{"id":166,"date":"2016-01-08T21:55:04","date_gmt":"2016-01-08T20:55:04","guid":{"rendered":"http:\/\/www.igatamus.com\/bgc\/?p=166"},"modified":"2017-05-05T21:55:37","modified_gmt":"2017-05-05T19:55:37","slug":"noeuds-de-base","status":"publish","type":"post","link":"https:\/\/www.igatamus.com\/bgc\/2016\/01\/08\/noeuds-de-base\/","title":{"rendered":"Noeuds de base"},"content":{"rendered":"<p>Noeud de cabestan<br \/>\n<img src=\"data:image\/png;base64,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\" alt=\"R\u00e9sultat de recherche d'images pour &quot;noeud de cabestan&quot;\" width=\"200\" height=\"161\" \/><\/p>\n<p>Noeud de chaise<br \/>\n<img src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxITEBQUEBQVFhUXGBUYFhgXFxccFxcYFxgeGxsaFhgYHCkgGBsmGxsWITEhJSkrLi46FyA1ODMuNygtLisBCgoKDg0OGxAQGy8kICY3LCwtLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLDQsLCwsLCwsLCwsLCwsLCwsLCwsLP\/AABEIAIYBBgMBIgACEQEDEQH\/xAAbAAEAAwEBAQEAAAAAAAAAAAAABAUGAwIBB\/\/EAEEQAAIBAgMGAwQHBgQHAQAAAAECAAMREiExBAUiQVFhBnGBEzJSkSNCYnKCobEUJDOSweFjk6KyQ3PR0tPw8TT\/xAAYAQEBAQEBAAAAAAAAAAAAAAAAAgMBBP\/EACURAQEAAgEEAwABBQAAAAAAAAABAhEDEiExQSIyUWETM1KRof\/aAAwDAQACEQMRAD8A\/cYiUPi2mWWiA7qvtLtgZlLAIxALKQQMVj6TmV1NkX0TOeE0dXrr7V3p\/RsiuSxQsXDWdjcqcK5HSxtkbDRxjl1TbtmiIidcIiICIiAiIgIiICIiAiVXiXaa1OhegyKxZVLuuIIHOEMFxDEcRUa2z5yLuDeFU1Gp7Q6vfOmwTC1gTiD2OEkArYgDnlzM3KS6d0v4iJThERAREQEREBE4bdtlOjTapWcIii7MxyHL5k2AHO4Ej7v3zQrMyUnu6gFlIZWAa4BwsAbEgi+mRgT4iICIiAiIgJUeJF4Eb4XHrcFf6y3lb4gS9En4WU\/n\/eTn9a7PKB4dYCtUHNkS3TgZr\/71+c0Mze5nttC3+srj1yb9AfnNJI4fpHcvJERNUkTjte0LTps73wqCxsCTYC5yGZnPde3LXopVQEK4uAwsbdxyMCVERAREQEREBERAib3ol6FVV94o2E9GAup9GsfSZjZdps9CoDwl6Yz5irwAds2U+k2RmFrKy0msOJcRXLRkN0t5EKZhy9rjVY+26ifAZ9m6SIiAiIgIiIFR4mphqKg6e0pkjqUONfkyqfSQtwD95Y\/4fr739pP8S\/wLi9w9K1vtVFU36izGV+4W\/eTnrSyHk\/8A8mOX92Kn1aWIibJIiICIiAkXelEvRqKBclTh+8M1\/O0lRAyOwVwKtJwciwF+zi36kfOa6YvaKBp40QZ0ycGXwnElgeQ4R6TY0aoZVYaMAR5EXmPD2ln4rL9e4iRts3hSpW9o4BOg1Y21sozPoJsl02gXAHCQTYhuY52HPynWVVXfVLELAkC+eE9OV5L2TeNKobIwJ6EENbrhYA276Tkyl8CVEROhERAREQEREDlUq2IAFydbW4Qb5nPTIiZGpTcGoHILY3zAKjMm1gScPleazZF1YrhZjds76ZDPyAymc29CNorE6F1I\/wApMvn+sx5\/qrDyu93IWoU8LsPo1FxhOYFr5g56yS2MX0bIWGjX53OmfkJE8P8A\/wCamOgIPmCRLGbRLmtW5tmCLXuDbPodD6TpPLoDqAcwcxzBuD5gziGKZMbrkAzHPEzWCnLTMAG\/9wkREQERECJvajjoVFGpVrX5EC4PobTP7qrAbRRN8nxqOlypcE9MkPznTxLttV\/aUNnqeyKgBqgALYiA2EA8sJFz9rsZRhydkVqhsVVGYrcfwyGNje4vhI9Z5+TKdU16XJ2focTI7PtNVLGnUNh9Vrsp+efO+R\/6TSbu21aqYhkQbMvNWHI+liOoIM1w5Jl4TZYlRES3CIiAiIgZ\/f1DDUVxo4wnsy6H1W+Z+AdZJ8OV7o1M6of9LZg\/PEPSTd5bL7SmyiwOqk6BhpftMmdtakVZABUJ9nhNsi2oI+zbF3w97zDL4Z79VU7xcb33kSxp0msBk7A8V\/hXp3Pp5V2x7Cz39kg1szHQkdW1Yi\/K9rGe9g2UPUWnc2sS3XCLXz6kkXOuc1VOmFACgADIAcpzHH+p8svH47brtGerbmqAKbpfFY3JAsRyNtbm2kh7Ts5RgKgsw4lPXupH58xfPUTWVaYYWIB0IvmLg3B9CAZW74XFs5a4xJmcJuAV98DrliFjKy4Zrs5Mr7fdx7azgo9yyW4j9ZTofPIg+h5y0mY3Q9toS31g4PlYH9RNPK4surGVzKapERNHCIiAiIgcNjUBcIUqAWAB5i+vkdfWZ\/fN\/wBrYcvZUj6lqgP6LNBtGzYiGGTqGCsbkDF8QBGIXANr8uUz+\/XYVqePK9M3P1CwYWAvnexY59ecz5pvCqx8rLw1f2GeuOr8i5I\/IiWspPDTfxVvc4le3RWUKB80Y+su5WF3jHL5JV753iUslM\/SML31wL8VupsQL9Cc7ESydwASdACT5CZFmaoxYe\/UPCCf5RboALnoAT1k8mVk1PNdxm1n4dq1C9QFmdABm2ZDnOwP3bG3K46y9kfYdlFKmEGdtTzYnUnuTJEvGamqmkRE6MdtKtjrAnix1Oelzdb9OEqR2tItJEFNlpCygZfeZAzZdmYi3YzR763eSfaUxdrAMotdgOY+0Pz9BM9UxAFqQVjrZiQGtlmbZHIZ25Wt08fJLjb\/AD3aS7W+37Gv7OlVFGK1PHawxBrKWPK4ve\/QHtbnuath2gC+VQFbdWUFhb0Dyr2vflb9gCrRW+DBUvU9zKzFbCzYc8iQcp3NbBVova+F2Nr2velUHprLzynXLHJ4bOJH2HbFqriTrYg6qRyI5cj3BB0MkT0oIiICIiAmQ8TbkT9so7SCb8asn1ScOVQDkwtYnuPXXyh8Rj6SieWGqO1yUNvyPyMjk+tdx8oG7NtalWdiCUIVSOlrnEh0N8ViPsDPKXg37s1rvVSn\/wAw4M7csdg3peVe693LVplg7BwzKbG6\/ZDKexByse8VN0VxoEbuDb5giZY9eMmpuKuqtDv3ZbG1em1uSMHb0VLk+glTvHbmqNhTKllcFbMzA3uDfQ9xfhE9U91VzqqL3x3\/AKSXs24he9VsQt7i5LmPrHVu1rDPQ5TtvJl21o7Rz8P7OS5qkcIBVD8V9WHOwta\/O59b6cdmbLC2EMALhelyAQNQDY\/I9J2muOPTNJt2RESnCIiAnOvXVFLOwVRqWIA+ZkPeu9BSsoGKo3ur2+JjyX9eUzlaoWYGoxqOScItc+VNBpl8syTqZnnyTHt7dk2uqu\/xn7NGbI2LcA0yyPEB6X7So2+vUrMpq+zwreyhTfMWIZmJDD8I0k3ZNzVXzqEUx0yZ\/n7qnTkwnze\/hz93q+yqVva4CUbHY4gMuEWTPTTnI1yZeeyvjFdsLVKNRnWozY8AIIp2AUtbRQbcR5yxpb7rgcQpPnyxIAP5nuflKjZaKI1N2eo1MkBy1R7YWyDnOwsbEnIAYjLlfD9MOy06jpkHADFjmTcMKl+HEL8NjmRllJw67PjS69vG8N9LUX2QVlZsyCLgoDnxDLPIEHkxnbcFDFUZ+ScI+8wBPyXD\/N5yo9hUp1aoqsjYSApVCvDhDZ3JJJvyNuEd533Rt7UbEm9NjdxmcOLPEgJuB1X5dCmXz+Rrt2a+IielBERA+OwAJOQGZ8p+eNUqjaKte4\/Z6jYsBvipiwGMHSxtiK\/a6jPWeJK\/AtMfXPF9wZkeRNl8i0oqmzvUuAuKmoBqCxLG+llHvWsSRn6nXDlu70xWM9vFfZlc4WYqtThYqFxXIstibjM2XQniGmo41toVnogEYicYW4vhwMLnoMxn1sOc4Vd2U3w2q1QqsCFWoQt0a4FjmLEaAjSddjo0KJZaKjExLNhzYls7ueV9bk58ph21pftoPDzfTOORQHTmGI1\/91mglT4bpj2IqXuz5t9kjhwD7pBB7300FtPXxzWMjO+SIiW4REQEpvEgNqVh9c37cDW\/O0uZD3ts5eiwAuwzA7jPLMZ6iTnN42OzygeGW\/jAn66sB0UoAPLiV\/lLuZXde1hKiv8AVcAMbHTVWPMAEnyxGaqTxXeMdynciImiXOol7EGxHYZjmM+v9BPVN7gGxF+R1HY956nFgFbFwgMRivldjYLblc5DvlA7REQE5bVXFNGdtFBJ65cgOZ7TrKfxM30aL8TqTfmE4v1Cn0nLdTYo3diSzDFUqEAAdToov9UdegJ6zS7q3cKS8RxVCOJv6L0Uch87mVG5KYbaQcjgQtzyLGwv5gPbyM00y4ce3VfNVlfRERNkstvTYfZucr0393orHVD25jzI5Z\/d17zakcNYlksAjqpLgC\/v2zbUAEDlnzMv95MgpOagutjcWuT0AAzJva1udpntr3TWo0i2IVQqkkHJ7jM4eTdAMjpe5zmOWOWN6sf9Kll7VUvvahUviqKPaVCrAthKhnsxOPNQBc59O4koEWcj3cVTBr7lzht2tpFGszEKtN8RvZeG5tr9ew5Zm0tt37rdmBqphWwNiQWJvoQtxb1N5jJln2k\/lXaLbdl\/YU764F\/SSoiexmREQMvvari2l+iBEtbQkBye4IZP5ZaeHKNqAbnUJc66HJcjocAQHuDM\/Xqgio9zYmob2zALG3yGXpNfs1PCir0UD5CYcffPKqviMjt2yodq2ksqt9KmoBt9BS6ifV2fDR2VwPeoqjdOEXXLrm097Uf3raR\/iIfQ0KYv8wflJdenbd9BiDiT2Nh3Yimb+Qcn0k63c47+JHhl7e1T7QcdLMLED1Un8cvJmtxuBtNvipt5cLD\/ALppZrxXeETl5IiJo4REQEREDM722PBUPwPcjsx95SOd9R69M7LcW2YlwMeJOvNeR7kaH0vrJ217OKiFW0PPK4PIi+Vwc5lmD0qltKiaa2Ydfun8s+YmGXwy6vV8rneaa+JH2La1qoGXyI5g8wZIm6Ceai3BHyOWR5HPoZ6iB4ovdQbg+Wl+dvWe5y2c8PXM8rc+k6wEovE2tH7z\/wCwy9lX4hpE0cQvwEMba4dG+QN\/STnN42Ozyj+GlF6zc7onoq4h+btLyZnc+1+zrcR4KgVQeSsCbX6YsVvML1mmk8V3jDLyRETRxT7BvWntNZ1pFrUGIbkGfNbacSjM3Bte3Q2eI63CtO+bMGPkhB5HLiw\/pLHaKyUkLNZVGeQ1J5ADVieQzN5lq9d6jliLu9lRcsvhQW9ST3J0GWfLlqanmqxix8P0L1GcjJRhB7nNreQw9sz0Mv5H3fsopU1QctT1JNyfUkyRKwx6Zpy3dIiJThERAwgUexIJys2fqZu5i61C3tKZtws627HiW5HMqVP4prdh2j2lNX6gX7HmLcs7zDh7XKKy9Ie37kp1antCzqSoVgpWzqCSA11JGpF1IOflPm\/2wbNw8moqOwNVF\/rLSUniSt\/Dpj4sbD7Kggf6iD+GaZaktcndC3Ov70h6JU\/VJqJn\/DlO9Wo\/whUB7niIPQ2Kn8QmgnOKawjuXkiImiSIiAnLZtpSogemyupzDKQQR2I1nWR9h2X2aYQb5ub\/AH2Lf1gSJA3ru4VVuthUW+Fv1Vvsn+8nxOWb7UYxyyMblqNTnYgHzz4XHS4IyktN57QFAWorH4nUG\/ohQTS1KasLMAR3F\/1nGrsFJvepofNRMv6Vn1quqe4oRvbafipf5T\/+SE3vtIN2akR0FNl\/PGbfKXT7p2c60kP4RPtPddBfdpIPwiOjP\/L\/AIbn49bsqYqSNxZi\/Fmcz16dPSSp8A6T7Nkkr93beaj1VspCEDErXFze6n7QsL8uK2oMsJzp0VUkqoBOtgBfztrAzW9N2eyvYXom\/wCC+oI+Hvy59Z22He701CuDUXOzXGK1shnk3ncai+lzo5VbVuOmbmmTTJ6Zr\/Ich+G3e8yuFl3irf69U9\/UCQLuDlkadSwvyxBSpPkZzq7\/AKeYpq7kG3usg+bgXHdQZHbclS5syEctQT5wu46hObqB2BJ78wJzfJ+GsVftFd6jgvdmvwIoNhfLhHM9WPe5A0u907sKHHUzfkOSA6+bHmfQcyZWxbvSlfCOI+8xzY+Z\/oLDtJUrDj1d3vS0iImiSIiAlXsTudpqC1TCBnjvhxX4fZ\/VK4Le7+LilpECh3\/spDiqNCAr59+E\/nb5dJC2Pa3oklACpzZSbZ9R0PLvNUygixzB1lNtG4B\/wXKD4SMQHPLMMNepGgFpjnx3q6sVSzWq51d\/PbgpC+WZfIefDpKqq7sxY8dV8gBcYiNFUclH5Zk8zLFNx1r5vTA6gMT2NibdJabu3WlK5F2c6u2p7ADJR2AGmdznOdOef28O7k8PW6di9jSCk3bV2+JzqfLkOwAkyIm6CIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIH\/\/Z\" alt=\"R\u00e9sultat de recherche d'images pour &quot;noeud de chaise&quot;\" width=\"200\" height=\"102\" \/><\/p>\n<p>Noeud en Huit<br \/>\n<img src=\"data:image\/jpeg;base64,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\" alt=\"R\u00e9sultat de recherche d'images pour &quot;noeud en huit&quot;\" width=\"200\" height=\"115\" \/><\/p>\n<p>demi tour et deux demi clefs<br \/>\n<img src=\"data:image\/jpeg;base64,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\" alt=\"R\u00e9sultat de recherche d'images pour &quot;demi tour e deux demie clefs&quot;\" width=\"117\" height=\"200\" \/><\/p>\n<p>Noeud d&rsquo;\u00e9coute &#8211; double et gans\u00e9<br \/>\n<img src=\"data:image\/jpeg;base64,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\" alt=\"R\u00e9sultat de recherche d'images pour &quot;noeud d'\u00e9coute&quot;\" width=\"200\" height=\"133\" \/><\/p>\n<p>Noeud de drisse<br \/>\n<img src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTW7s1nUTSrGu0fzmx-TulL4OS5zrj5pqNNezHaSDrFpsLnZi6jVg\" alt=\"R\u00e9sultat de recherche d'images pour &quot;noeud de drisse&quot;\" width=\"200\" height=\"182\" \/><\/p>\n<p>Noeud de capucin (6 tours)<br \/>\n<img src=\"data:image\/jpeg;base64,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\" alt=\"R\u00e9sultat de recherche d'images pour &quot;noeud de capucin&quot;\" width=\"200\" height=\"96\" \/><br \/>\nNoeud de passeur<br \/>\n<img src=\"http:\/\/www.zpag.net\/Noeuds\/images14\/passeu22.gif\" width=\"200\" height=\"80\" \/><\/p>\n<p>Noeud de p\u00eacheur<br \/>\n<img src=\"data:image\/jpeg;base64,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\" alt=\"R\u00e9sultat de recherche d'images pour &quot;noeud de p\u00eacheur&quot;\" \/><\/p>\n<p>Noeud de cargue fond ( demi clef int\u00e9rieur)<br \/>\n<img src=\"http:\/\/www.lesnoeuds.com\/public\/noeuds\/300\/303-1.jpg\" alt=\"Etape 1\" width=\"189\" height=\"200\" \/><\/p>\n<p>Noeud d&rsquo;\u00e9chafaud (2 versions)<br \/>\n<img src=\"data:image\/jpeg;base64,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\" width=\"200\" height=\"93\" \/><br \/>\nou<br \/>\n<img src=\"http:\/\/mesnoeuds.free.fr\/resources\/pendu4bis.jpg\" alt=\"(image manquante ...)\" width=\"200\" height=\"73\" \/><\/p>\n<p>Noeud de harnais simple<br \/>\n<img src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQEtXDMe1LQ--_7FwCe9Z3T4V4GcQsWtRvUpUy-4IBHK61g50qyIg\" alt=\"R\u00e9sultat de recherche d'images pour &quot;noeud de harnais&quot;\" \/><br \/>\nNoeud de t\u00eate d&rsquo;alouette<br \/>\n<img src=\"data:image\/jpeg;base64,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\" alt=\"R\u00e9sultat de recherche d'images pour &quot;noeud de t\u00eate d'alouette&quot;\" width=\"136\" height=\"200\" \/><\/p>\n<p>Noeud de barreau (cabestan avec passage au dessus dessous)<\/p>\n<div class=\"separator\"><a href=\"http:\/\/4.bp.blogspot.com\/-SqXqO5rPkIU\/Vo7s34IyG1I\/AAAAAAAAIeo\/nn0me7Q-460\/s1600\/noeud%2Bde%2Bbarreau.jpg\"><img src=\"http:\/\/4.bp.blogspot.com\/-SqXqO5rPkIU\/Vo7s34IyG1I\/AAAAAAAAIeo\/nn0me7Q-460\/s200\/noeud%2Bde%2Bbarreau.jpg\" width=\"200\" height=\"125\" border=\"0\" \/><\/a><\/div>\n<p>Noeud de drisse de bonnette<br \/>\n<img src=\"http:\/\/nsm08.casimages.com\/img\/2015\/08\/06\/\/1508060759126665713491037.jpg\" width=\"200\" height=\"150\" \/><\/p>\n<p>Noeud de grapin<br \/>\n<img src=\"http:\/\/www.lesnoeuds.com\/public\/noeuds\/100\/106-1.jpg\" alt=\"Etape 1\" width=\"200\" height=\"156\" \/><img src=\"http:\/\/www.lesnoeuds.com\/public\/noeuds\/100\/106-3.jpg\" alt=\"Etape 3\" width=\"200\" height=\"123\" \/><\/p>\n<p>Noeud d&rsquo;anguille<br \/>\n<img src=\"http:\/\/mesnoeuds.free.fr\/resources\/bois2.jpg\" alt=\"(image manquante ...)\" width=\"200\" height=\"95\" \/><\/p>\n<p>Noeud de bosse<br \/>\n<img src=\"http:\/\/mesnoeuds.free.fr\/resources\/bosse3.jpg\" alt=\"(image manquante ...)\" width=\"200\" height=\"122\" \/><\/p>\n<p>Noeud de jambe de chien<br \/>\n<img src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcQLLGghhOf5r7B8w43X7nlBZLdXDu9QmNPPXUrnD5VWvxa4_ydXHQTtaUi0\" width=\"320\" height=\"157\" \/><\/p>\n<p>Noeud d&rsquo;\u00e9vad\u00e9<br \/>\n<img src=\"http:\/\/www.lesnoeuds.com\/public\/noeuds\/000\/24-1.jpg\" alt=\"Etape 1\" width=\"200\" height=\"142\" \/><img src=\"http:\/\/www.lesnoeuds.com\/public\/noeuds\/000\/24-2.jpg\" alt=\"Etape 2\" width=\"200\" height=\"142\" \/><\/p>\n<p>Noeud de gueule de raie<br \/>\n<img src=\"http:\/\/www.lesnoeuds.com\/public\/noeuds\/100\/107-3.jpg\" alt=\"Etape 3\" \/><\/p>\n<p>Noeud de Franciscain<br \/>\n<img src=\"http:\/\/mesnoeuds.free.fr\/resources\/franciscain2.jpg\" alt=\"(image manquante ...)\" width=\"200\" height=\"80\" \/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Noeud de cabestan Noeud de chaise Noeud en Huit demi tour et deux demi clefs Noeud d&rsquo;\u00e9coute &#8211; double et gans\u00e9 Noeud de drisse Noeud de capucin (6 tours) Noeud de passeur Noeud de p\u00eacheur Noeud de cargue fond ( demi clef int\u00e9rieur) Noeud d&rsquo;\u00e9chafaud (2 versions) ou Noeud de harnais simple Noeud de t\u00eate &hellip; <\/p>\n<p class=\"link-more\"><a href=\"https:\/\/www.igatamus.com\/bgc\/2016\/01\/08\/noeuds-de-base\/\" class=\"more-link\">Continuer la lecture<span class=\"screen-reader-text\"> de &laquo;&nbsp;Noeuds de base&nbsp;&raquo;<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[16,11],"tags":[],"_links":{"self":[{"href":"https:\/\/www.igatamus.com\/bgc\/wp-json\/wp\/v2\/posts\/166"}],"collection":[{"href":"https:\/\/www.igatamus.com\/bgc\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.igatamus.com\/bgc\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.igatamus.com\/bgc\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.igatamus.com\/bgc\/wp-json\/wp\/v2\/comments?post=166"}],"version-history":[{"count":1,"href":"https:\/\/www.igatamus.com\/bgc\/wp-json\/wp\/v2\/posts\/166\/revisions"}],"predecessor-version":[{"id":167,"href":"https:\/\/www.igatamus.com\/bgc\/wp-json\/wp\/v2\/posts\/166\/revisions\/167"}],"wp:attachment":[{"href":"https:\/\/www.igatamus.com\/bgc\/wp-json\/wp\/v2\/media?parent=166"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.igatamus.com\/bgc\/wp-json\/wp\/v2\/categories?post=166"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.igatamus.com\/bgc\/wp-json\/wp\/v2\/tags?post=166"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}