9,56 €
9,56 €
9.56
EUR
Expédié sous
5 jour(s) ouvré(s)
18,53 €
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Equerre de fixation orientable pour profilés pl2, pl3 et pl4 - 0857
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4OAQc+h4HOaztT8R2thpt1e3bHy4ImkfAbO1QT0zz04xnn60AQ+F5ZLzwzo02oPuuZrOGSUvg5kZFYnnHdj374rX8sMQ/nBcjkoxA4zjjJGOK4bTPEllp2kafYXl9brLb2kcDbyY9xCAZOTzk9zzWddfEzQ7N3W51CCF4s4WUq/bjGOvbn3osB6Q5jCncgUZ2lsAMvXuCD0+tZviloG8Pap5vmNafZJgd2WUrs57dOOefWvMj8W7C4uFjso7y7ckgvZQyT5/4CAeeM9B2rK1TxtrOuwT6bB4Q1d7S7xBPNJCLRvKYgSEb2XJ2FsZ74osB7N4OESeFdFM4QyrZQhmK4LNsGRkj1J6+9a5niQL8wKqACw549Rya5I34VVEKbMHIy+cfhx7Uxr8hTuWPc3IYFhz370WC51f2mKOT5ERienHI6H0HqP88VLZXKXF2FRizZ3MBnAAB559zXHPdlwC/JToQoHalj1aa0vIJ0DkocEFmwyk8g9vX16CgD0aiq+n3sGoWq3Fs26Nsj3BHUGrFIYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVDcXdtbf8fFxDF3/eOF/nQBNRWTN4j0mGRke8UsM5CKzdPoKoy+MdPSQqkN1LgkZRVwQO/LDigDo3RZEZHAZWGCD0IryrUIXsb6S2lOXjcrnbjPoe/UYrqJfGiecVgsi6gcFpQp9+AD/Oua1zVBqOo+YbZbdnjwwV9xYjuTgZ4I/L8gC1byBoCSYw4xtySdvJ6Z6ntj69alebOUiUsVA5Hfpn369/8ACs6N2ZCg+70GOwPPX6j9asxSNCeXMjdS4GSBzwB69f1oAmU71IjaIqMhcjkYPP5dallaMEvMchW2lXAwefw9j+FVmlZXC+a7MvzFcex4J98k/j71HLJiSRVG7jORzjGMjb1yePpSAnYt1VnChPmPB9ePzxnt/VQxXedhDk4yBkg+3B/oee9RTEK20lRw3Vuo659h1/E00KF3MyKHBB5AXHA7DtwOnt70wJI4y8LH5MkEFx37E59evQfyqKRo1eNxgBie+BnGevbGc/zpXlGJWIVmJDHnjGSc8fWnq23Zzgqdwzk7gMZ/l+OaAGygPGSw+6dxx1x/n+dMctJkneqjJwrAjAPQjAGAR0Galtk2qBzkKM5YYIz357bR+tR4BXceVAySeCMngkdB2GPWgAkKEElAsQIBJYrjjJGM+v8AP6U0HnEm5eCchgNvOQP0zxSkMp2MwHy/KF5IwMY9ec9MdqexRmxtU/KTgc5GOeMnuO3v+AA5yku4535ycqoOACf0PA/E0rlSSuRsbIGAQOTjtTI3IZGYDJzzwBxjGfbr/nmnzIyDlgVHy5BC9eNp7dCf89ACUB1KRkKEGAw28Hgf5H/1qHDOzCNgsmMqucZJzw35fh2966mRIpQMHCnI9TngAk/rUhlDbQVZdh6EZGc9fr60ATyIxmIfcUc427eQMjJ6e5/WpLKZ7G5jeJUATOe3APGT2BB689c1CHk8iQEKMNk8fT178f5xSKpxJhpUTlghHAA6Dj06UAehROssauhyrAEH2NOrH8NXZuLaWJlZWhbA3Eng+/scj6AVsUAeTfHfwpaa7pqi8UCCcLGxHy/vFOVyR68jPbHfpXgeg6HeLr1kgtTa6Xp7+YSxUl22FERVDEhRuJLEkliTgV9latp8Gq6fNZ3QJikHUdVIOQR7g4Nedf8ACtr/AHXUS6pbxRFf3U4hLNu7kx5AGO3zHpTAqaPrdvpekW6XV2IduQdwJUDJ6kGq+qfEjw/YBYrjUIACx5QhwT69RjPHp096xdE8K6RDPJBfQxahMrEJczqWE+M4baxIXPXA9e9b1n4f0iwm8210yyt24+eK3RD+YFMRiH4qafNIItLiu7wg/NJZRyyYz/sge+Mc9aoy+OvEE4n/ALK8L6hdEAbGmj+yFmx6uV498H867ZsKcbPu9x3NQMSZMEDvkgDFAi9pEv2XQbG2VLoNFAgP2iZS+/aMlto+8cHJU4644qy962RkRB19M/48+tZjN8u3P6Um/IIPORmgC6bouf4VC527VA/pVPUi19YyWbvI1nJGUeMu2GU9RjNNBzyfTjNHBZjnB/nQBzFn8PvDNqxcaZDOzDk3Babd/wB9k+lbVho2mWK5sLG0tV7iGFYwR17AVfHXjGOnHH4U45HHAI5+nagBjAAAbug68daiOOMKfqO1SOcNtzz78UMAzHrg+vX/AD1oAaflALHOPXApmSynaD65z+tPZMMQAOOtBQbmwoK9+OP880AQF23Dkc4DZOcZ/wD1UFwudo2secD+If5FSFRuwcDHOQP89OKZtAx8wwTlTkZPt+tAzV8Pay+jvlk3WzkBwAM4/vDHfnp+HvXpEbrJGrowZGAYEdCDXkUBG8Ki/KRgpkjPX+n866LwprYsJjbXsu20c/Kz9I2+vZev6H1NIDvaKKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvPvF1352qyqhJ2YQEDGMdf1Jr0GvM/GmltYam1wBI8E7blkLZwx6r169+ex9jQBhkugKFcFeFKnAPt/LrzUIcsGYgsxGNp7dPx6+35c1LcSSASTMXZVGSAck57+3+fasqSY+aHUbh94Njbnjn3x09OtMRfeRUcBH3BM9TjB56fWoxMUlGCV2sOMn7ue2fxFZ8lyyffY5PzDcOT2HP+H9KotdbyTE2wrzgcFgf8/r+QB3MLYA2If3gA6nuR0x34qc7flwAXGR3BOPb8/zrG0K6F9ab+pX5D8uB7Y/DFbHlM54K4xhgfmB54z+ppDHx5B3typG3aRnPX+nSmK6lmzuWMdV52n+fUEdsdOaRVEkeGJVOzO2CR3OB14z/KlQ7pFBYk8nHUrzz6Y6nkfhigCRvnVS3zNxjKcntkjj2z+PPFRFR542bi4Yj73KgEck/jiiJikgUAIoO77ucEev0yP85y8N+73lcsQcseg7+ufp0oAjZWRcyDGRwemDzyT+X5n6U8ksrDccErgdST7cH6fgKSQBmdlCogG0sGHyjg5OPTP1707Y+wZXGVJIJAxnuPz9uvvQAxWaMjy13cHbnnJycjp9fywPd7eYJGJO8ffz24PH15/X600M7CNNwy+VO0jOR1P5/wA6VAxhLBGXaoVSeT9cEZxn+tAhyFtqZJXOOA2EXGMZ49z9aQBsqjFcOSQByQOMfTnjHfHSkl3b1G1MoACMYxjv6eo/lSIhchtzEbhznp/n0H+FAyXzj83l7SIwMsOMZI7nnuCO1KygEbQeByfvY655644/XPqaUAFhIw2jGTj6cjHTPBPpznrRCANo3FjzjOBjI9vrnH/1qAELKUaNyTsXaA4HBzyAfXJqZVztbIBQAbieFz2OTxj/ACaiwxBwGHAIdcAY7Ee31+nanKvyKZWOEHcEqRkdBwe5647D0oAmTLmJATuUDPBAHOevXPeo4GjKAFySOeTkkZGQMc8cfr17K6bASGJBw/ynqMZIOO/v3pwAZP4S33OemPT29MdaANHRrlrO7geTAV12HPyqoJHT9Py9xXZ1563MTgHDsNowRg+x9un512+lT/aLGMswaRBskOf4h1/x/GgC3UV3HJLaTRwS+TM6MqSbd2xiOGweuDzipaKAPGpIZIJpLS4AW4tn2N16joRkdDwR6gj1rVik82PDHLDj8fbj6V2Hi7RDqdulxbAC8g5HbzF67c/y/H1zXnscnzLJHkHH+c0xGg4KqAACx/HNQ44zg4PeplkWVBtIGR0ppT5juHG7nIOKYhCGwBk+uTTcnGQF4GM5peBxwMjGT0pvB+vpzigAZVycfOM85/wpy9cehpu1evGOh4p4AGAOMYwc0AIz4TkgECgZZ+Og5pGbYjOcgIM4z2rBt9Slu7jesuyMHCpjpyOvc9DQB0aQPLAzxxsYhgMyjIH4+tNClfkYYPcMMHOaTTjuU/KDu9j+lTXcUs1ufLcxFurr8p/Dntx6UAVXVjjPK9s0NtAJGc+gH9P6VhXc2sacxk8tb22PO0AAgHr0/Tr9KvaRq9tqcR8s4mQHfA3BA/rz3z6fSgC23yux9Blc4+v48Uuw7lcZzkFdp5GOn+fenyEdenYZ9fr/AJ61EQwLBWYE9scEeg/z6UDEAHfCxkckL0OMD1pq4bciYbOehPIx249vSnkxsQyhgzdff/PP6USYVSMkyY5JxjHPTr6Z7UgOx8Ja03y2F+SG6QyHoR02k+ueh75HsD1teTDdkEKxwMhg+MMOhB/Gu78La0dSieC4I+1w9SBgOueDj16Z7fyCA3qKKKBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVV1Oxh1GyktrgHY/cHBBHQirVFAHkF1azWN3Jb3xVZYmxlTuB4z9eQf1HSuW1gSQO+1SYmYkYJxuzzj356e1e0eL9F/tOz863UfbIRleOXUfw5/PHv9c15myRXdtJG6p5brz6Y4PH5D/JpiOJmuDGCEIXPygjjk/wAv/wBVUpbsZLIWOQe3OP8A9dSatBLaXEkMqplSoOOQRgEY/wA8YxWJPIQpZeMjnPOfx/KgDq/B2prHqohZmEcyhR35HSvRo9qhuQDjKnqQfb3wf0+teDWt2bO5hmjOHiYOpPIOOma9t02+jvLGC8hIKyKJFPpSAv4w/wC7wFKhcnnoM8nuMY6DvUR2wp88WThivYjPXgcn60LuhkXaWVNnrgsODycZ7ClyGs8ZAILENwM8dcc+g698UAPyXYINqsxwCRhR04/I+vFSFFTcF2rgcYxjoP61C7+UuyT92Tklh26jGOPWmjD4+cDcxwSOPUe/BH+cUDJQ5lYglj8o5HQHghunXjqRSlTEoxtdlXHsQeMD/P4VDtREAkCiQrlSuV5IzyBz9ef8albZhygWT5jnLdACB/Pn/wDXQAse/CsXc8cZAPPoTnjkU0MIyrFQFjJGD1PJA69c5+nBJqE7fNK7oxs3BCOM9h+pH4Z45qdPnPlKdxwTyMc8jH4+2O1AhI5GTzH4KONrIq/eGCME47E8/wCNOklMUoZRiRSWGFCkHI59j6fX8aHuMIFkcqVYqgJxggc8eg/px7NnMcbfvAvzbWwHGAec8/ifXqOnSgY8yyBh5YYPsABJ+/gkAZ44/mRT5UAjfClhGSMYxnknr6Aj+VVWkTzB5a+YQ/3VTuABySOOhGCCPzqfJByCXDDdu46HqPfP8iKAJiAsi+X95MY7HjGOOhOQP5dqbG5Cp5YBKDaob145/n+GaejnfGXXbHghg3JGMjBx1wffvUfzu8ZYh2JUAIpOCcFQB69j6c9KAHiVI5CZlYqAEBbI5z0OPxPTr6c0+NkUgKu5ImKt8oZSOM/pjP400eWZARl1dslVBxjv2z/+ofgLGQz5DbZG/izkj/OOenakBIcKSgQoXbk5+9jAPPJzn9BWz4Yu0tZHikkjWKTJBzwCP0AxnrzkVj/Z1VAU+Xc5XG0HscD8qkL/ALja+9dzZKsATjrgE9sZI7dfqWB2TatYqzjzwdhwcKSM4z1xzV6vOyWlRpXbeFAAbbnqBkgenB4PbPauv8OXSXFj5YKhofl2jsv8P8sfhQBq1xHjPRfs7NqVhCBGxLXQU9P9vHp6/n6mu3pGUOpVgGUjBBGQRQB49BL5RVlIEbEbhjr/APX6VpEKy5ByGH5/54pvibRjol6sUEbnTZR+7dvm2HnKk+3v1HckE1UtJ41by3GFYgqwPT2piLTZPGNozg4PWmsuB8xODgg+lT7MbevTpjJFNOGJJ7HPPQ8d6AIguBn5ckmm7ecEAkL161OE2twAMc5x2oVQSOMgng9KYEbx743jbO0gp69q4ZGksZ3glX50O3b0+mP8+9d5ghenBzWZrOkLqCB4QEuUyAzDg+xoTEO0e6EgjBHy9mGep6A/yrY8yJlA3JuI5xycexz/AJ4ro/BejaXb6LZTRWcBvFUGWR13OsuAHwTyOc9OMdOta19oel35drqwtnkfrJ5YD/UMOQeByDSuM8/mG7ggnnnnOP8APFYuraPHcslxagW97GwKyjjPrn14/wAK6LXdJudAlQ73udNcBVnfBkif+6+AMg9m9eD2JyxcqSckDHemgIdJvTeRk3EarcRuUlQH7rD0z6+v86ndWwMJ0GVBPBA5/Hv+dVLOLdrV1KqFonhQHbxlgW59yB/Sr6ck87Cc9SCCeD/h+lAEQjVSWwchgM8kdD/n8KkEZkUuFbIPULuye/Y9s0r7Qj7CykZ3emMEH19qSTaSM846HHTA5OaQEaK7bQGUkEYOc9euOnr/ADqeCeW1mjaOTE0fzBlbaV59B17jk4xmkXEnyLgiJTuJyCg9/wA8U6OLzPuBQTgFgeQef54P50AeiaHqcep2auGTz1AEqA/dP484Pb/61aNeY6ffXFhcpJCwBTIK4PzjPIOfpXo1heQ31uJrdsqeCCMFT6EdjSGWKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArgvHmj/Z3OpW5AjkcCVQp+VvXgdCfXue+a72mzRpNE8Uqh43BVlPQg9RQB4Pr+npqunuY4le9jGVZW5xxx16cn6H8a8zukYZLEjquPp6+9e4+INIbR9QMO5mhkBaOUr1Geh4wSM/1rz7xhpaCB7+DhSf3q4zgj+L6c8/5wxHnd1wcFcc55P0/z9K9E+FOq/aNNn06U/vIW3ovqrdR+B/9CrgLuMqrBsHr0H86n8J6odH8RW9xIwELHy5BnPyNwfqO/wCFID3VyZBgsMqMNx1Xtz9cfpUaKyByMNsJyzH7/wAufTHt/OljIZ0Y9M7Rn34z1HTPX2q3c2k0Nu7RgjZk4IIHTBB7ZwR78n1oGQLKuzC5Zl+USK249AB06ev+eAGKNiyB2k+6zbOc5xzkA/h+fSmxAP5e1TwuFUZzj/HBp4j3MFVifmymMds5OP8AI/oCEhdkCkw/RWxg9OMjoeo/I0hSRgucFyflUHJHp6dQfxNTurF3QuHfaHJHQZI/x/Wo1eFGYNIqZVs/MDgke/up/KgY12a56FYzt2sEH3upPBzjHI/OnSKWAIJ3hvmfHJ49PY/zqM6hASscLlQqkBlVuB06465PIFQy61EpdXU5VvlYkEnpz16dsntQIupAGChrclXJypPvjJ689f8AH1XaMxeVwoAAAGRknGDnp3/zisV/EVusgCsoXoWBJ2jHp+dVZ/Ep3/IDsySQqgE/mSM++KdgudVEuQmCUXcDsOBuOTnsPT/PFMK8iT5t5IcsDk9M4xznpjr/ADrjpPFFwkZRHYq3BBbG4YAwcf54FZk3iG5aM7Ake5t3JyQe1FguelLLAlspaeEF8BNxxuI6+nX+eaal/bF8loy+/ODztAXg+nc968vbW76Rf3b7O+V4xj9f/wBdRGXUrtztWeTeeQoJ3HPH64496LBc9Om1WCMkpg4UtjcEOR+Oc4Pf04quNdijSNVZGj3AtmQZbkZyMHHp/h285sra5Mwe5CgEZAeUcjp3+laP3WVV2sxPKrnOf5d6dgudf/wkMX71dq5OQpVTgdwck5z2/L0qmdbdkkRi53YwRgcgfT1/z0xz6spVf9YM5GNnQ/n6UqLI65WAqpx9+QdSR6Dp16fnRZCN0alNIOZHYjgFm5xjB6etem+DNIfTLB5bgsJ7rEjIRjyxyQvrn5j/AC7c+ceEme01SC8v7eMQxHIAVicAdcE9ec/hXtFJjQUUUUhlbU7GHUbGa0uN3lyqVJU4I9x7jrXkepWEul6jNYXbM7IQUlKlRICOGH/1uhB9K9lrH8VaMNa0toY/LS6QhoZHBO055HHYjI79c4OKAOC065EqhJeSDxx94VdCMSSOQT+XPH+fauZzLHK0EwCTxOUYAg7WBIIzkjrn8q6HTLsXC7Twyj5lx/KmInZfnRic8dO+MCoEXOT0bqOP51fAco2dzDoMAnB4/LtUCA42bw4zgN3P+P8A9agCIAhmJwxByQf8/wCc0wqBtxk9B9an2/MPlzjgrgfXikKARyFgN2c9OSO/NAEttdXFtMXtpWQjqEOQwx1I6ev0rXtvE8yJ/pUCOezIdv5/X2rERdqDcCB94gnP8+n+FIykquBjIJ+Xuf8A69AFrxZqt5q+lvZWltFEkhUyPI5LDBzgDHqBzn8PTkrXRpRgz3O7POEHUfWumYEAH5Sv3V4/Ko3UMGaX1IwcDr7UXAqQRLHAyRx8YzjGSfx/D/PZzdyfl9QSeR1x+fFWSjOVD/dPIBGP8/h0pssYZQEL4H/LNuvU8/59KAKmwKr7GIL46L/9b3zx6DrnhQERuSuSAeDjAz9evIqfZ8pyxyDySuRkHp/n0P4N8ouys6FdxycDG44Hf/PWgCEbsBlDfPyCD8p/T6/lTiuQy7U2K2eSC5459PSpBGGDF8MzBTvHbsM9aUr+9Dbi7Bhgltpbr37f/XpAQ+Y4BjBXPXB5YfT2H+GKv6Lqc+lXoL7jbvjzI24z7r7j9fbtnOFbcN6scZUMvIxz19cfhUocbWG0x/NnaW+UDH4nrn8/c0AenxusiB0YMp5BBp1cR4a1iSynW0vDtgxjkHCH+8D/AHf5fnnt6BhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZ+vaXFq+nPaysyH7yOP4W/w5IPsTXks0MltdvaXcQj25RoyOff2xz2OO9e1VynjvQf7QtftlqhN3EMMAfvpz+o/x68UAfO3i3RmsbstGu62k+ZCev0PuK4273AK5JHOfy7V7bfQxalZm2uFAYcqwA4bsf8APqeleTa5YPY3k0Ey7XT0HB9CP0piPT/A2pNqnh+1kmdjNCPIkJOcsABn8sV07310SyOV2AFc9AFwOnue9eSfDC/+z6tJp0pbZcjcnX5XXn+X8hXofiO6a2047cnedo2jJ9enHpSAguNaaOfbETsjO0OuOv8An+XtVS48QSnCquMrj75yR7+nTtWBLd28P38bNvGXVSD9Bmqs2s2NuhcPA4I+7hyeR07D/J61QG1ca9cHIVgNowOT/nvWe2t3kjqZJH4bjHXrnNYl74ktY2xbcoXLAGJVwPrycfjXPaj44uEuTDZQtKCM7XdiF7E8Ecf40CPQA9x5ReRZxHxyQcDngZ/CmyOUUF3hXPq4J/IZNJ4DtF8Q6R9rmAiuFkKPFGhIByD3zxg+vUV0sHh6Ly8gOUIwDgd8cf8A1qAOZE0ZkwZSw45VST698Cng5Me2KZhjnK7cfjzxx6V2UWgInliNY2wfXhvT8Onp0rSg0iNXUlCzA7MDI4OSOvr+tFx2PM9WvLexKG4hkG4HaC+cEdug9QfxFUZvFFjAB5FsowcsNoB6++7t3rufiP4bXUvCsq2LD7TZkSozAjK8g9c4GP1UV5BD4O1eU/vHwBz8qnii4G7J41kR5DaIY0fquevABHGPT0rH1LxheeVJ9mEaF1IxGgY4xx1zir8Pw7upMFpJSe5zwP8AOK2LX4ahhudy4XgAP7/5/OgDzqz8R64+ow3VxPKI1dX8kkhWHXBHTB9K+kbPSre7tbee1dHtp4w6Mp5YYyDg/h+Fee3Xwqs7m0ZZHnAIIV4pCrqwzz/nj1rrPhC97YaVqPhTWGD3emuHhmCbRNaSbikvJxuBEqkYIBGM96QG82kxr/CqngMd3C89PXpxVtdIihQLtYM2fmx82cjnr056e3oa0ZBHGpfClQrELtAOBn169PpxT4iFRS7gnduK5BIOMce3WlcZUjtNsoeMljt4z1wPYjHf9TnpXaeGbkTaeIiQWgOzhgflxkdAPp+FchdTRrErfKhK4BY4GMZ9OepP4Vf8OagkWqBDcDDkRujk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