{"id":20084,"access":"<p>De Chamb&eacute;ry, monter &agrave; Saint-Jean-d&rsquo;Arvey par la D912 direction<br>&rdquo;Massif des Bauges&rdquo;.<br>Se rendre au parking de Lovettaz depuis Saint-Jean-d&rsquo;Arvey D912 (Parking dans une epingle &agrave; cheveux avant le village de Lovettaz)</p>","accessibilities":[],"accessibility_advice":"","accessibility_covering":"","accessibility_exposure":"","accessibility_level":null,"accessibility_signage":"","accessibility_slope":"","accessibility_width":"","advice":"<p>L'acc&egrave;s aux via ferrata est interdit aux personnes non exp&eacute;riment&eacute;es.<br><br>Avant de s&rsquo;engager dans une via ferrata, il est indispensable de poss&eacute;der le mat&eacute;riel sp&eacute;cifique &agrave; cette pratique, de conna&icirc;tre parfaitement son utilisation et les techniques de progression. En via ferrata les chocs cons&eacute;cutifs &agrave; une chute peuvent &ecirc;tre extr&ecirc;mement violents. L&rsquo;utilisation de la longe &agrave; absorbeur et d&rsquo;une corde est donc indispensable. <br>Si vous &ecirc;tes d&eacute;butant, faites vous accompagner par des professionnels.<br><br>&bull;&nbsp;&nbsp; &nbsp;Respecter le sens de l&rsquo;itin&eacute;raire<br>&bull;&nbsp;&nbsp; &nbsp;Ne pas s&rsquo;engager dans la via-ferrata par mauvais temps <br>&bull;&nbsp;&nbsp; &nbsp;Respecter le site et son environnement<br>&bull;&nbsp;&nbsp; &nbsp;L&rsquo;assurage en cord&eacute;e est vivement recommand&eacute; en particulier pour les enfants, technique classique de progression avec un premier de cord&eacute;e dans les broches et plus de l&rsquo;utilisation des longes&nbsp;&nbsp; &nbsp;<br>&bull;&nbsp;&nbsp; &nbsp;Assurance en autonomie (mousquetonnage permanent du c&acirc;ble et des &eacute;chelons, 1 seule personne entre 2 ancrages).<br><br>La falaise est un abrupt rocheux vertical ou &agrave; pente forte visible sur une certaine longueur. A cet habitat sont associ&eacute;s g&eacute;n&eacute;ralement une corniche (saillie naturelle surplombant un escarpement) et des &eacute;boulis en pied de falaise (ensemble de fragments rocheux d&eacute;plac&eacute;s par gravit&eacute;, et donnant des nappes ou des talus d&rsquo;&eacute;boulis). Les conditions extr&ecirc;mes de verticalit&eacute;, les al&eacute;as d&rsquo;une exposition &agrave; l&rsquo;ombre ou au soleil et les &eacute;carts thermiques qui en r&eacute;sultent, l&rsquo;absence ou la minceur de la couche de sol font des falaises un milieu naturel tr&egrave;s particulier pour la flore et la faune. Il est essentiel de pr&eacute;server les esp&egrave;ces en &eacute;vitant le d&eacute;rangement visuel, la destruction du milieu, le bruit et d&eacute;rangements, l&rsquo;&eacute;rosion et pi&eacute;tinement, l&rsquo;arrachage et la cueillette ainsi que les d&eacute;chets. Il convient au pratiquant de respecter &eacute;galement les milieux travers&eacute;s pour se rendre au site de pratique (sentiers, prairies, for&ecirc;t &hellip;)</p>","advised_parking":"","altimetric_profile":"https://geotrek.parcdesbauges.com/api/v2/trek/20084/profile/","ambiance":"<p><strong>Jules Carret :</strong> <br/>Parcours Rouge, Réservé aux pratiquants expérimentés, cet itinéraire fait appel à vos qualités de grimpeur avec des passages vertigineux <br/><strong>Les P'tchis :</strong> <br/>Le parcours Bleu, avec une variante en vert. Cet itinéraire propose une succession de passages aériens mais pas trop athlétiques.</p>","arrival":"Parking en epingle avant le hameau de Lovettaz","ascent":899,"attachments":[{"backend":"","type":"image","filetype":{"id":15,"structure":null,"type":"Photographie"},"author":"tbria","license":null,"thumbnail":"https://geotrek.parcdesbauges.com/media/paperclip/trekking_trek/20084/p__20190409_110317.jpg.400x0_q85.jpg","legend":"Falaise via ferrata","title":"p__20190409_110317","url":"https://geotrek.parcdesbauges.com/media/paperclip/trekking_trek/20084/p__20190409_110317.jpg","uuid":"4715bc23-8318-493d-850f-804b16f216ba"},{"backend":"","type":"image","filetype":{"id":4,"structure":18,"type":"Croquis"},"author":"PNRMB","license":null,"thumbnail":"https://geotrek.parcdesbauges.com/media/paperclip/trekking_trek/20084/topo-via.png.400x0_q85.jpg","legend":"Topo Via-ferrata","title":"TOPO VIA","url":"https://geotrek.parcdesbauges.com/media/paperclip/trekking_trek/20084/topo-via.png","uuid":"6f389458-5715-4c04-99ca-14d1ab478543"},{"backend":"","type":"image","filetype":{"id":15,"structure":null,"type":"Photographie"},"author":"tbria","license":null,"thumbnail":"https://geotrek.parcdesbauges.com/media/paperclip/trekking_trek/20084/p__20190409_112228.jpg.400x0_q85.jpg","legend":"Vue sur la vallée de Chambéry","title":"p__20190409_112228","url":"https://geotrek.parcdesbauges.com/media/paperclip/trekking_trek/20084/p__20190409_112228.jpg","uuid":"2eae4e33-7ed3-40ad-882f-861f1d6520d8"}],"attachments_accessibility":[],"children":[],"cities":[53,38],"city_codes":["73243","73098"],"create_datetime":"2019-05-13T16:26:38.843018+02:00","departure":"Parking en epingle avant le hameau de Lovettaz","departure_city":53,"departure_city_code":"73243","departure_geom":[5.97478308905824,45.599132815406584],"descent":-899,"description":"<p>1- Depuis le parking de Lovettaz prendre le sentier qui monte au dessus du parking.<br/>2- Au premier croisement prendre le sentier qui part vers la droite, qui amène à passerelle de Lovettaz.<br/>3- Arriver à la Passerelle de Lovettaz, prendre direction Passerelle de la Doria.<br/>4- Arriver à la Passerelle de la Doria, prendre la direction Croix du Nivolet. <br/>5- Au panneau directionnel \"Carret\" prendre direction Via ferrata Jules Carret . <br/>6- Au panneau le \"Pierrier\" prendre la direction de la via ferrata choisie . Le départ de la Via ferrata la grotte à Carret se fait dans la grotte.<br/>7- Apres la sortie de la Via ferrata, arriver au panneau \"Charvette\" et prendre la direction Croix du Nivolet.<br/>8- Arriver à un croisement (refuge du nivolet tout près), prendre en face et se rendre à la Croix du Nivolet. Ensuite, revenir au croisement et prendre le sentier à droite qui passe au pas de l'Echelle (assez raide). Poursuivre le chemin, traverser un près.<br/>9- A ce croisement prendre la direction Cascade de la Doriaz. Retrouver ensuite le croisement \"Carret\", poursuivre vers la Cascade de la Doriaz et reprendre le sentier initial pour retouver le parking de Lovettaz<br/><br/>Cotation P'tchis : D+<br/>Cotation Grotte à Carret : ED+<br/><br/><br/><img alt=\"\" src=\"data:image/gif;base64,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\"/></p>","description_teaser":"<p>Amis via ferratistes, venez découvrir deux belles via ferrata aériennes. Elles offrent une vue sur Chambéry, le massif de la Chartreuse et de Belledonne.</p>","difficulty":16,"districts":[26],"disabled_infrastructure":"","duration":4.5,"elevation_area_url":"https://geotrek.parcdesbauges.com/api/v2/trek/20084/dem/","elevation_svg_url":"https://geotrek.parcdesbauges.com/api/v2/trek/20084/profile/?language=fr&format=svg","external_id":"","gear":"","geometry":{"type":"LineString","coordinates":[[5.9747831,45.5991328,626.0],[5.974908,45.599206,626.0],[5.9749482,45.5992852,628.0],[5.9749526,45.5993671,629.0],[5.974849,45.5995185,630.0],[5.9748302,45.5996339,632.0],[5.9748114,45.5997493,634.0],[5.9747014,45.5999477,637.0],[5.9746501,45.6000689,640.0],[5.9746511,45.6002185,643.0],[5.974652,45.600368,646.0],[5.9746797,45.6004772,649.0],[5.9747481,45.6005556,653.0],[5.9748309,45.6006381,657.0],[5.9749099,45.6007712,660.0],[5.9749078,45.6008758,664.0],[5.974882,45.6009215,667.0],[5.9748129,45.6009738,670.0],[5.9746931,45.6010617,674.0],[5.9745733,45.6011496,677.0],[5.9744338,45.6012758,681.0],[5.9742942,45.6014021,684.0],[5.9742293,45.6015083,687.0],[5.9742209,45.601614,690.0],[5.9742662,45.6017651,693.0],[5.9743302,45.6018697,695.0],[5.9743942,45.6019743,697.0],[5.9744778,45.602119,699.0],[5.9745613,45.6022637,701.0],[5.9746605,45.6023908,702.0],[5.9747245,45.6024117,704.0],[5.9747627,45.6024296,704.0],[5.9749657,45.6024683,704.0],[5.9751687,45.6025071,705.0],[5.9752129,45.6025411,706.0],[5.9752158,45.6025942,706.0],[5.9752763,45.6026214,707.0],[5.9753686,45.602619,708.0],[5.9754531,45.6026402,709.0],[5.9756479,45.6027531,711.0],[5.9758427,45.602866,712.0],[5.9760673,45.6029835,714.0],[5.9762501,45.6031138,716.0],[5.9763819,45.6032252,718.0],[5.9765137,45.6033366,720.0],[5.9766969,45.6034723,722.0],[5.9768114,45.6035243,724.0],[5.9769076,45.6035704,727.0],[5.9770691,45.6036499,729.0],[5.9772306,45.6037294,732.0],[5.9774879,45.6038344,735.0],[5.9776539,45.6038777,738.0],[5.9778199,45.6039211,742.0],[5.978084,45.604033,746.0],[5.9781632,45.6041688,750.0],[5.9782424,45.6043046,754.0],[5.9783925,45.6043993,758.0],[5.9785427,45.604494,762.0],[5.9787567,45.6046064,766.0],[5.9789707,45.6047187,769.0],[5.9791339,45.6049005,773.0],[5.9792971,45.6050823,776.0],[5.97945,45.6052273,781.0],[5.9796029,45.6053724,785.0],[5.9796033,45.6053725,789.0],[5.9797606,45.6053935,793.0],[5.9799184,45.6054145,797.0],[5.9799398,45.6055735,801.0],[5.979941,45.605668,805.0],[5.9799221,45.6058659,809.0],[5.9800004,45.6059125,814.0],[5.9800687,45.60599,818.0],[5.9801845,45.6060428,823.0],[5.980243,45.6061034,827.0],[5.9802408,45.6062053,830.0],[5.9801833,45.6063302,833.0],[5.980218,45.6064735,837.0],[5.9803116,45.6064476,841.0],[5.9803325,45.6065741,845.0],[5.980338,45.6066758,849.0],[5.9804493,45.6066449,853.0],[5.9804403,45.6067632,857.0],[5.9805577,45.6067033,861.0],[5.9805014,45.6068742,865.0],[5.9807068,45.6068255,869.0],[5.9807706,45.6067941,874.0],[5.9807482,45.6069262,878.0],[5.9809055,45.6068914,883.0],[5.9812093,45.6068834,887.0],[5.9812142,45.6069734,892.0],[5.9812049,45.6070862,896.0],[5.9811447,45.6071608,900.0],[5.9810205,45.6072398,903.0],[5.9809165,45.6073822,907.0],[5.9809545,45.6075155,911.0],[5.9810027,45.6076719,916.0],[5.9809376,45.607798,920.0],[5.9809228,45.6079516,923.0],[5.9809042,45.6081314,926.0],[5.9808755,45.6083376,929.0],[5.9808468,45.6085438,932.0],[5.9808322,45.6085839,934.0],[5.9808157,45.6086113,937.0],[5.9807667,45.6086307,940.0],[5.9807392,45.6086683,942.0],[5.9806604,45.6087308,943.0],[5.9805469,45.6087212,944.0],[5.9804494,45.6086985,946.0],[5.9802945,45.6086603,947.0],[5.9801494,45.6085641,948.0],[5.9800021,45.6084752,950.0],[5.979842,45.6084101,951.0],[5.9796504,45.6083575,953.0],[5.9794004,45.6083389,954.0],[5.9791295,45.6082911,956.0],[5.9789684,45.6082809,957.0],[5.978865,45.6082683,959.0],[5.9787494,45.6082426,960.0],[5.9785042,45.6081725,962.0],[5.9783574,45.6081403,964.0],[5.9782239,45.6081168,966.0],[5.9781017,45.6081119,968.0],[5.9780737,45.6081406,970.0],[5.9782612,45.6081897,972.0],[5.978465,45.6083015,974.0],[5.9786317,45.6084412,976.0],[5.9787687,45.6085304,978.0],[5.9789057,45.6086196,980.0],[5.9790363,45.6086846,983.0],[5.9791569,45.6087292,985.0],[5.9792827,45.6088016,987.0],[5.9792829,45.6088017,989.0],[5.9793907,45.608851,991.0],[5.9795185,45.6089368,994.0],[5.9796164,45.6089901,996.0],[5.9798165,45.6091415,999.0],[5.9800166,45.609293,1001.0],[5.9802032,45.6093962,1004.0],[5.9799705,45.6093664,1006.0],[5.9797748,45.6093562,1009.0],[5.9796127,45.6093028,1012.0],[5.9794677,45.6092085,1014.0],[5.9792493,45.6091827,1017.0],[5.9790268,45.609176,1019.0],[5.978969,45.6091991,1023.0],[5.9790994,45.6092597,1027.0],[5.9792859,45.6092899,1033.0],[5.9793821,45.6093126,1040.0],[5.9793896,45.6093565,1049.0],[5.9793008,45.6094003,1059.0],[5.9792217,45.609434,1070.0],[5.9791729,45.6094578,1082.0],[5.9791144,45.6094683,1096.0],[5.9789076,45.6096036,1111.0],[5.9787008,45.6097388,1126.0],[5.978494,45.6098741,1142.0],[5.9782872,45.6100093,1156.0],[5.978268,45.6100116,1169.0],[5.9782454,45.6100203,1181.0],[5.9782282,45.6100343,1191.0],[5.9782352,45.6100467,1200.0],[5.9782464,45.6100635,1207.0],[5.978241,45.6100826,1213.0],[5.9782287,45.6100928,1218.0],[5.9782252,45.6101227,1221.0],[5.9782113,45.610151,1223.0],[5.9781863,45.6101634,1224.0],[5.9781729,45.6101772,1225.0],[5.978169,45.6101999,1226.0],[5.9781506,45.6102157,1227.0],[5.9781309,45.6102306,1228.0],[5.9781178,45.6102508,1229.0],[5.9781212,45.6102651,1229.0],[5.9781392,45.6102899,1230.0],[5.9781713,45.6103142,1230.0],[5.9782182,45.6103508,1231.0],[5.9782373,45.6103711,1231.0],[5.9782556,45.6104012,1232.0],[5.9782943,45.610429,1232.0],[5.9783299,45.6104461,1232.0],[5.9783651,45.6104803,1232.0],[5.9783727,45.6105017,1233.0],[5.9783876,45.6105158,1232.0],[5.9784475,45.6105322,1232.0],[5.97847,45.6105442,1232.0],[5.9784887,45.6105581,1232.0],[5.9785903,45.6105852,1231.0],[5.978718,45.6106188,1231.0],[5.9787964,45.6106446,1230.0],[5.9789125,45.610656,1229.0],[5.9789865,45.6106702,1229.0],[5.979076,45.6106868,1228.0],[5.9791482,45.610693,1227.0],[5.9792144,45.6107065,1226.0],[5.9792446,45.6107183,1226.0],[5.9793241,45.6107162,1225.0],[5.9793816,45.6107354,1224.0],[5.9794294,45.6107405,1224.0],[5.9794885,45.6107407,1223.0],[5.9795792,45.6107816,1223.0],[5.9796278,45.6108019,1223.0],[5.979696,45.6108524,1223.0],[5.9797777,45.6108908,1223.0],[5.9798006,45.6109109,1224.0],[5.9797423,45.610925,1224.0],[5.9796443,45.6109402,1225.0],[5.9795485,45.61095,1226.0],[5.9794748,45.6109168,1228.0],[5.9793579,45.6109388,1229.0],[5.9792307,45.6110089,1231.0],[5.9790567,45.6110675,1233.0],[5.9788626,45.611088,1235.0],[5.9787375,45.6111265,1238.0],[5.9786068,45.6112029,1240.0],[5.9785482,45.6112108,1242.0],[5.9785099,45.6112632,1245.0],[5.9784255,45.6112933,1247.0],[5.9783302,45.6112868,1249.0],[5.9782026,45.6112776,1252.0],[5.9780136,45.6112979,1254.0],[5.9779254,45.6113516,1256.0],[5.9779532,45.6114392,1258.0],[5.9779171,45.61146,1260.0],[5.9778619,45.6115083,1262.0],[5.9778065,45.6115765,1264.0],[5.9777461,45.6116483,1266.0],[5.9776626,45.6116947,1268.0],[5.9775195,45.6117084,1269.0],[5.9773507,45.6116958,1271.0],[5.977146,45.6116868,1274.0],[5.9769554,45.6115557,1276.0],[5.9768959,45.6114996,1278.0],[5.9767995,45.6114274,1280.0],[5.9765441,45.6113332,1282.0],[5.9764198,45.6112906,1285.0],[5.976269,45.6112549,1287.0],[5.9761678,45.6111648,1290.0],[5.9760424,45.6110284,1292.0],[5.9758621,45.6109935,1295.0],[5.97568,45.6109272,1297.0],[5.97554,45.610902,1299.0],[5.9754081,45.6109091,1301.0],[5.975381,45.6109774,1304.0],[5.9753452,45.6110757,1306.0],[5.9753375,45.6112192,1309.0],[5.9752701,45.611303,1312.0],[5.9752129,45.6113621,1315.0],[5.9752124,45.6114478,1317.0],[5.9751444,45.6115208,1320.0],[5.975058,45.6115375,1322.0],[5.9749727,45.6115505,1325.0],[5.9749611,45.6116229,1328.0],[5.9749606,45.6116233,1330.0],[5.974862,45.6116895,1333.0],[5.9747551,45.6118032,1336.0],[5.974733,45.611893,1338.0],[5.9746658,45.6119569,1341.0],[5.9746072,45.6120378,1344.0],[5.9745639,45.6120687,1346.0],[5.9745099,45.6121152,1349.0],[5.974453,45.6121779,1352.0],[5.9743236,45.6123039,1354.0],[5.9742608,45.6123542,1357.0],[5.9742048,45.6124098,1359.0],[5.9741605,45.6124227,1361.0],[5.9741388,45.6124485,1363.0],[5.9740742,45.6125376,1366.0],[5.9739988,45.6125666,1368.0],[5.9739316,45.6125828,1369.0],[5.9738887,45.6125966,1371.0],[5.973848,45.6126039,1373.0],[5.9738304,45.6126359,1375.0],[5.9737811,45.6126976,1376.0],[5.9737226,45.6127082,1378.0],[5.9736706,45.6127447,1380.0],[5.9735933,45.6128116,1381.0],[5.9735192,45.612865,1383.0],[5.9734638,45.6128619,1384.0],[5.9734629,45.6128935,1386.0],[5.9734498,45.6129362,1387.0],[5.9733999,45.6129871,1388.0],[5.9733718,45.6130374,1390.0],[5.9733134,45.6130497,1391.0],[5.9732922,45.6130854,1392.0],[5.9732674,45.6131266,1393.0],[5.9732294,45.6131357,1395.0],[5.9731884,45.6131612,1396.0],[5.973204,45.6132364,1397.0],[5.9731876,45.6132666,1398.0],[5.9731654,45.6132834,1399.0],[5.9731132,45.6132911,1401.0],[5.9731137,45.6133244,1402.0],[5.9730692,45.6133571,1403.0],[5.9730411,45.613384,1405.0],[5.9730184,45.6134144,1406.0],[5.9729872,45.6134566,1407.0],[5.9729148,45.6134712,1409.0],[5.9728314,45.6134716,1410.0],[5.9727918,45.6134519,1412.0],[5.9727362,45.6134443,1413.0],[5.9726829,45.6134566,1415.0],[5.9726421,45.6134613,1416.0],[5.9725591,45.6134698,1418.0],[5.9725121,45.6134313,1420.0],[5.9723991,45.6134082,1421.0],[5.9723625,45.6133948,1423.0],[5.9722919,45.6133966,1425.0],[5.9721717,45.6134286,1427.0],[5.9720688,45.6134494,1428.0],[5.9719755,45.6134816,1430.0],[5.9718796,45.6135129,1432.0],[5.9718019,45.6135006,1434.0],[5.9717073,45.6134842,1435.0],[5.9716265,45.6134385,1437.0],[5.9715712,45.6134364,1439.0],[5.9714976,45.6134536,1440.0],[5.9714269,45.6134762,1441.0],[5.9713742,45.6134749,1443.0],[5.9713626,45.6134969,1444.0],[5.97134,45.6135074,1445.0],[5.9712927,45.6135113,1446.0],[5.9712717,45.6135506,1447.0],[5.9712706,45.6136011,1448.0],[5.9712404,45.6136371,1448.0],[5.9711881,45.613643,1449.0],[5.9711602,45.6136734,1450.0],[5.9711087,45.6136703,1451.0],[5.9710245,45.6136815,1452.0],[5.9709751,45.6136936,1453.0],[5.9709239,45.6136968,1454.0],[5.9708743,45.6137062,1455.0],[5.9708279,45.6137264,1456.0],[5.9707639,45.6137533,1457.0],[5.9706856,45.6137779,1459.0],[5.9706203,45.6137814,1460.0],[5.9705633,45.613773,1461.0],[5.9704674,45.6137314,1462.0],[5.9703817,45.6136895,1464.0],[5.9702666,45.6136511,1465.0],[5.9701342,45.6136492,1466.0],[5.9700657,45.6136645,1467.0],[5.969998,45.6136708,1468.0],[5.9699462,45.6136866,1469.0],[5.9698931,45.6136546,1470.0],[5.9698606,45.6136951,1471.0],[5.9698317,45.6137067,1472.0],[5.9697491,45.6137215,1473.0],[5.969731,45.6137679,1474.0],[5.9696992,45.6137976,1475.0],[5.9696529,45.6137952,1476.0],[5.9696125,45.6138333,1476.0],[5.9695759,45.6138676,1477.0],[5.9695293,45.6138859,1477.0],[5.9694659,45.6139002,1478.0],[5.9694281,45.6139381,1479.0],[5.9693627,45.6139876,1479.0],[5.9693357,45.6140109,1480.0],[5.9693534,45.6140293,1480.0],[5.9693635,45.6140507,1481.0],[5.969299,45.6140686,1481.0],[5.9692594,45.6140967,1482.0],[5.9692149,45.6141042,1482.0],[5.9691563,45.6141138,1483.0],[5.9691091,45.6141196,1484.0],[5.969061,45.6141082,1484.0],[5.9689983,45.6140874,1485.0],[5.9689541,45.6141011,1485.0],[5.9689535,45.6140669,1486.0],[5.9689038,45.6140502,1487.0],[5.9688456,45.6140662,1488.0],[5.9687833,45.6140525,1488.0],[5.9687297,45.6140602,1489.0],[5.9686831,45.6140533,1490.0],[5.9686544,45.6140685,1490.0],[5.9686128,45.6140345,1491.0],[5.9685676,45.614005,1492.0],[5.9685267,45.6139619,1492.0],[5.9684982,45.613933,1493.0],[5.9684532,45.6139071,1494.0],[5.9683833,45.6138963,1494.0],[5.9683566,45.6138772,1495.0],[5.9683176,45.6138683,1495.0],[5.9683172,45.6138683,1496.0],[5.968227,45.6138554,1497.0],[5.9681771,45.6138108,1497.0],[5.9681365,45.6137722,1498.0],[5.9680194,45.6137437,1499.0],[5.967917,45.6137492,1499.0],[5.9678318,45.613764,1500.0],[5.9677605,45.6137758,1500.0],[5.9677232,45.6137984,1501.0],[5.9676901,45.6138281,1502.0],[5.9677074,45.613888,1502.0],[5.9676838,45.6139256,1503.0],[5.9676451,45.613923,1503.0],[5.9676104,45.6138987,1503.0],[5.967603,45.6138557,1504.0],[5.9675623,45.6138396,1504.0],[5.9674665,45.6137529,1504.0],[5.9674516,45.6137137,1505.0],[5.967398,45.6136962,1505.0],[5.9673346,45.613687,1505.0],[5.9672614,45.6136872,1506.0],[5.9671599,45.6136862,1506.0],[5.9671114,45.6136911,1506.0],[5.9671123,45.613637,1506.0],[5.967127,45.6135997,1506.0],[5.9671386,45.6135291,1506.0],[5.967168,45.613477,1505.0],[5.9671679,45.6134283,1505.0],[5.9672278,45.6133483,1504.0],[5.9672881,45.6132981,1503.0],[5.9673457,45.6132713,1502.0],[5.9674039,45.613231,1501.0],[5.9674619,45.6131872,1500.0],[5.967479,45.613147,1498.0],[5.9675218,45.6131081,1497.0],[5.9675898,45.6130828,1495.0],[5.9676466,45.6130633,1493.0],[5.9676929,45.6130423,1491.0],[5.967741,45.6130284,1489.0],[5.9678095,45.6130365,1487.0],[5.9678868,45.6130182,1484.0],[5.9679718,45.6129989,1481.0],[5.9680481,45.6129608,1478.0],[5.9681012,45.6129216,1475.0],[5.968154,45.6129004,1472.0],[5.9681903,45.6129066,1468.0],[5.9682597,45.612884,1465.0],[5.9683454,45.6128539,1461.0],[5.9683913,45.6128004,1457.0],[5.9684196,45.612778,1453.0],[5.968496,45.6127652,1449.0],[5.9685273,45.6127508,1445.0],[5.9685705,45.6127181,1442.0],[5.9686565,45.6126942,1438.0],[5.9686712,45.6126803,1436.0],[5.9686703,45.6126641,1434.0],[5.9686603,45.6126446,1432.0],[5.9686216,45.612642,1431.0],[5.9685892,45.6126366,1431.0],[5.9685427,45.6126315,1430.0],[5.9684741,45.6126198,1431.0],[5.9683341,45.6126199,1431.0],[5.9682411,45.6126331,1432.0],[5.96814,45.6126403,1433.0],[5.9680571,45.6126497,1434.0],[5.9680157,45.6126679,1435.0],[5.967959,45.6126649,1436.0],[5.9679027,45.6126673,1437.0],[5.9678316,45.6126593,1437.0],[5.9677878,45.6126568,1438.0],[5.9677582,45.6126549,1438.0],[5.9677548,45.6126388,1439.0],[5.9677132,45.6126534,1439.0],[5.9676817,45.6126641,1439.0],[5.9676524,45.6126928,1439.0],[5.9676256,45.6126962,1439.0],[5.9676059,45.6126886,1438.0],[5.9675817,45.612692,1438.0],[5.9675579,45.6126791,1437.0],[5.9675441,45.6126605,1436.0],[5.9675796,45.6126524,1434.0],[5.9675902,45.6126341,1433.0],[5.9675744,45.6126273,1431.0],[5.9675049,45.6126012,1429.0],[5.9674646,45.6125905,1427.0],[5.9674424,45.6125596,1425.0],[5.9673979,45.6125445,1424.0],[5.967339,45.6125479,1422.0],[5.967295,45.61254,1420.0],[5.9672127,45.6125395,1419.0],[5.9671159,45.6125295,1417.0],[5.9670554,45.6125031,1416.0],[5.9669964,45.6125029,1414.0],[5.9669348,45.6125036,1413.0],[5.9668819,45.6124987,1411.0],[5.966821,45.6125138,1410.0],[5.9667549,45.6125255,1408.0],[5.9667084,45.6125204,1406.0],[5.9666375,45.6124916,1404.0],[5.9665265,45.6124558,1402.0],[5.9664214,45.6124117,1400.0],[5.9662792,45.6123704,1397.0],[5.966203,45.6123625,1395.0],[5.9661635,45.6123428,1393.0],[5.9661026,45.6123327,1391.0],[5.9660519,45.6123205,1389.0],[5.9659867,45.6123033,1387.0],[5.9659095,45.6122991,1385.0],[5.9658428,45.6122774,1383.0],[5.9657076,45.6122458,1382.0],[5.9656398,45.6122269,1381.0],[5.9655825,45.6122122,1380.0],[5.9655489,45.6121842,1379.0],[5.9654807,45.6121806,1378.0],[5.9654149,45.6121751,1375.0],[5.965387,45.6121578,1372.0],[5.9653543,45.6121218,1370.0],[5.9652208,45.6120032,1367.0],[5.9650874,45.6118846,1365.0],[5.9650428,45.6118434,1362.0],[5.9649805,45.6117838,1359.0],[5.9648721,45.6116524,1356.0],[5.964781,45.6115575,1353.0],[5.9647439,45.6115125,1349.0],[5.9646912,45.6114643,1346.0],[5.9646204,45.6114121,1344.0],[5.964543,45.6113574,1342.0],[5.9643939,45.6112351,1339.0],[5.9643513,45.6111813,1337.0],[5.9643026,45.6111366,1335.0],[5.964267,45.6110952,1332.0],[5.9641862,45.6110478,1330.0],[5.9641116,45.6109984,1328.0],[5.9639809,45.610882,1326.0],[5.9639099,45.610828,1324.0],[5.9638458,45.6107819,1322.0],[5.9637811,45.6107476,1320.0],[5.9637432,45.6106882,1318.0],[5.9636887,45.6106527,1316.0],[5.9636076,45.6106242,1314.0],[5.9635391,45.6105683,1312.0],[5.9635034,45.6105008,1310.0],[5.9634521,45.6104291,1308.0],[5.9633964,45.6103964,1306.0],[5.9633084,45.6103365,1305.0],[5.9632416,45.6102878,1303.0],[5.9631412,45.6102346,1301.0],[5.9630497,45.6101793,1298.0],[5.9629888,45.6101449,1296.0],[5.9629316,45.6101076,1294.0],[5.9628272,45.6100527,1292.0],[5.9628209,45.6100313,1291.0],[5.9627764,45.6099676,1289.0],[5.9626312,45.6098687,1287.0],[5.9624818,45.6097401,1285.0],[5.9624285,45.6096803,1282.0],[5.9624076,45.6096258,1280.0],[5.9623762,45.6095663,1278.0],[5.962309,45.6095104,1277.0],[5.9622016,45.60947,1275.0],[5.96216,45.6094134,1272.0],[5.9620332,45.60925,1270.0],[5.9620284,45.6091609,1268.0],[5.9620625,45.6091015,1265.0],[5.9621091,45.6090372,1263.0],[5.9621088,45.6089831,1260.0],[5.9621587,45.6088358,1257.0],[5.9622059,45.6087589,1255.0],[5.9623165,45.6086424,1252.0],[5.9623647,45.6085826,1249.0],[5.9624175,45.6085623,1247.0],[5.9625127,45.6085174,1244.0],[5.9625289,45.6084836,1242.0],[5.9625452,45.6084526,1240.0],[5.9626085,45.6084365,1238.0],[5.9626723,45.6084528,1237.0],[5.9627488,45.6084427,1235.0],[5.9628513,45.6084382,1234.0],[5.9629348,45.6084396,1232.0],[5.9630356,45.6084523,1231.0],[5.9630761,45.6084656,1230.0],[5.9631108,45.6085143,1229.0],[5.9631476,45.6085529,1227.0],[5.9632071,45.6085622,1226.0],[5.963263,45.6085517,1225.0],[5.9632865,45.6085349,1223.0],[5.9633325,45.60853,1222.0],[5.963356,45.6085141,1220.0],[5.9633957,45.6084878,1219.0],[5.963391,45.6084483,1217.0],[5.9633944,45.6084149,1216.0],[5.9634149,45.6083666,1214.0],[5.9634154,45.6083044,1212.0],[5.963415,45.6082476,1211.0],[5.9633795,45.6081846,1209.0],[5.9634038,45.6081587,1207.0],[5.9634153,45.6081341,1205.0],[5.9634676,45.6081282,1203.0],[5.9635271,45.6081122,1202.0],[5.963593,45.6081438,1200.0],[5.9636607,45.6081375,1198.0],[5.9637759,45.60813,1196.0],[5.9638505,45.6081343,1195.0],[5.9639594,45.6081297,1193.0],[5.964046,45.60814,1191.0],[5.964115,45.6081571,1190.0],[5.9641783,45.6081653,1188.0],[5.9642098,45.6081537,1186.0],[5.9642794,45.6081834,1185.0],[5.9643444,45.6081988,1183.0],[5.9644275,45.6081921,1181.0],[5.9645159,45.6081871,1179.0],[5.964598,45.6081624,1177.0],[5.9646406,45.6081198,1174.0],[5.9647049,45.6080487,1172.0],[5.9648096,45.6079901,1170.0],[5.9649348,45.60793,1167.0],[5.9650649,45.6078662,1165.0],[5.9652228,45.6077945,1162.0],[5.9653788,45.6077345,1160.0],[5.9654529,45.6077289,1158.0],[5.9654847,45.6076984,1155.0],[5.9655362,45.6076781,1153.0],[5.9656037,45.6076664,1151.0],[5.9656909,45.6076416,1150.0],[5.965772,45.6076448,1148.0],[5.9658585,45.6076534,1146.0],[5.9659366,45.6076261,1144.0],[5.9660597,45.6075985,1143.0],[5.9661184,45.6075924,1141.0],[5.9661697,45.6075685,1139.0],[5.9662393,45.6075721,1138.0],[5.9663026,45.607556,1136.0],[5.9663584,45.6075428,1135.0],[5.9664439,45.6075343,1133.0],[5.9664963,45.6075059,1132.0],[5.9664987,45.6075055,1130.0],[5.9665842,45.6074927,1129.0],[5.96663,45.6074843,1127.0],[5.9667157,45.607455,1126.0],[5.9667872,45.6074225,1124.0],[5.9668582,45.6074062,1123.0],[5.9669619,45.6073764,1121.0],[5.9670388,45.607351,1119.0],[5.9671169,45.6073219,1117.0],[5.9671626,45.6072891,1116.0],[5.9672584,45.607256,1114.0],[5.9673186,45.6072292,1112.0],[5.9673681,45.6071945,1109.0],[5.9674138,45.60716,1107.0],[5.9675012,45.6071387,1105.0],[5.9676054,45.607118,1102.0],[5.9676414,45.6070711,1100.0],[5.967665,45.6069614,1097.0],[5.9677046,45.6068495,1095.0],[5.9677442,45.6067376,1092.0],[5.9677894,45.6066463,1089.0],[5.9677547,45.6065752,1087.0],[5.9677553,45.6065139,1085.0],[5.9677861,45.6063941,1082.0],[5.9678098,45.6063574,1080.0],[5.9678348,45.6063442,1078.0],[5.9679021,45.6063307,1076.0],[5.9681023,45.6063533,1074.0],[5.9682435,45.606401,1072.0],[5.9683516,45.6064531,1070.0],[5.968613,45.6065633,1068.0],[5.9686654,45.6065836,1066.0],[5.9687806,45.6066012,1064.0],[5.9689013,45.6066008,1063.0],[5.9689866,45.6066111,1061.0],[5.969082,45.6066672,1059.0],[5.9692681,45.6067623,1057.0],[5.9694072,45.6068406,1056.0],[5.9694959,45.6069149,1054.0],[5.9695507,45.6070035,1053.0],[5.9695709,45.6071174,1051.0],[5.969606,45.607221,1050.0],[5.9696603,45.6073007,1048.0],[5.9697376,45.6073771,1047.0],[5.9698506,45.6074254,1045.0],[5.969942,45.6074771,1044.0],[5.9700184,45.6075607,1043.0],[5.970054,45.6076264,1041.0],[5.9702074,45.6078053,1040.0],[5.9702886,45.6078365,1039.0],[5.9703236,45.6078428,1037.0],[5.9704642,45.6079021,1036.0],[5.9706047,45.6079615,1035.0],[5.9707329,45.6080059,1033.0],[5.9708616,45.6080349,1032.0],[5.9710249,45.6080396,1030.0],[5.9711993,45.6080116,1028.0],[5.9713645,45.6080036,1026.0],[5.9715895,45.6080571,1025.0],[5.9717399,45.6081086,1023.0],[5.9718903,45.60816,1021.0],[5.9721047,45.6082314,1020.0],[5.9723191,45.6083028,1018.0],[5.9725122,45.6083842,1016.0],[5.9726674,45.6084296,1015.0],[5.9728856,45.608477,1013.0],[5.973033,45.6084957,1012.0],[5.9731798,45.608481,1010.0],[5.9733179,45.6084692,1009.0],[5.9734728,45.6084606,1008.0],[5.9736396,45.6084589,1006.0],[5.9738261,45.6084657,1005.0],[5.9739378,45.6084663,1004.0],[5.9740804,45.6084671,1002.0],[5.9742044,45.6084341,1001.0],[5.9744013,45.6083946,999.0],[5.9746282,45.6083399,998.0],[5.9748549,45.6082817,996.0],[5.9750127,45.6082446,995.0],[5.9751706,45.6082076,993.0],[5.9754077,45.608176,992.0],[5.9756322,45.6081494,990.0],[5.9757522,45.6081363,989.0],[5.9758251,45.6081317,988.0],[5.9759019,45.608126,986.0],[5.9759757,45.6081376,985.0],[5.9760332,45.6081559,983.0],[5.9760927,45.6081651,982.0],[5.9762316,45.6081696,981.0],[5.9763427,45.6081828,979.0],[5.9764669,45.6081994,978.0],[5.976734,45.608177,976.0],[5.9769267,45.6081548,975.0],[5.9770418,45.6081238,973.0],[5.9771514,45.6080839,972.0],[5.9772836,45.6080363,971.0],[5.9773911,45.6080298,970.0],[5.9775607,45.6080317,969.0],[5.9777256,45.6080417,968.0],[5.9778177,45.60806,967.0],[5.9779685,45.6081182,966.0],[5.9780737,45.6081406,965.0],[5.9781017,45.6081119,964.0],[5.9782239,45.6081168,964.0],[5.9783574,45.6081403,963.0],[5.9785042,45.6081725,962.0],[5.9787494,45.6082426,960.0],[5.978865,45.6082683,959.0],[5.9789684,45.6082809,957.0],[5.9791295,45.6082911,956.0],[5.9794004,45.6083389,954.0],[5.9796504,45.6083575,953.0],[5.979842,45.6084101,951.0],[5.9800021,45.6084752,950.0],[5.9801494,45.6085641,948.0],[5.9802945,45.6086603,947.0],[5.9804494,45.6086985,946.0],[5.9805469,45.6087212,944.0],[5.9806604,45.6087308,943.0],[5.9807392,45.6086683,942.0],[5.9807667,45.6086307,941.0],[5.9808157,45.6086113,939.0],[5.9808322,45.6085839,936.0],[5.9808468,45.6085438,934.0],[5.9808755,45.6083376,931.0],[5.9809042,45.6081314,928.0],[5.9809228,45.6079516,925.0],[5.9809376,45.607798,921.0],[5.9810027,45.6076719,917.0],[5.9809545,45.6075155,913.0],[5.9809165,45.6073822,908.0],[5.9810205,45.6072398,903.0],[5.9811447,45.6071608,900.0],[5.9812049,45.6070862,896.0],[5.9812142,45.6069734,892.0],[5.9812093,45.6068834,887.0],[5.9809055,45.6068914,883.0],[5.9807482,45.6069262,878.0],[5.9807706,45.6067941,874.0],[5.9807068,45.6068255,869.0],[5.9805014,45.6068742,865.0],[5.9805577,45.6067033,861.0],[5.9804403,45.6067632,857.0],[5.9804493,45.6066449,853.0],[5.980338,45.6066758,849.0],[5.9803325,45.6065741,845.0],[5.9803116,45.6064476,841.0],[5.980218,45.6064735,837.0],[5.9801833,45.6063302,833.0],[5.9802408,45.6062053,830.0],[5.980243,45.6061034,827.0],[5.9801845,45.6060428,823.0],[5.9800687,45.60599,820.0],[5.9800004,45.6059125,815.0],[5.9799221,45.6058659,811.0],[5.979941,45.605668,806.0],[5.9799398,45.6055735,802.0],[5.9799184,45.6054145,798.0],[5.9797606,45.6053935,794.0],[5.9796029,45.6053724,789.0],[5.97945,45.6052273,785.0],[5.9792971,45.6050823,780.0],[5.9791339,45.6049005,775.0],[5.9789707,45.6047187,770.0],[5.9787567,45.6046064,766.0],[5.9785427,45.604494,762.0],[5.9783925,45.6043993,758.0],[5.9782424,45.6043046,754.0],[5.9781632,45.6041688,750.0],[5.978084,45.604033,746.0],[5.9778199,45.6039211,742.0],[5.9776539,45.6038777,738.0],[5.9774879,45.6038344,735.0],[5.9772306,45.6037294,732.0],[5.9770691,45.6036499,729.0],[5.9769076,45.6035704,727.0],[5.9768114,45.6035243,724.0],[5.9766969,45.6034723,722.0],[5.9765137,45.6033366,720.0],[5.9763819,45.6032252,718.0],[5.9762501,45.6031138,716.0],[5.9760673,45.6029835,714.0],[5.9758427,45.602866,712.0],[5.9756479,45.6027531,711.0],[5.9754531,45.6026402,709.0],[5.9753686,45.602619,708.0],[5.9752763,45.6026214,707.0],[5.9752158,45.6025942,706.0],[5.9752129,45.6025411,706.0],[5.9751687,45.6025071,705.0],[5.9749657,45.6024683,704.0],[5.9747627,45.6024296,704.0],[5.9747245,45.6024117,704.0],[5.9746605,45.6023908,703.0],[5.9745613,45.6022637,702.0],[5.9744778,45.602119,700.0],[5.9743942,45.6019743,698.0],[5.9743302,45.6018697,696.0],[5.9742662,45.6017651,694.0],[5.9742209,45.601614,691.0],[5.9742293,45.6015083,689.0],[5.9742942,45.6014021,685.0],[5.9744338,45.6012758,682.0],[5.9745733,45.6011496,678.0],[5.9746931,45.6010617,674.0],[5.9748129,45.6009738,670.0],[5.974882,45.6009215,667.0],[5.9749078,45.6008758,664.0],[5.9749099,45.6007712,660.0],[5.9748309,45.6006381,657.0],[5.9747481,45.6005556,653.0],[5.9746797,45.6004772,649.0],[5.974652,45.600368,646.0],[5.9746511,45.6002185,643.0],[5.9746501,45.6000689,640.0],[5.9747014,45.5999477,637.0],[5.9748114,45.5997493,634.0],[5.9748302,45.5996339,632.0],[5.974849,45.5995185,630.0],[5.9749526,45.5993671,629.0],[5.9749482,45.5992852,628.0],[5.974908,45.599206,626.0],[5.9747742,45.5991276,626.0]]},"gpx":"https://geotrek.parcdesbauges.com/api/fr/treks/20084/via-ferrata-jules-carret-les-ptchis.gpx","information_desks":[],"kml":"https://geotrek.parcdesbauges.com/api/fr/treks/20084/via-ferrata-jules-carret-les-ptchis.kml","labels":[],"length_2d":7871.2,"length_3d":8217.0,"max_elevation":1506,"min_elevation":626,"name":"Via ferrata -  Jules Carret - Les P'tchis","networks":[],"next":{},"parents":[],"parking_location":[5.9754485,45.5988984],"pdf":"https://geotrek.parcdesbauges.com/api/fr/treks/20084/via-ferrata-jules-carret-les-ptchis.pdf","points_reference":{"type":"MultiPoint","coordinates":[[5.975096225520248,45.59915362656396],[5.974109172602769,45.60163828478365],[5.979741811534033,45.60539884214571],[5.980857610484236,45.608536200105306],[5.97803592660056,45.60816843277282],[5.979634523173431,45.6093617914566],[5.97977399804221,45.6109303815461],[5.967060327311621,45.61372221327274],[5.967757701655488,45.60640461715607]]},"portal":[],"practice":10,"provider":null,"ratings":[],"ratings_description":"<p>Jules Carret :&nbsp; Deux parcours: AD+ et ED<br>Les P'tchis : AD+</p>","previous":{},"public_transport":"<p>Baugez-vous&nbsp;: <a href=\"http://www.baugez-vous.fr/\">http://www.baugez-vous.fr/</a></p>\r\n<p>Mov&rsquo;ici&nbsp;: <a href=\"https://movici.auvergnerhonealpes.fr/\">https://movici.auvergnerhonealpes.fr/</a></p>\r\n<p>Chamb&eacute;ry Mobilit&eacute; : <a href=\"http://mobilites.chambery.fr/1999-le-covoiturage-spontane.htm\">http://mobilites.chambery.fr/1999-le-covoiturage-spontane.htm</a></p>","published":true,"reservation_system":null,"reservation_id":"","route":8,"second_external_id":null,"source":[],"structure":18,"themes":[1,2,7],"update_datetime":"2026-10-16T10:37:45.275307+02:00","url":"https://geotrek.parcdesbauges.com/api/v2/trek/20084/","uuid":"0864914c-146d-40c5-bbd4-9eec613e705a","view_points":[],"web_links":[]}