Saltar enlaces
Un acoplamiento de latón reduce la presión disponible para herramientas neumáticas en alrededor de 1,02 kgf/cm², mientras que el diseño de acero con una mejor tecnología de la válvula reduce con sólo 0,1 kgf/cm²
No se pudo obtener el video del producto.
Este producto no tiene el metadato "aplicacion".

Velocidad de flujo alta de hasta 2100 l/Min y una presión de trabajo máxima de 16 bar.
Permite el suministro del aire comprimido y un aprovechamiento óptimo de salida del aire comprimido. Generando así una mayor productividad y una disminución de los costos de energía.
De diseño ergonómico casquillo de blocaje.
Esto garantiza un agarre seguro y evita que se salga.
Requiere poca fuerza de acoplamiento permitiendo coger en una sola mano.
Sólo una fuerza mínima requerida para el acoplamiento sencillo, rápido, seguro y desacoplamiento.
Conexiones herméticas.
Bajo consumo de energía y alto nivel de eficiencia.
Recubierto de acero endurecido y casquillos de fijación.
Para max. capacidad de carga y larga vida útil.
Las superficies expuestas son de cromado, niquelado o galvanizado.
Alta resistencia a la corrosión y protección, incluso en condiciones exigentes.
Serie 2000 son accesorios que cumplen con la norma europea y tienen un diámetro nominal de 7,6 mm

datos_tecnicos

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0fimL3qh+u1JWQfv4R7VxOe7Irtk96cm0H6Cw+2/i5Z1n7JstYWHSWxMu9Zu7+YRuqcF4p4TrFPPThhLA6CqZeYPGDlz5pFVoH/+izi4qEXniQQ/EBNBlJbMgTjrWYYFx8Suq3KkUlkvg2iR0woFICu5zEM/P2EPi6q0DyIwb+jS0R8GL5DUX3M64is9bjI3uqnPviu6FfX82RXer02B675se1BGB7PmGFnr0RVMhJVeVm2IBv64SUuf7jVNId0vjHh27W0gOjH72BYjpaVFos1wsVmIZS5PZpOIbJfogsaSJTlLDQ9/o1EtrgIeEsWvH5Z8GpH4UwPZstwsf37yyyy2D2K6akIvMWudZUvACMP5J5+X/p71oO9X+ljXDzGVj6exlx7I4/02UEMXMhqZe3nceh9XL+P3s+5qiN5xnx4Vz+KJneU7tlLNEOLOBT/bxJWnWefEeEozqeiUJfm17KwMslq/YZ5A1pqKLLz3/Sh77R+M3muPsXMP/WklOxX3XIkQ3cblsXjJ/Fw3zMykD+fwR9flzzc7Fk5wvGVdksaIjsvQt1nCHWNnh+I42nKK2GrbRi4olmge9IVGc22PdkV2zeCmT/G4Sm66/8OY8sHejhUf8Asmvoi/cvJOeC3jT6ZyqKCSanXpgfZ8kJG/zX3v3ux/eOM9m//rUXEXbEmGJeL7OiDV4jIA7L4yd8OoPtQompstcjB4HYEtPB+LU82j9TRbvhuWIyLRCh8LiO0WtOTxSqvV8Pn1lsC1aFpc1s15hpG5aEYEfm0IbLavJSF3nJV5rm8gvFvJLLLD3QZmRs+bD+q+0PlD+ny8Dpk6WHv/vLjdfO57+tPkZQFiOXcNM+FqnugnHHZXDPPh4r5XWs01v17bQySsg1RfYZfm09TvjJRNYux9vz5T1F0xXJNNFEusssiLZsSZSIs5eu0ve4c2OCaE6gvsmWeX522i2dmVyxitepWH/BBLNZ6mBuXtYLIls4Qr+AhaxYLB0W2MiRFkTXPu+Liz4bImkRPr8F8hnwF49+EyJoXEKsWWUM0XXVfrlIjt8HkPesLzS6klxfDQNuJbB1v0kpkYQrvWots8fhPdSKVtcgym3nN1a1FKqwrsoV7Ibz+PxM2TDU8zKZCmeZw1qB4qHHxUMVVXMohO5/DH2qr296BZ5dSM1w8/6SA3n8omL8k3vYpI3QlIeakhJjxLCbe1Al9D0SJYG5xFL2OhYvFBpPHbw4XFsORqhnNhotRtme9+nBx1b7Pk/YMF5fesmXXkzXPIQkr/yhh5X0SM5dEpfkHP+OlOjh/caHvfZckp61EZEVmVzP+jois/furfra8XZFVYE6QXN6aUMPFZ7wY+Ea/P9s1XFzKNjb2ZCmyNnSBRVQCdUR2Canj2+D7XgdV3B81YzM/WIo3T14ykfslE9le4lO9xCLZp81m5JyaCK96WP+QF8N3rBOfysWoemC9EuaeNsLcTdn3XOzbs96JT9YT05z41EwfrL38YhsFEYcBeE9XJD6VmVAn8UnGZcLrRWiliU+rvd52uFhCy3WTtGSfNiH74IfVMOnKRFarf6WJb46IrHTlmb37a61EtmaCojGfNlXiE0WWCmqTQG2RNXs55uQmc8XmpCjxFmfFW1RTA5YeJxA5E0FcO8LjxYgckXBNDWgJJlVHeCT5JPVd+bEKz/4Ahk4NYXCnOUnIOBrwtX7UxHyERzMpn0H0XLR0FEh2zNwHvQh8EsZQ5fGXMvvkKNDHw+jJBhCyOmIk9iXOh5aPi6hHTIZcSQycdOoIjxyTSL+OzOnLcjwkrx3hCZ4ewYgcATIflCpnXLsP9UVWH8z8/QmEz0Q1rspOYSaeR8E/jKj2a4MjDOqxlUthhK8aR3gOhxA78BL9h+we4am4Xo4AhfcXEDipt17/CJB9T1arq+qIjdUcWaHIWtZv8wiXUyKr2mTj/lo7kdUabOsjPPr+qJFPoHanamuAnqxNbWExg0DDxCeSWg8Ctc/0rkfrbIMESIAESMAZAhRZZ7g2WStFtklgLE4CJEACbUGAItsSw0SRbYlhoBEkQAIksMYEKLJrDHRl1VFkV8aNV5EACZBAaxOgyLb2+NA6EiABEiCBNiZAkW3jwaPpJEACJEACrU2AItva40PrSIAESIAE2pgARbaNB4+mkwAJkAAJtDYBimxrjw+tIwESIAESaGMCFNk2HjyaTgIkQAIk0NoEKLKtPT60jgRIgARIoI0JUGTbePBoOgmQAAmQQGsToMi29vjQOhIgARIggTYmQJFt48Gj6SRAAiRAAq1NYGUi+3AMW9xhvWfnZvHqS/UP3PFDAiRAAiRAAiRgJkCR5XwgARIgARIgAYcIUGQdAstqSYAESIAESIAiyzlAAiRAAiRAAg4RoMg6BJbVkgAJkAAJkEBjkf0zh/SFMUSux5B9oqDnwwAiB7rgOz6m0zMnPv2+gNSlCURvTSPzOA8oPfAeGEL43BDcb9aGnf1qC/rP6r+PJmaw7V4Y0e+zyKnXHwlj/Kwf3Y8mMPTJOBJSr2v/CCIXI/D/o6tU6dI8YmfCmJhKYwE98J+KIaSMo+9oSiszmFhE8rCCsrauJVGYCiN+ZwF5aUu9Jvq5G1tNpubvTyB8JorYwxyUnV4EzgfQ9VEAeu8jmH01Cjdq/D3YWglitjiV1zm94ELmlPTvbi/ivybhf0uaLxsbF7yfRzC+J4d3vExK461NAiRAAq1AoL7I/i4P+o8GEb4vglnrUxRZtey+foQfWhRU/Ihn4/C/bV2JWfisSih7PHDdz4iUmT7KKGZyEXhUnX2Wwol9PsSelF+tKAryed12K5G1ast9cQ6zn/VqP81/txfeTzOo3fsViKxtTmaRVaAoeemL1hNdZLdaj425z8z8boVbjDaQAAl0MoG6Ipv7fgDbj6c1PsqROGav+uF6LYfUpz74rszr3AyRLZVV4L8+i9gRF7qWFhD9+B0M35brv5hB7rwHJt9zmbtZZN1SX1qOBL383idt616oKiyTuSSCb5qFvBfj83MY2VVA5owLey/oUug+N4P0Fx5s/X0eE/4+hO4aNVh4ssW2cD8Mj2cMWo8OxrF4yw/lSQwDfz8BrffLi4QCcjeC6D+aMIS3eZG1z6lcZP1XM4j+swdb/yyg8FoXFpsYm06e4Ow7CZAACWwkgToim0fqaDd8N1TzPJj8ZQbBHYapzxLwuQLQJFATWZepbK3ujEpoNSKh1eqPWWQj2VcY3S1lnksbfzPaKAqffF1ddh5j3X0Iaxo7gpk/xnXvVv38O4wtH+iBXStPdrkt8ZHDW/r1ELDRVtedYWz7KKpd67n6FDP/dBmV5hD7n+04cU/9b7Mi2wwns8hWsmtmbHiGeSNvMLZNAiTQ2QTWUWSNMKe6l1jxaQWRHROR1XYyDZHFTR+6/bonvb4iW+RUY59Xs4gi29m3LXtPAiTQLgQcCBf3YvTHDCL7JH3ozzzmH/yMlyqNv7jQ976rLKmoCGl1IrvycLHZk60UWUUSrfp6Q3oIuWG4WELTvRKafqQWNkLbbwM5U8hbOT+HxS965btiCL4Rp3oiq9ZtP5TfLpORdpIACZDAZiNQP/GpIOLh9SJkN/GpZpKU7NMmZhE/XAy5lmNcnchKXc8l8WlPdeKTuZVG4eIqkUVBQtMeyXouS7eqGP9iuFhE72YA/f7iXm3lNPFKuH1aD7fXTSYzc6ovsmhmbDbbrGV/SIAESKBNCNg4wpNH5lIY4avGEZ7DIcQOvET/IYsjPOK5Zq5EEE2kkZIjL4AL7oNy7OWTMIb2KDWRrFpk1ZolySpxPoTIDTnCk5d2jw1huGcWgdO1j/DU9WQ1a5eQ/S6MyNUk0urRod1BDH3jxcsPfBVHePSu5e9HEbkSR/q2HD9Sv9jhxuC+AIbODsFj7r4tTg1EVq1frcc8NnK8Kry/gMBJfS+Z2cVtchfSTBIggU1LoLHIbtqur7RjpiSpfZN4+mNQlhL8kAAJkAAJkEA1AYpsrVlhPsKzvM9afoSn3rEkTjYSIAESIAESoMjWnAMFeRmFT15GkbZ+GcVu2Y+9J297eoOTiARIgARIgASsCVBkG8yM/MMYxi/GkDL2WdVXK/o+HsLIES9c5vcvcoaRAAmQAAmQQAUBiiynBAmQAAmQAAk4RIAi6xBYVksCJEACJEACFFnOARIgARIgARJwiABF1iGwrJYESIAESIAEKLKcAyRAAiRAAiTgEAGKrENgWS0JkAAJkAAJUGQ5B0iABEiABEjAIQIUWYfAsloSIAESIAESoMhyDpAACZAACZCAQwQosg6BZbUkQAIkQAIkUFNkX7x4QTokQAIkQAIkQAKrIEBPdhXweCkJkAAJkAAJ1CNAkeX8IAESIAESIAGHCFBkHQLLakmABEiABEiAIss5QAIkQAIkQAIOEaDIOgSW1ZIACZAACZAARZZzgARIgARIgAQcIkCRdQgsqyUBEiABEiABiiznAAmQAAmQAAk4RIAi6xBYVksCJEACJEAC6ySyeSQOdSNwWwU+iPivSfjfal/4+Zs+dPtTWgcGE4tIHlbatzNOWP5wDFvcYb3mc7N49aUbhUdRBA4OY7YriOidSQy+bd1w7sYwJt4YweUDLicsY50kQAIksK4EmhDZeUz09iH0yLBv/ySepoOw9yikyK7rqG50YxYim/1qC/rP6oa5vp7D0897q6wsyHUeEecsFIykcxjf37XRPWH7nUbgeQK+vwWgLaEPxrF4yy+z0eJjnuNcbHfaLGmqv/ZFViZVtzwA88vVezH5yzSCO+y0R5G1Q2nTlFmJJ/ssgYA7gETeheCtGUwetLd82zTM2JHWIPA8j/xbIqtqtGrKZy2y2vyeM0Xkshjb0o+wEbVpjY7QilYhYFNkC8iccWHvhZLEqh3oFY9kzsIjqe4cRbZVBnxd7LAQ2Ybt/plD6nQYs3siGP9wIwV2E81Vu15Zw8HpvALalpClyOrzI3mgYptIY52Er823wjpvpJ3vsT2R/S2FE3/1Iabas88L73/SSKt6u2scc/MjqA78VRq+iR5c0jXuyTaYmCsRWefnus0WNtFcpcjaHHMLt6CmyOpeK7KvMLrbfF2t71dsAi/cJARsiezS1AlsG9QkFp6rcxjNeQ2vVsFoJofInvK9s6WfYhI6mUDyzgLyO9wIfhpC730fhqfUGioSn37LInp2HPF7KWSfyM9q+aMhjHw2iJ43zJSXsHAzgvC3KaQe5vRyZ+OYPOKCeb8vsjz5jRCOVkUEs69G4TaqM9uHnX6EroTQ/W2fdWLW0jxiZ8KYmEpjQUKZ7mMjCPVm4PvUIvHpzzwyVyKIJtK6jbKb07NnAIF/jWDoQA+21pw0FbbmepE8KQlAd3Nw7Q5i6HwEI3vKd4bs9qGMTfpnuO6HEP4mjV5Twlbu7hjGzsUQE5td+0cQuehBrmcAeupSObuqLogHmr4whsj1mIyf9PfDACIHuuA7PqYXNUJoNRcmZde74P1cPNk9ObzjLU+cKrv+22nxGKKI3CiOyRAmvpbF3m8JhE/JWAk3RRvXKEbeN1H/fQGpSxOI3ppG5rGsEpUeeA8MyVwdgvtN1VizwJp6qvbhWK5sr27u00WMfzKOxGNJ5irOrRWPv9pWAQtTE5j4Lo7p+3LfqHPnQx+GTkcwZPShtGetllfgT8wifrhb5r9H9ruzusE7gkjek8Sy10x7i6auLN8fDVnIRRUiXdlnmPbZR68lUZgKI67e88LVfyqG6Ofusjm/9DiF6MUo4nczci/p9/rgvgCGzg7B02K5g7U92Ro3cVUIuebNzh86jIANkc0h5t2OE3dVMh7Zh51B8LfS/qzyxQxy5z0oymzu9gnsPRSDKjHWH5PILu/DWZTcLQ/3eyKMmtDmkDjaj8CN8nB18QHejMha26dAUWQvRqvebJ948PvEg1fFv1ZvimL1uwjlPtmXeWhd0HUsiZlrgzUSxcwi64Z7dxbZinrc8qDPSJauyrmZPpjZKIoifdQZ6lnRW5G9MIDBMxnTXr3y8aoAACAASURBVLv6/BYeUk4vWUdk1T5/NIjw/YpxMSOoJ7I1rjfbaSXSloR3e+B5lkGmzBRT3kC98VH8iGfj8L9tU2St+Kxq/AvlQlnWwaKY6iH0cqF1Y+gzF5KXEvpYLfdD/m0WSFN9msjurDNXa9Vh0WezyFqNifviHGY/0+NcuZsB9PsNOysLKx5EpqbFM2ydRLfmRNaYNzAnShme7TlxDM4aC0b1XvrVhfFiYlWZw9Fs+drPJP7SWgQai+yjCfT1hjCv2r1PMop/VDOKZUJ0i6Bod7asnP8rK2fVEyhkEHbtxZj2vRuRTBqje7Zi6acJBN4LIa0/3o2EAfM+b6ks8mmE9g9gQrKYvdeeYvqYC7nvB7D9uH61ciSO2at+uF5bQvbxS7h3NeHJrtg+6c25GaS/8GDr75Jl7Zcsa23RURIr8561+4tppM55oYi3EPvUgxPG4iCYeonJA1b+rFlk5aF6XTwU8dALTxIIfqAmA6ktGYLxVjOMJapl8jaUI5PIfBtEj5hQKABdz2MY+PsJfVzUh+uDGPw7ukTEh+E7FNXHvI7IWo+L7K1+6oPvin51PU92pddrc+CaH9sehOHxjBl29kpUJSNRlZdlC7KhH17i8odbTXNI5xsTvl1LC4h+/A6G5WhZabFYI1xcJlpujKZTiOwX90sDibKchabH/0lpHJbnd5dEbq4E8c5JiZgoo5jJReAxNMhSsKyEqka4uMS9AYu6fe4qm1vqIjAti0DcN41JMTvX1D91nk3eiyK4cyvyd8MY9I7J00Q+tree1ucB2ozI6vdY5dFE455ezlAu3uOlcnp0ps+IhDRbfn04sJXVE2gosvPf9KHvtP7A9Fx9ipl/6ivq7FfdMrF0t2FZPH4SD/c9IwP58xn88XXJw82elYn4lSZLhsjOi1D3GUJdoyMH4nia8mLh5DYMXNEs0D3pioxm257siu0bwcwf48sPOfw7jC0f6OFQ3SNcNPVF+peTc8BvG30ylUUFk1KvTSK7vJDRf839715s/zij/dt/axFxV6wJxuUiO/rgFSLvl1rN3w6g+1Ciamy1yMHgdgS08H4tTzaP1NFu+G5YjItEKHwu4xhETU8Wq7xejS9abwlUh6bNbdWYaxiVh11EloY2RFabl7LQW67KPJebH3/zONS0rmLs5i/1o++UESKWi4qLibLrLUXWPG4NWJivr+pz+dwyb9OEZc9SuzsMgYFpnuFLCb2fK27cmOeZ9b1dy0Knv7crssW5Vup/0TJ9bs6ZtmW059R/TN6uFmJGmcjaL+80Ada/VgTqi2yZ51enyeKZ2RWLWK261Qd8EIu1HubGZa0gsqUzxM0/ZMvEwkGRrXwQUGTN8664+LMhslXnJ81nyJsffzsiW/bSE6ttlrLtFaNfKxZZgwXqnxlteN8ZnLruDGPbR1HdqM0kskaCn/ULaaoToaxFtngUqNnyayUBrMdpAnVFtnAvhNf/Z8KGDcYqtKlQpjlcPCgealw8VImHLeWQnc/hD7XVbe/As0upGS6ef1JA7z8UzF8Sb/uU7m0PSog5KSFmPIuJN3VCP1SuRDC3OIpex8LFYoPJ4zeHC4vhSNWMZsPFKHuYrj5cXLXargjjtUu4uPRQs+vJmueQhJV/lLDyPomZS6LS/IOf8VIdnL+40Pe+SxJ1ViKyWN34m8ah98sZZM7KtsRrkob1KIOfNeNeh6vXDZe601A2JxR49riQua97tIocf0r9UMxjkC8ahosbsGiQnWxXZBXz6QRzuPhOCN6PJvRwf7uFi4tsap6NbVY0my1v47HMIi1BoI7ILiF1fBt83+t2FvdHzVabhaV4ZjYvmcj9kolsL/GpXmKR7NNmM3oyRGEe0UNeDN+xTnwqf/BUc/VKmHvaCHM3Zd9zsW/Peic+Wc8Lc+JTM32wfhAW2yiIOAzAe7oi8anMhDqJTzIuE14vQitNfFrt9bbDxRJarpukZU4uWpnIavWvOPFNEp+sEtCMcdD2aa9LePpZGsOHBxA1kuL0OaFI2L2UFKjtu/9f2XdXEwZriaRdFmslsmLK5kp8qtw/tbpnmxXNZsu3hH7QCBsEaous2csxJzeZKzUnRYm3OCveorrbsvQ4gciZiJ7Ov8OLETki4Zoa0BJMqo7wSPJJ6rvyYxWe/ZLWf2oIg5IcUfpIIshUVI5q6EdNzEd4tDL5DKLn5HhA8SiQ7Ji5D3oR+CSMocrjL2X2yVGgj4fRkw0gZHXESOxLnA8tHxdRj5gMuZIYUBNS1N6Y31284iMcZo9sFJPp15E5fVmOh+S1IzzB0yMYkSNA5tzLcsa1+1BfZHW6+fsTCJ+JalyVncLsjBcF/zD0AF+jIzxybOlSGOGrxhGewyHEDrxE/yG7R3gqrpcjQOH9BQROGuHFukeA7HuyWleqxsdqjqxQZC3rt3uEqzgOcizpShzp21ltkeraPQivX44YfeKBUigXcfe/phH/1qvvC1cI/LIo1xNJOyzWUGRVMzfFEZ4aWdvF51TlEULzeVqGi20o0iYs0jDxaRP2uQW7VPtMbwsaS5NIgARIgARsEqDI2gTlbDGKrLN8WTsJkAAJbAwBiuzGcK9olSLbEsNAI0iABEhgjQlQZNcY6Mqqo8iujBuvIgESIIHWJkCRbe3xoXUkQAIkQAJtTIAi28aDR9NJgARIgARamwBFtrXHh9aRAAmQAAm0MQGKbBsPHk0nARIgARJobQIU2dYeH1pHAiRAAiTQxgQosm08eDSdBEiABEigtQlQZFt7fGgdCZAACZBAGxOgyLbx4NF0EiABEiCB1iZAkW3t8aF1JEACJEACbUyAItvGg0fTSYAESIAEWpvAykT24Ri2uMN6z2r+0eLW7jitIwESIAESIAGnCVBknSbM+kmABEiABDqWAEW2Y4eeHScBEiABEnCaAEXWacKsnwRIgARIoGMJUGQ7dujZcRIgARIgAacJNBbZP3NIXxhD5HoM2ScKej4MIHKgC77jY7pt5sSn3xeQujSB6K1pZB7nAaUH3gNDCJ8bgvvN2l3JfrUF/Wf130cTM9h2L4zo91nk1OuPhDF+1o/uRxMY+mQcCanXtX8EkYsR+P/RVap0aR6xM2FMTKWxgB74T8UQUsbRdzSllRlMLCJ5WEFZW9eSKEyFEb+zgLy0pV4T/dyNrSZT8/cnED4TRexhDspOLwLnA+j6KAC99xHMvhqFGzX+HmytBDFbnMrrnF5wIXNK+ne3F/Ffk/C/Jc2XjY0L3s8jGN+TwzteJqU5feOwfhIgARKwQ6C+yP4uD/qPBhG+L4JZ61MUWbXsvn6EH1oUVPyIZ+Pwv21diVn4rEooezxw3c+IlJk+yihmchF4VJ19lsKJfT7EnpRfrSgK8nnddiuRtWrLfXEOs5/1aj/Nf7cX3k8zqN37FYisbU5mkVWgKHnpi9YTXWS3Wo+Nuc/M/LZzC7AMCZAACThHoK7I5r4fwPbjaa115Ugcs1f9cL2WQ+pTH3xX5nWrDJEtlVXgvz6L2BEXupYWEP34HQzfluu/mEHuvAcm33O5V2aRdUt96S/dePm9T9rWvVBVWCZzSQTfNAt5L8bn5zCyq4DMGRf2XtCl0H1uBukvPNj6+zwm/H0I3TVqsPBki23hfhgezxi0Hh2MY/GWH8qTGAb+fgJa75cXCQXkbgTRfzRhCG/zImufU7nI+q9mEP1nD7b+WUDhtS4sNjE2zk0f1kwCJEACJFCPQB2RzSN1tBu+G+rlHkz+MoPgDqOqZwn4XAFoEqiJrMtUtlZzoxJajUhotfpjFtlI9hVGd0uZ59LG34w2isInX1eXncdYdx/CmsaOYOaPcd27VT//DmPLB3pg18qTXW5LfOTwln49BGy01XVnGNs+imrXeq4+xcw/XUalOcT+ZztO3FP/26zINsPJLLKV7JoZGyvivClIgARIgATWg8A6iqwR5lT3Eis+rSCyYyKy2k6mIbK46UO3X/ek11dki5xq7PNqFlFk1+PmYBskQAIksFoCDoSLezH6YwaRfZI+9Gce8w9+xkvVyr+40Pe+qyypqGj86kR25eFisydbKbKKJFr19Yb0EHLDcLGEpnslNP1ILWyEtt8GcqaQt3J+Dotf9Mp3xRB8I071RFat234of7WThNeTAAmQAAmsjED9xKeCiIfXi5DdxKeaSVKyT5uYRfxwMeRabuzqRFbqei6JT3uqE5/MrTQKF1eJLAoSmvZI1nNZulUF5WK4WETvZgD9/uJebeVgeCXcPq2H2+smk5k51RdZNDM2K5sbvIoESIAESGCVBGwc4ckjcymM8FXjCM/hEGIHXqL/kMURHvFcM1ciiCbSSMmRF8AF90E59vJJGEN7lJqmrlpk1ZolySpxPoTIDTnCk5d2jw1huGcWgdO1j/DU9WQ1a5eQ/S6MyNUk0urRod1BDH3jxcsPfBVHePSu5e9HEbkSR/q2HD9Sv9jhxuC+AIbODsFj7r4tTg1EVq1frcc8NnK8Kry/gMBJfS+Z2cWrvDt4OQmQAAmskkBjkV1lA5vvclOS1L5JPP0xKEsJfkiABEiABEigmgBFttasMB/hWd5nLT/CU+9YEicbCZAACZAACVBka86BgryMwicvo0hbv4xit+zH3pO3Pb3BSUQCJEACJEAC1gQosg1mRv5hDOMXY0gZ+6zqqxV9Hw9h5IgXLvP7FznDSIAESIAESKCCAEWWU4IESIAESIAEHCJAkXUILKslARIgARIgAYos5wAJkAAJkAAJOESAIusQWFZLAiRAAiRAAhRZzgESIAESIAEScIgARdYhsKyWBEiABEiABCiynAMkQAIkQAIk4BABiqxDYFktCZAACZAACVBkOQdIgARIgARIwCECFFmHwLJaEiABEiABEqgpsi9evCAdEiABEiABEiCBVRCgJ7sKeLyUBEiABEiABOoRoMhyfpAACZAACZCAQwQosg6BZbUkQAIkQAIkQJHlHCABEiABEiABhwhQZB0Cy2pJgARIgARIgCLLOUACJEACJEACDhGgyDoEltWSAAmQAAmQAEWWc4AESIAESIAEHCJAkXUILKslARIgARIgAYqsk3OgMI+J43F0nw7Dv2urvZbyGUTPxoCTcQztsncJS5EACZAACbQmgfYXWRGy6FEfhh90IfjtNCYPuhwknUfiUDcCt9UmBhH/NQn/W7Wby30/gO3H08CxJF5eG4Qdmc3f9KHbnwIOxrF4yw/Fwd6wahIggUYE8sg+BNy7eSc2IsXfrQnUF9mHY9jiDutXtupD32zjjnHM/TKCXsdGuxmRFS+2tw+hRwpGMzlE9nSJVVmMbemHTrSGSBcyCLv2Yizfi/H5OYzQm3VsNFkxCTQioC56hxBF8nCFyJqfO+rdnFisLtOocv7eEQTaX2Rb1ZN9NIG+3hDmlQhmF0fh1qaTDZFFAZnTr2PvN4Dn6lPM/NNJz7wj5jg7SQIrI/A8Ad/fAkClgGoCO2eKZBn39blZvPpSv9P5IYEigfYXWauxNG4OCbqusQdu35PN/e9ebP84A3w+gz++9kD1Y+2JLLB0ZxjbPooCR5JYvD7IkDHvVxJYdwKle73cS9W/Tx6o8Fy1Z04SvgZbSOveDTa44QQosk0NgV2RLXmj5TeoHU9WDHoSw96/n0AG4gW/KnrBTRnKwiRAAqsgoOdGSBj4oCzVywRVv4eRfYXR3eYGan2/CiN46aYgsCYiu/Q4hejFKOJ3M1jIC5cdbgzuC2Do7BA8y1sZZoEZxWSqgNTZONKP81B2+hG6EsXI+6bUoD/zyFwKI3w1huwTBT0fBjB+sAsDR8d08MXQTKXXehEYkhCP5sWaPhG5KYI5I6lIvi+JX23hXPophvC5CSTvLCAvfQp+GkLvfUmymlIrrpf4lENicDsCUm70wStE3i8aYlNkl9IY3jYgO0GNk6s2xSxkJ0iglQgYz5S+7CJcFy28Vitbq0LIrdQh2rKRBFYtsrmbAfT7E1C1teqjeBCZmpYVX2XSj1VhtyT6zBqJPpIx7PFi+L5lresisrnbJ7D3UAy5mqNTTwBLYqqKe2nFa1Nkl/dupY2cZDC/vZFThG2TQCcRMBbd76r7qy7r0HAVDuMamE8EGJ7tuQjCZ43kUTUy9asL48tOgPkZ0mz5ThqT9u7r6kRWwpoDEtaUQyqA4sfkvSiCO7cifzeMQe+YSIV8dknG77ya8WsWGDciD9IYFQ8vc9aDvV/NaxSL3uXy0Re12iNxzF7zw/WneIcf9yNwwxDeWp6seuylxp7s8vEYU1uQ5UHVsZw3ixm+qlVia0Zs3bMVSz9NIPBeSO9vXS9zrUQWKBfp9p5stJ4EWp2A/ozoM7Zpauy/VnQi+9UW9J+tXHQbz4DlUxnFZ0KpXHlbzZZvdZK0r0hgVSKbvx1A96GEXteXsvI7V8ysK4VLJUcWk7/MILjDLLKmvcZ/h7HlAz0ErItsF9Int2HgivpN8VrD3OW9Svm/kyKbH0P3e2HdOy9LXJKtmLNyQ321XiJb0X/OWxIgAecILIeJi9GnxiJbXLhXL4b1592cKTNZE+P/mLxdLcQMQ9CbLe8cBta8tgRWJbLLWbCrEVnTeTNdZCVjfvmFD+0qsiXveEV7snJWNvT6XkxwT3ZtZztrI4GaBMxh4qKz0EBkjWeX9RnZ6kQoa5EtHgVqtjyHsl0IrEpk8VsKJ/7qg7wEsDxcfCcE70cT0ILAluFikydbJbIK5i/1oe+UHkJey3CxeVHQ++UMMuc82LokoeE98vKHR2prfiQX4xjcutpwsSm7+PpTJI8Uz7ra3JNd9thHZZUbMc7YtsuUop0k0H4EzFtJ1tZXZPoXt6Rqno1tVjSbLd9+jDvVYvsiW0nImFwrS3yqL7L4XSbcPnkzkrzOrOZnBeHiRvUqEhrOGWda81Mn0D+40sQnIHfDh+1HJce55jnZyp6VmCwvBlr1LVuderew35uUQK1XJ9byZCv3T62wNCuazZbfpEOxCbu1apFVmTR/hKeByKqV/paVF+VHEJ1Ky7EgF9zHhjCx/yX6DzU4wlMn8Ukbv6UFpL6bQPTWNDJyfEh8ZfTsGUDgXyMYOtBT9n7hpccJRM5EENeO8Hgxcm4IrqkBDNt5d3HDNz7VElnxgs+4sPdCnm982oQ3HLvUTgQsRNacVGnRldLebLOi2Wz5duLY2ba21x8IMCVJtf4rB0vvLo7Iebvyg+t1Jt3yu4uZ9NTZtyZ7TwIksBkItKTImo/w4OAkniaCFUd4zC/db91hWNVf4WniL/e0LgFaRgIkQAKdTaAlRRbqS/8Pycso7li/jMIt+7EZeRG3/j7gFv7w78m28ODQNBIgARJwnkBriqzab3mtYvbGOMavppB6qL53SX21ovzZqU9GENjvsvW3WZ3HxxZIgARIgARIoDaB1hVZjhoJkAAJkAAJtDkBimybDyDNJwESIAESaF0CFNnWHRtaRgIkQAIk0OYEKLJtPoA0nwRIgARIoHUJUGRbd2xoGQmQAAmQQJsToMi2+QDSfBIgARIggdYlQJFt3bGhZSRAAiRAAm1OgCLb5gNI80mABEiABFqXAEW2dceGlpEACZAACbQ5AYpsmw8gzScBEiABEmhdAjVF9sWLF61rNS0jARIgARIggTYgQE+2DQaJJpIACZAACbQnAYpse44brSYBEiABEmgDAhTZNhgkmkgCJEACJNCeBCiy7TlutJoESIAESKANCFBk22CQaCIJkAAJkEB7EqDItue40WoSIAESIIE2IECRbYNBookkQAIkQALtSYAi257jRqtJgARIgATagABFtg0GiSaSAAmQAAm0JwGKbHuOG60mARIgARJoAwIdJLIFLExNIHL2MhKPgZ5PYsj83z7MnQogeCmHvq/jSH7uRlejQSvMI3rUh+EHXQh+O43Jg65GV/B3EiABElhHAnkkDnUjeWARycPKOrbLpqwI2BLZ/P0JhM9EEXuYkzpccO/zYOBYEMEDbigNVakVwBcwf8GDvjPZkjEH41i8CAz9LYCU9m0Qyf9OYvDNBvY+HMMWd1gvtGMcc7+MoLcVukgbSIAEVkEgi7Et/TDu7Op6zs3i1Zdu4HkCvu9dSKr/rvnR65pLNBa5/E0fuv36E0j9RLKvMLp7Fd3QLqXIrpbgWl7fUGRzNwPo9ydk2Co/bozPz2Jk11qa41BdS2kMbxtAVK1+/2X8/MMQuh7NY9v/6cYsPVmHoLNaEmh/AtmvtqD/bASzr0ahyaoqsrIwR10BtSeyusD2leo2FvCrF1qKbCvNvPoiaxYnDGIyl0Tw7QJyUyGcyA5i+mtP4/BqK/T2mdwYLsNjLa5IW8Eu2kACJNC6BAxB7TN7l8Z3qu85WFNo7YistRBqog7Da14xmZWIrB2bV2xQR19YX2TNoVGMyooroq/m2u1j7gdFtt1Gj/aSwAYQ0IUqANlWuuXH8s6mJrJJ+LI+JN21PFo7gkWR3YBB3ZAm64vsown09YYwb5im7Aki/K8hePf1wvWGyV7T6g7qXqcxKc37DcVVnx5+0a+NPHiK3h+GMfxNGrkdbgQ/jiDymQfKa6a6f19A6tIEoremkXksQWulB94DQwifG4K7uH9a0f7cp4sY/2RcEpyGMSvbsP3FPVQzYs1OF2LL+zCmkJBaLp/BxJkxxO5msJBX0PPhMC5fH4Xndz1cpO2imPoKO3ZuyBCzURIggaYJaAvzOcR/TcL/VuWzTkRW/R61Qsd2RFYeMVq4GKU2NjRcbM/mpjnyAjTYk80h5t2OE3crSSnwfDaBy+f86FHFdoUi697tRvahKRlJbWa3iN092f9Q6/1dBn6fJCM8tBgpxY94Ng7/2xXtKwqUfN7YQ5a6ViCyBZnsHhHmcssG9ZvBuLHKRNaunZxwJEACbUDASIKyinoVPdmi+Fru0doXrOYTn/S6kV2E66J42rcNnOYFv1XiU1lUUg11z8I31b+cgWx2fkrOQ0UymLQxeyCJ/ilfuXffBiO6kSY2THzCn3lkrkQwcTWJtOpJmj7KFzPInZd92RWKrHJEBu2aH64/c0h83I/ADb1+77WnmD7mQu77AWw/npZvFPivzyJ2xIWupQVEP34HwzK5LNuXgPZoOoXIfgnwFApAl6Q/1wwXmyeR4ckWMgi79mJMM8WNSCaN0T1bUXgyj4U3e9Fr4cn+YdfOjRxptk0CJGCLQFWyk/mqSpFVf6vau7UnslXt2PJki88sY9GvedmVoe2KULRFvUVRLe0rV9pssdAoPkfLBN0W0o4u1FhkTXgKzyWEejKA8J2i2BrCtCKR9WDylxkEdxgNPIlh799PIKP+90gSi9dl+/9oN3w36o2PsU9sbv9AHE9TItzmy5oRWXOI/PMZ/FGZ3FXVV499Ozt6qrHzJNAGBBplD1uJbJXQ2hBZq6QqVS7VEHJdT7FG3WX1mUVWEqHVveV3K5OpKveEy+utynw2hq6xfW0wxutsYkORzT1ewLadPdhaNMycqYuNFtk6IdyViuxPY+h+L6yHm9dMZM2rznUeYTZHAiRgk0CNZKdGnmzx92Whm5UgWINzsrXEWnMIUDrWU2V5MVxceZ7WLJK6sOovozD/u/zFFKo3O76jeJbXQmStxF6176KL4WKbM0otVl9kf5Pzpe8OYE7CA9GzfvRKolHue5+EcI3D08eSeHltEFvNR312jWLmfgSerUvInPVg71d62pT/1iLiBxWYY//L4WJIuPh4vXBxL0Z/zCCyT6RewtfzD37GS7XSv7jQ974LW2t40sscmvFka4WLny9g8Y0euOqGixvY2cTAsCgJkMA6E7ATrq0ljhVCW/+IjxRea09WMkj0vVpVfMu9VOtjQfU9WX2LrVrs6ck2Pyfriuz8N/3oO12RmFRsQ/Fi8v40gv9QvyiIeHoka7hW2RHM/DIOjyQzlW2wW9lbmfj00SDC96tfhaHt08rmffywBIbXUmTFpvzdYQx6o80lPtmxs/nx4RUkQALrQqBOspNdT7ZCaOu/sKL4LDSdarAj8oaYhuW9BaXMZ3t7suZzvbb3ZM37r9yTXdFMbBAuXkLubhLR2wmktaMs0oZ61OboMIL/9MNdFn1YkncDRzHxXRzT9xe0cKuyU16/eGgII/8aRI8RbzaL7Oi1abx+L4TLN6W8Vm8II59JWfPxICPxKppII1V8reNBLwKfhDG0xzBgjUVWIylHeKLn5OjQVNreER47dq5oiHgRCZCA0wQaLv7Nr1VUz8lWHu2pNFCeSWMPPBht8O7gdcsuNj8jxdbK7GKRfItXQRribcpgZnZx8zOx4Z5s81XWv6LsnOyavKdzrS1kfSRAAiTQqgRq7cm2qr20iyLLOUACJEACbUOAIts2Q2UYSpFttxGjvSRAAh1MgCLbboNPkW23EaO9JEACHUyAIttug7/uIttugGgvCZAACZAACayUAEV2peR4HQmQAAmQAAk0IECR5RQhARIgARIgAYcIUGQdAstqSYAESIAESIAiyzlAAiRAAiRAAg4RoMg6BJbVkgAJkAAJkABFlnOABEiABEiABBwiQJF1CCyrJQESIAESIAGKLOcACZAACZAACThEoKbIvnjxwqEmWS0JkAAJkAAJdAYBerKdMc7sJQmQAAmQwAYQoMhuAHQ2SQIkQAIk0BkEKLKdMc7sJQmQAAmQwAYQoMhuAHQ2SQIkQAIk0BkEKLKdMc7sJQmQAAmQwAYQoMhuAHQ2SQIkQAIk0BkEKLKdMc7sJQmQAAmQwAYQoMhuAHQ2SQIkQAIk0BkEKLKdMc7sJQmQAAmQwAYQoMhuAHQ2SQIkQAIk0BkE1llkC8h+NYzZ/eMY+T9bO4OwRS/zd0MIHJ9Arncc8VsjcL9hhSKHxKkouj4dx+DbHYuKHSeBTUMgf9OH7ikfFm/5oWyaXrEjjQisq8jmbgbQ708gDw8uL8xg6B+NzNuMv+eRONSNwG29b8HUS0weqFxwqIsRD/rPZgFlBNO/txtXSgAAE1hJREFUjMNrKcSbkQ/7RAIbSOB5Ar6/BZBSTTgYtyWI2a+2YHzHIpKH60snRXYDx3UDm143kS08HIPHHUZW8SAyNY3R3V0b2O2NbbqRJ7u8GNkRRPLeJD3ZjR0utt5JBJ7nkX9LxNKu1ynPtS3uOcR/TcL/Vn1QFNlOmkilvq6byGJpHtGT4yicjmFkV+cKrK1p9iyF0JlZeM6LB8tQsS1kLEQCa0nAliAaXm9f9pU4DY1bt1Vn42pYos0IrJ/IthkYmksCJNC5BBoLor7tkzzQOExcpNi4zs7lvZl7XldktUnh13YnMPjtNHy/RhG5kcZC3gX3sSFMfD2C3t8SCJ8KY+JuDspOP0JXohh537THKB5s7Iz8PiXXoQf+UzGElHH0HTXqTeiTtLRfq7bmRiSbkdXhIhJH+xG4kddsUPZEkPphtEaikNUwZTG2pR9h7acIZnO9SJ4c1mx17Q5i6HwEI3tK+yjq3kr/Wb2eSPpnuO6HEP4mjV7DRqCAhakJTHwXx/T9BdlbVtDzoQ9DpyMYMvcZS1i4GUHofBzpx1JqpxeBM+MIH+6BSqasHfMqOJ9B9FwU8XspZJ+oHe6BZ38AQ6eGMLizxNR8/ei1JApTYcTviD1SXuUb/dyttcMPCZDAygg0EkTzPWg8MTD7Sp5NdZprVOfKLOVVrU7AtshadmS3B55nGWR0DTQ+Xkz+Mo3gDvmvhD1P7PMhpgqG6aMoCvJ5/aLBZQFDudAqfowczImgSfKP+tktInmvGYFVLzKLrBvu3VlkH5bb4j43i8yXbqgBbPONU23j1lIyUhUMBf7ELOKHXdovuf8dwPaP0+WlTPZbiezynrUlaBeCt2YweVCvv/oGr+jTxTnMftZrWRO/JAESaEygriBq+7BhcQRKYWL9npRnVB2hXa7zVA7dcn3xY65H+86ov/j7oDxbfFP9Jq9Zf64hEcecX03SUtsNIqd51nH0yXdhDBr7xOWJlpqzIY/UflkNlGytcEYaLBYa02MJMwHbIqsciWP2mh/bHoTh8YxhXqulF6OZDCJ7XpZ5nEM/vMTlD7uQOePC3gu6mLrPzSD9hQdbf5/HhL8Pobu6GWaRVT3F5axas5UrTgAyTx4RwusihEdcKDxJIPhBAAnNtNKioExkj0wi820QPeISFgpA1/MYBv5+Aqp0aiyu+uHqEo/1ShDvnBSvXBnFTC4CT5d5Ugdlol+WhIguvQ5jK7pKZHdlEHbtxZhmjxujablt9itYehzD0L4Thp2SBPVfSYJ6s1xk1UVCWhYJuG8aF5tZkbwVSIAErAnUFln9mTJncg70Goz7/t1ZvFLvR4vPcmRQ7tnlMpWCXVPAzc9K47lWdp8XnztmoTe+gylLejl7ulROs+tJSLMpK/+WeBpGG2RKc97YJ2BbZEtiaL3qKQstaxNwEWPdfQhrwjGCmT/GRYAMw/4dxpYPxixEVv1qCamT2+C7UuyEG5f/M4uhnfY7VSppsnXfJJ7+GITuC6re5l7xNjPav/23FhE/qJR5iKMPXiHyfqmm/O0Aug8l6hqhX1MoW1xoF1SEcatE9rUxdL8XlttUPrISfZoSATdayp6VFfJX+n9GfvwD4/u6aoSbswjLza9RpciuZLLwGhJYJlBTZDWRSsrWWXU2caNwsP6M7KvydrXnwX9UIfQgox7vqxLqyv1fK6G3EPlamc/a9yVPtpZdnA5rQ6DlRHbp32PwfiBHfUz90zzH6yXh0X56lkboeBATv/Zh/EYSI5ZHglYuspUhHDsiW1qILGH+Zgwx2YfOPMjIHrbemeLvVSLbNYG+3pAeHViFyC7vP1Nk1+buYC0dS6CmYNY5smNLZC1eRlESuWLItzqZqvwsrhEuLstqtkjEqhDT5cHUFgo5hMxh4WUPtxhm7tihX/OOOyiyW5sOF5fvS7rh2ZND5r6uUK5jScxcGzQ8PPEWT7+Ovd8YPCq81BIl63AxniUQcNcPF1ftkzwphYt7v5xB5qyEvl+TINGjDH5+qbb4Oly9brgkvJy7E0Pu3QA8b4vrLmHcLRJeVz+9slc6J3ul1XuyEkLvlRD6I7WUOVwcRfDdYf1gPKzDxSU7TX2lyK75jcIKO4vASsPF9bKNG3uyfuRUrxaVIWdrTxaNRLaW111LfNUhrvdbZ02BNeutgyIrWbvPJfFpT3Xik9n6ondXeDQB3/4Q0pqmGolEH+Yxtk+yg41kJfcXsq97XsRN9m6bF1lrZrUSn6pEVt0vvjCAwTMZPaxb8Vn2tn9LY/jdAUSrCrkxPj8rZ4Sts4tXmvhEkV2ze4EVkcAyAccSn9TTGjb2ZM25KsVFeeWWXUORLe4T3zbt01btyVZ4xRTZNb8LnBVZ1dylBSTOh8qO/gz3zCJw2nSEx50xeZYKvBfTSIrHp23hlnmdagKVkQ2sZi5/OIRYwWa4GKOYTL8u4nwZCTlWox7hCZ4ewciBHr0d+dQ8WmPCnr8vx5iuyNGc21nk5HvX7kF4/UMIf+KBIp4tlnJI35hALJFG6qFWQo47BREyHcNZyyM8FNk1vydYIQmgUegX5tcvqrxsRI9sZxdX1F0zu7iRJ2vxXLPMLi5rj+HitZ7+m/xlFExNX+sJw/pIgARIgATsE6DI2mfFkiRAAiRAAiTQFAGKbFO4WJgESIAESIAE7BOgyNpnxZIkQAIkQAIk0BSBTS6yTbFgYRIgARIgARJYUwIU2TXFycpIgARIgARIoESAIsvZQAIkQAIkQAIOEaDIOgSW1ZIACZAACZAARZZzgARIgARIgAQcIkCRdQgsqyUBEiABEiABiiznAAmQAAmQAAk4RIAi6xBYVksCJEACJEACFFnOARIgARIgARJwiABF1iGwrJYESIAESIAEaorsixcvSIcESIAESIAESGAVBOjJrgIeLyUBEiABEiCBegQospwfJEACJEACJOAQAYqsQ2BZLQmQAAmQAAlQZDkHSIAESIAESMAhAhRZh8CyWhIgARIgARKgyHIOkAAJkAAJkIBDBCiyDoFltSRAAiRAAiRAkeUcIAESIAESIAGHCFBkHQLLakmABEiABEiAIss5QAIkQAIkQAIOEegokc3fDSFwfAK53nHEb43A/UZtqvmbPnT7U1qBwcQikoeVtRmCh2PY4g7rdZ2bxasv3U3V64hdv2URPRvBxJU0cjvcuHxzFr5fVtP/PNKnAgheyqHv6ziSn7vR1VQvWZgESKARAe1ZMOXD4i0/aj+d8kgc6kbywBo+wxoZxt/LCNgX2XwGsYsJJO5OI/M4D8jDeHCfD0NnRuB5qx2o6pMtcFu3NZh6ickDW2sa7oiYqa21msg+TyHwng8JGdLiJ5J9hWBuFSL7PAHf3wLQlyhBJP87icE322GO0MaOJ2C+P+stsM1z/GC8jtBlMbalH8ayus6C3W650gjZElmtP8Dsq1E0t5zv+JmwZgBsiGwB898F4Ps0hZxFs+oDeXT3mtnjaEX0ZKvxzl/qQ9+peflBwUh6AePuHOZ/60X3/1uFyIKerKMTmZU7Q0ATpDnEf03CrzkOhvBZRZye55F/S/zHut6kfv3cciTMWOi/WxnBsluuvNuNRXZ1XmzR0WinZ7wzE2N1tTYU2flL/fIQzuqt7B5C8vtxDP5Dgn+/zSN2yov8ycW2EdlmUHWKJ5s9uwX9X6lkBk0PF8Cx/jczCCxLAutGoIYgaR5rEr5l4bUvdNmv5N5ChaAaHnCfyTmxW64SRUORXaUXqz8DUPZcWLfh2EQN1RfZJzEM/P0E0lqH5SGckxXe26be/55F9okb7l2biIjRFcdEpqXCxeYQOkV2881i9sg+Ad2bRFVkrtb3es01hc5CTIu2lImq3XIWHakvsqvzYu1zY8lGBOqKbO5/92L7xxm9js9n8MfXnroJLEs/xRA+N4HknQVgpx+hKyF0f9tn7IOWHuLaJDurVxt58BS9Pwxj+Bs96Sb4cQSRzzxQXjOZviRe85kwJqbSWEAP/KdiCCnj6DtqlZi0hIWbEYS/TSH1UALcap1n45g84kJZu+abyVx/3gX3sRGEejNaiFxbXpgTn5qx5c8c0hfGELkek8WIgp4PA4gc6ILv+JjeuUaJT83YpSUvSULXvZS0JXWr/T4awshng+ixTPAq36M2T5Rae7LW/Mx7SRFj78fqO72FpccpRC9GEb+bwYK6D6zt7QcwdHYInjXKLWs06fk7CdgmUBVCLr+yptDV8yLNv9kt16zIrtKLtc2HBRsSqCuy5odqowzb3O0T2HsoVrFvq0BRZO9CS6qxFln3bjeyD41wdNHc3fKwvicb9ao4PEvhhCRYxVThMH0URZF69Wydkm05JI72I3DDlMVjEjNLkahRv7mt5fqbsUW8/LGPBhG+X2GLueJ6ItuUXQkE3IGy5KXlZswsywiuv8jmbgbQ70/Ijq3FR/EgMjUtWw/MQ25417LAOhEw7hHUTmyqJbJ1vUyTALrq7ek2EMrabdTwYo36IufCCBtOjrrQX9wxvnySAuYkror2l9s7lUP3Kk5IrNPgtUwzayOyhQzCrr0Y056ebkQyaYzu2YqlnyYkczVUCjcb+xpmsVOOxDF7zQ+XeH2Jj0sC6b32FNPHupE548LeC/pj2X1uBukvPNj6+zwm/H0I3dU5FkUw9/0Ath/Xg9tavVel3teWkH38UkLaVp5soYn6tzZRVoG1LTmkPvXBd0VNNJJPTZFdqV0l9sinEdo/gIlHgM7SZTHpmgsXr8qTNW89KH5M3osiuHMr8nfDGPSOSYqJfHaNY25+BL0tc3vQkE4moM/38m2USh4tKbK1xNnYqlp2GopbV8vCWpGYZSWy6rHG4nOrTqi7k+dNZd/th4u/lA38czWSwH8aQ/d7Yd1DqQgrWyXWlB7WHkz+MoPgDsMseRDvlT1gLUB9JInF6y7EuvsQ1ioewcwf4/AUHZ1/h7HlAz3sqk+aLqRPbsPAFfWbinqN6qtFYh5jtutfbKIskDraDd8NC1ueSSKFyzjeUlNkV2pXjal9II6nKVlwVP28fiLruh1A96GEbkHZXJLF1eB2BKZqjxtvWBJYbwJ2M2tXEi7W6+7Tt1bqeKtl5SwAWLddZy+2RvZ0KftZtqTNyVqWImvYrdlTmRW93qPUHu3ZT3wS7yOejVcnPj2TxKdCK4hsHWHrdJFFca+0clKun8j23BnGto+iFNn2eC50tpWVHl8dGi2X+KTaftFlfW63StCrRVIT2f8Y4fFa4eLll19QZO3cKA2O8MgZ2Qse9J0pHeGJX4nAv0te4iCJNhPHB1E4I0d4dq1BuFh2cxPHnQkXzz8poPcfikXi00rDsisNXTsdLh6UyEBcIgPi7i/lkJ3P4Q91Fmx7B55dVllFzYls6UytRA8kBJ1UQ9DPYuKZn9BfPKFEMLc4KuFei8Sn32Rv/a+yt66VM4WL74Tg/WgCWgCd4WI79yzLOEmg+JKJRkmJhg319l7tHs2xW65qiVy1n6vfz7lTNd5dQJF1cubUrLvhOVl5WmP+UgDeU2nLhJXiQeX81An0D1YmPpnbtU58srTMnKwjbyQ6sac68ams5mL2b2Ee0UNeDN9pIvGpmfqbKSu2THi9CK008amZtuomSck+bTZTI6GoOZGFhLprJljJgHivyt7vP9WgtHV2MROfNuQeZ6O2CRjztu4bnMorq3+Mxu5LJuyWa9B2PS9WvZQia3smrGVBGyKrN1d4nkH82/qvVVx6nEDkTARxOcKT147jDKMnG0BI22+zFtnRa9N4/V5I3pdrXGN17GRpAYnzIURuyBEe7YjNEIZ7ZhE4XeMIz1QUE1/HELN9hKe8fu/nEQy5khg4aXWEpwlb/swjc0ky+a4aR3gOhxA78BL9h+we4WnOrtR3E4jeMl57qfTAs1+OxpwawqAkGFl/mhRZtRJ5vWb0nBzBKR4Vkp1e90EvAp+EMbSn6C3zCM9a3qSsax0IlL0KtLq9Wm89avhCiLIFZ733oK/2tYoNvFiK7DpMIusmbIvsWlpY87zqWjbCujaQQG2R3UCj2DQJbF4CjbzYzdvzlu8ZRbblh6gdDaTItuOo0eZ2JWDDi23Xrm0Cuymym2AQW68LFNnWGxNatGkJ0Itt6aGlyLb08LSrcRTZdh052k0CJLC2BDZEZNe2C6yNBEiABEiABFqTAEW2NceFVpEACZAACWwCAhTZTTCI7AIJkAAJkEBrEqDItua40CoSIAESIIFNQIAiuwkGkV0gARIgARJoTQIU2dYcF1pFAiRAAiSwCQhQZDfBILILJEACJEACrUmAItua40KrSIAESIAENgEBiuwmGER2gQRIgARIoDUJUGRbc1xoFQmQAAmQwCYgUFNkX7x4sQm6xy6QAAmQAAmQwMYRoCe7cezZMgmQAAmQwCYnQJHd5APM7pEACZAACWwcAYrsxrFnyyRAAiRAApucAEV2kw8wu0cCJEACJLBxBCiyG8eeLZMACZAACWxyAhTZTT7A7B4JkAAJkMDGEaDIbhx7tkwCJEACJLDJCVBkN/kAs3skQAIkQAIbR4Aiu3Hs2TIJkAAJkMAmJ0CR3eQDzO6RAAmQAAlsHAGK7MaxZ8skQAIkQAKbnABFdpMPMLtHAiRAAiSwcQT+PyY6BvEoqvghAAAAAElFTkSuQmCC" alt="" /></p>
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REF: 0699-100-406
FITTING/CASQLL INSER MANGUERA 1/4IN ACO

$39,827

ProductoNombre y descripciónAcción
FITTING/CASQLL INSERCION MANGRA 5/16 ACO
Un acoplamiento de latón reduce la presión disponible para herramientas neumáticas en alrededor de 1,02 kgf/cm², mientras que el diseño de acero con una mejor tecnología de la válvula reduce con sólo 0,1 kgf/cm²
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FITTING INSER 3/8 MANGU BRONC LATON
FITTING/CASQUILLO DE INSERCION 9MM(3/8") MANGUERA - BRONCE LATON
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