qELtcK4j3cgJa9n8pbvIseTgqtXcEPYqLdubYZFqs9K/Xju48HtYl+R/uBbyPEquNtIwR50llByeHZs9hWsBBZIXrsnZ7BsJnTbBPrmrYuf+0WnENdC8vqg7tgxOX+9Cu5D/Qpu44Rebx+6plB8yG+uUwikUQhjxKhfa5fkJJWCeUzNaKcyU2/deSu8/ySQQghjJIo1GDsjh2jmqS8F54ufx9SBOsqpeWs3ZJreYGd4o40T7ESTkteCePCOyPGl4K3ctq7TBKzKvX5ro8yIBB13Db0GUoinkOS1C3LCzTx1sdBvT1uVP+rbrY74p07Qvbg3kEI8hhqGk5OTVArWKLMq5q2nud0129kr9Q7pFEJsy1bTf2xacohmni1ySgvaqliMTKgzcrazZ6KM5I6ODzyL1Nw3iQnJGaes4CL4VgXApBBQuvBMlJbc0ZoSOiFWehrpyIls5qkLY1UCem8T1XsVObgkpYNp3DETOD2ZhpykUnC+EFaT94/3ydqh17UqBO688p1I0LEjsCkE3O0BySsBOUmlYJWIZVmnmz9pYaI+Y1VovbePCnihBP1JpxAw5gs0DG9LTlopuNEHZ3KaHfah3lBblVZAl3pxFWRe36E39WMghaAlr63IqdHMUwRxYBQZj0zH+tqqZHTMNDOfULco4rQpBCTvipS86pPTf8AV3G2kYHAqDWwQ9RraqgR0qZ5+6+574dK9od3eGSl51SSnfjMPjalfQLC0i6CkTJh41m9d3CcUSiFaVMNwHXK2auYh8extJ3dnyXhWW5XAUaxb7eyJSNeFcXtw68mGYaig1iDn0pOCt3LbArdw1eTWizl0yY1lUojAUawSZ6+h9Xjkm2TDMFJQK5KToJnHxcmjcqnOwhFaYf+0vzKLU+qfxqoEjmKVOHuNUAohJS9oNauQk1oKFgGS/N+ReS7baK1wvNHsSDNjrAo9cGsasCb5Wgf/Eno8j4Ogv6Ikr2hyBst2Uin4QlYqVVg6NcmRk/6NmXbfwsyUWZW2vhos5rM8EAMp5UPWouIgcV4FZf1x5CRt5mm40rJWD8g3e4Du21gVWlI0zt5WIWRMCTfaX0bHQUKJhll/BDlJm3kEXp3nqa1PhjEncKeUWJVrVNM0MSXaaAHlbeZLXmXk+FLwFs08GmdOJqTUg2syjNFmRn4xbFUk3lxn78aUMbNyVMMwONxUTE7KZh4H1w452n2+UWGM3ldqtdNWxWCtnf3HBYwpY2blaMnLjdgKyIFS8HbNPBA9N4dW7pMMY9aQnKVvVcjHdnC0XT7To6Ebht3KRIgcv5kngRRs4JKj3CcZxmg2FIHYqmA80xlInorGKPx+wzBJTtJmHgrg1IhSD6gwRp+M0GICufcsLglyeNAR+bl6M/J8cpI283Dk2xN/aeNmUirtvvTDmFu1UowLs1aF/lH4zDrodCiFJ3khcjwpuL2lFCxanbxjZVCaUtvc7BntDl9NZKj18HAKcSYM6QQsncoZsWgYdiQvl5ykzTwcph6Bi9zAOOhtjg58Tu8ZuqChRlA0sTDBpSVho8/t0uF5X1XX+sw9s+MKLTlJm3kaPKm0rU4tStC2+0q+hBvGDJZdm8YxW+ckDlufysUubbSyB+0aeV8etoioxXGFipzEUrCAe8gzgzrDEC5/teu0pctG4Lw1uBfvPdnp0NQ2mrs3nt1UrSW6YYtN1wU566RSsAZgAMblD9CtqF9HO+4m6K3rZq6nBHvP7c+SNnrAeMWsYnaDwhZmXKEgZ25+1y2beQAGwHeA0FNFfKZPYU7coL/XAr+OPWyNChXKRn9OKkpvRNhifqAgRyV4XApOV8FF/U7tlvMdaTpab+qX6qqi9sJrkGqzZ2Q69Iu0sLIaOVcdoCRskTZHhD+tz22aeQisSMvCcS6+k5kLlL1eoyCuyzZexrIkAj35kZcPRYQor2BLcmT441fSK/yk88fV6nEKbNUYbhNmq/dSq8wu32EBEtzAX5eI+qm9J6of1Za8GEcJwxZ/PypvFT0imERv9cJ4CTdjDFSNnkBrruPPZZ0lm5kzjAv59ffM/rahjghv79WIx7ywha5gK3KiRwQT6I2czyBjTftxz+EW6BqfLCPd3EqgAqS5IVTObeDNGuh0KILXgxwMW3ScEzsi2MccNa04NvQEbQFrMyU5V965m0C11oWz99rVow7v4FnRA3SEHDsi2MOIQafB37Sj9/8Nsp4mbRK/X57j/UHiXqhnzIUyVMK3VIs6qo6j1OTEjgjGmFDOo5MpdkzqqEKatj57JNJyvlJRATLUM+ZCilJ5UlktJSYq2LHjN2NHBCM8UHEb/1BUVGuikhdJovbnQurnPw4XIAMHPl2csOp6bb0Ktkk8P4mKXymsGNzKMuAAlO015zevVCKu/Ln4F1dEjdaulIJQz5iL+6+KK7zuOEpDTuSIYIgn412y5ev0dsKs15Kagi2+nso1ofy52I0tnlrrhiB1OCbUM1YfWxw8M+REjggGsK+u3NDfN6szyI1lzm/eqjUi/blYUcKwmMKdSiE+6Z6xmphuNY7S6jlxI4IBdJXN5rGNL7OWZOXNnN981ztGeG35Zb6V8LmbUM9YDWxdwbbkxI0IBlA/GVQpF7D6/9c5v6mMMvfnMi0XUgVqCAr1jFVFigq2JYeo+FkM1pOPzWZxv3KlEr2rwIkYsxIUzx82feops9PVabmwP/jofqBnrBJ6uAe5XgXb0ZCDI4L7QiTvtFrt3Jw92Qv0a8FTmNpBKZ7N+c2FCXvy+Eam5WIT46P7oZ6xaIhRVEkOnjnkBEYE927gjAhmaoLKiKC3sC8rwmFwfvNK+3MZA8hPAqUQoZ6xSOAKdrZFBdshhx4RfOn3+2sTo6JjXEQyhyFkCgDe/a0rP80zuXLEfkQNQfbAZ3UJJeU4ygYszciKH4yP7vzUyQRo6i3aqM/nDKYAIH1S55Han/JwjvzV0Wk+ufmqq1fi4FmqcZQCLjnEiOAZmR6oMFetHG+xmfPU6N35+r5Uiqy8QD7HLDWTQhS3z1MY7KKCDSqenuRFSt78GhG+atOLnS46YgXTJzdTVSVvtNQaw+Dp/ACSV7AVADme5KUL9/yj4KdfzVsJo6y9FT4Wb+M6saxR+vTpiJPKW5ulJh90XUm9StyD7AKQg0cE22L1Zp372fHSLCSR+egSZbAUrlIAmD45DS7aNZYc3S9A8go2ADxIgEYEm1Mh2g7NDVtcET+BK8RCLyklgaD06dGwo/1RX08eqxjapK5gY0By4IhgHbFk1m2MMrV0hbUw3UtIQrCHIYRtwumT0QfNknvpVI9iz71xlNv2IHuA5MARwa/a4NqVesJaXA5RX1jDFWJhlpz8JPE8BbPP9DaaVe3t20kPsgd0PgeMCDbbwblg6MZVoa5AkwIoi4vTJ62RdXTmPa6kXiUdR1kERA6Yl6IjYFfkGYPowRyXQZMgNGsqcvE6n1X4RM5IKIE485NsHGUxEDlA8lKBfyesrASTRPXB6v3mdT7LL7SrlhE9KbibuIINgc8EuiOCleUo+nxDdSZVPtH7CKdPjUarLfxupd81cQ9yOTA57ohg7VUCPaccps6E/sS1utU0WnjNUANWsVKZuAc5Cpgcd0SwSQ/CLjZUZ1LkGK3Tb1uYVvEuuzh4FgHvqK0zItikBwUz3M1RNXiNct4mkCnrfC6COB8IKrizHbhtCh45zohgnR4U1fp0nQktHe2tjNSp0ydWseSUdhxlRXjkSMlLGs5QGOPAlPVAz6Q2wFYckjFCHuBX8S7px1FWg3+C3RkR/BwIY1yYIzVOfUYXn5zl1GedipZiJ+Moq8EnxxkR7IrjIdgx8Pa4sJew5vh8q6Q+7WgcZTUQjSFW8goNN9AQ4ZA9ZsKexaK/3JjF5GyCKszscBxlJRDkOPNSimb65Lnfgv/31NrL3Cg8O8pT8R+PCmG34ygrgSDHGRGMzxYZyA5WqY/aQzj8wo7z/9U97mDZStqDvB2ofitnXgo93GCqnIhS+la00lwyGsCHX8HdZhxlAlDkOCOC6eEGWnfXBveOOv4aGAcZAtGDnHKuVS1Q5DgjgvHZIgX1+RoxY87Q37vJrWiVdbNbKbg2yDbGpp3muCGPy9zjilX/BUz7zv1LBVPBK7hQCt6D26ZAkuNIXloNhIrN0M/XLxd5YMKDgA53vfE7Iv04ynSgG2CF5CVK4PZEibt0jCly77q4+8oYy15Gl9FeipCC9+W2KdCt0+IEknTUusLQctue1BF7XCWvhl2No0wHmhxnXoqJYrqWiTmUiOtgl+Mok4Emxx0RbM6xZW9q7ZjTBVG97AR2PI4yGQITCZwRwWa0TW4t7y7G1zM9f7dmm43fzLNrKbg2AuS4I4JtZtkSs7TsdJcChTCEfUjBtREgB4wIbhLj+/ibBcYChBHfzHMYCA36cEcE9/Gfc5HcbKp53cTjKL8DIXLAiOBr/Ncw+fcWVV6tajPPYSA4Pwecnhx/olOTGatQj0s9jvLbECQHjQhewqjkPdr1ph9H+X0IkoPnpYyHYkwx73LNrqKp+fYKblKEx1L5I4Knq9HNZDiL/uATj6P8foTJoUcER8OTgis18xwGwuTQI4LjkHoc5Z5QMO2tWbNhOPU4yv2hgBxyRHAZ0o+j3CMKyCFHBBdiJ+Mo94iiCZPUiOACpGzmOQwUkRP+q1g+YAW3m3Ac5R5RRA41IpiEP47y+Nw2hcLBrcSIYB87H0e5PxSSQ4wIRthVM89hoJAc0cPQCjQM72Ac5aGheB6yPyLY4EAruElRTI4/Ilhh1808h4FicuiGYU8Kvj9sKbg2SmaweyOCq811OnKUkIMkr29r5jkMlE3vdxqGxyssBf8kt02hjBzdMOxLwTtt5jkMlJEjisGdr/tjloJro/QvhogZeZ2jqeAmRSk5YFDq4Vdwk6KUHDux4Wil4Noo/0M8ssmj9b3NPIeBcnIesmOq4CZFOTl9dkwV3KSI+PtWw2OXgmtjF3/p/sfgv8b//iGE//4P2oU2h5VaZKkAAAAASUVORK5CYII=)
![](https://www.randonavigo.fr/hikes/2021/10/mers-de-sable-en-foret-de-nemours/pictures/foret-de-nemours%20-%2016.jpeg)
Mers de sable en Forêt de Nemours.
DÉPART / ARRIVÉE :
Ligne R : Bagneaux-sur-Loing / LIGNE R : Nemours
DISTANCE :
17 km (gare à gare)
Une randonnée parfois exigeante, sur des chemins parfois escarpés pour un dénivelé positif de 400 mètres sur l’ensemble de la randonnée. Mais quels paysages ! Vous y découvrirez une très grande variété d'arbres, en passant tour à tour dans des zones de pins et de bruyères, de bouleaux, de chênes et de fougères.
Et surtout pas moins de trois mers de sable à découvrir, ainsi que des formations rocheuses surprenantes !
Pique-nique à mi-parcours. Chacun gère son repas.
Par contre, un apéro partagé sera le bienvenu ;-)
Rythme moyen : 4,2 km/h.
Chacun randonne sous ses propres responsabilité et assurance.
Rando annulée en cas de pluie :-(
Pas de LA, ni de LI.