Pnömatik Redüksiyon Nipel - Firetech
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KPG06-04
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28,06 TL
Pnömatik Redüksiyon Nipel - Firetech
Farklı ölçülü pnömatik hortumları birbirine bağlamaya yarayan ara ek düz nipeller.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAW4AAACDCAYAAACtD/FnAAAY10lEQVR4Ae2dzXHsKhCFJx9n4Bgcx904ES8dhGO4WyfxdjcYveKn0aHVaJBGmgFxXOXSH2qa5uMIIaG5TfHvv//+k1Uuj47Av+/p/Xabbu/f07+jbR9hL/r35+8RxtqzQbbbqxN6tC8CwvLNnX5zosJ/xoAMkAEy0DwDXrOdglO0eeEiA2SADPTBgNds7HH//v5O/GcMrsSAiNGVysSyjNlGhWWv2RTuMSEYpfEL7KOUd0s5vz5cD/Nj+nIdtp/P6e12m94+f57eefv5fJtut7fp8ye0xcwvdiZTfQjLFG5CkaDY0uB7Siuw9+Tzs3zNBJLC3XxbEJYp3BTu5mF9VMQE9kft8Hzemb6aAWGZwr1LuL+mj/jk/eNLwzwf87eg8dYvVPjP9PX5Mb29wQOQt7fp4+tn+sn8QBuQ1uXp0n9+qfTaB25jAxPYcR/XHSPbeVzybrP28/U5fby54Q/h9216+/icvrL2MHNu2Q13A7fp9vF1+c5FLY8STwp3Jpg2hMugloCb9+N4XTj/Z/pEwU5AR7DfPkGM0Y6Ar5ZZ+lq/x0wnsC/rccx4PMKjJbA6rl8fKNiKWxjH/v2dObfsUriXfArLFO7DhPtr+kjCPD9kEajDwxcHcehhp/1fH/6BkKuQ+aFQGegfM/2ygsU+l7+p18dYzJwcxeMipl8fMd6a8/Dg0wtP6nSUOXd2KdxzfUmcKdy7BFsCqYFbF+17PYvfBHt8un+nJzI3OkkvfnEpgONSYMd9Y69rfhU3G3mcYznfVc6dkNm24zYfLln3g8I9x05iLCyzx71LwBG4GVYXVOuWbynMukLEnvTUZbtgLz79Xw7HaLvcdsAL7AL/8MuFMGtOhL9KHqUNbeZS8rE5p3DreplZpnALdJuWM3AiCmmZbgMh6NJQrGM+31n8g/DP9s0LQeqRS8OCvDaVY4zzpG6GF2xh43AeI0dJuGvvBNc5p3Av26ewTOEWmDctZ+BCIN+mz08Z28Ox6hj4wxuK5E/hrhFjgb0m7RBpDueRwv0sboRlCvcmwZYroAhneNiYz/Zy+1SPQxqK3p/yFnsixLJt30LKDDcOlUh9rC8F9mc1rubzOZpH4Tj1uIXj9XpxryPKm1bWnaX0uK3x8uZjLDE5eCksU7h3BbYgrAlc/e7pnN6CcPmwcU5vAX1/zPxegxnruMA+amNflnvm6xAeUxuahdiy67h9e/uYvn5kSv1a+rVjY/GL9ScsU7gTdFtgmMHXwjqLcN5blt7D468Dzq9VmY1jV3m2lL2/tAI7NoDR14/iUcdx5r/mdUB45c+93/0lgv47uddepd50G9N5jrQtMaFw7xK6snDjq3+37GHk3IOQ4GfLLO1sP0uDk3ay9P2J6TMbm8TwmXm2n9exPGInon4CjuP2DuvkPJs1KixTuA8X7t9pHsrQDyoLU4wXU9hXYOaU9wzkGoEU2GvSjpXmAB5jZwKF28UwTHnHWZP6HW7obPx8TZ8fb2kiWqgvl56fdtA8CssU7l3CDdDx/M1CqmE8e1tgPzsf2sd2gT16NwyCx7i+lxVhmcJN4W1eePdCLucJ7LLN5ROFUx7Y80NRh7QzYZnCTeE+BKiWxVBgb9nHq/k2P/x0X7R0b5I88WJx4TYtLFO4L1zJVxODveUR2Peez/Mouq0wICwvhFsOcIkPVrhOHsgAGWiHAS/c/JX3diqEjYN1QQbIwD0GFr/y7pScf4zAlSIgjeBKZWJZxowAsnxzIcAdY4aEpb5qBMj2VWt2vHIhyxTu8ep/qBIj7EMVnIW9XASQZQr35aqXBcIIIOy4n+uMQG8RQJaHEe6/f27T7f17+mfV1t8/Ybjoz19/1KfFb4PgekyzNPN3+oPp3Pq9/Hz69+nbcurf9/SO9or5Kk+kLGu24ZTVuEC6XlcR9l7L0ITfe3kE56/OGhT1lFVkmcIdhQ51sQxYFGclyP++373wo41p+jd9v7sn5H+mcDmIdenzA7HW2y6Z25flEfPNM1jCoW3pbX2GP75ygdHpO9xG2Dt0vw2X9/KI3g/AGhb3jHVkeWzhLghbWbijqN5AeGNPxNbUKN7pYNh+V11sn9+dNOHioC4CGR01tvEEuEPILhKYpv91hL3/0ryiBDZX93lEX8dgDUt8xjqyPK5wF0TbBXxVuJVQr6adpskBPmtyGP5I27F2s0bg7cOFoZYA5ZecltmWndEv16v/XhtCgvS9riLsvZbhpX7v5RGc9gwOwBoU+ZRVZHlM4V4RbRfxVTHOzrV7I8VaKzUCbzP2ptM69FJut0n30hd51NiWkyDtalklfcdLhL3jYrzO9b08iscDsSZFPmuJLI8n3B5EN/Zc7tWWxUyPNYdt3YMuVpzP28gX9ocesh4bDxeI21pGYCPLf7E/v9iUy5pZ6XYDYe+2EC90fDeP3uexWDu7mpDlsYQ7vWkRhVA/OIyR92KGb3TAet7ztYV7eT72pmuEu5RmZYx7IdCpMNlFSm5b5UUWCvfZza1v+0G4d/AIw3GjsHZ2TQ8s3Aig7j3PYa8Xs2AjF/PZjl/zghoFF24bs1SQJjQUQ6D9ubd5vDwz4FvJ9G7dRYDtyci/vqw6wz62EfY+PG7LyyN5vDprZ9ccsjxWj1u/PeFFbTl+vAWwu2kXwrkU36xxYHokAUQ3pJ8/xuMvHAVhR9v6PAFBlmsjMehKT+tStp58bsrXnTyOyNrZ9YYsjy3ccjuneqp3xRhrqCCYKUkGfj7mJ2l8fkk17eEX/253YWgn2KmxLTnOy01lnU/rZg1h78bpphzdy+OyEFdnbVniY/cgy8MLtzVRZitg0rvQQybejhsfT6JsvAfuhR2HcMIrhPkEHFuUF1hoW3p7ccKdN2iM9L3tQth7870Vfz3f2d1qJY+qAFvblTp9+E1kmcLtcIi9ZpnluA+wOGYODzLFniZOhD5URC7aKa0XXTUckg6WV6psw+n7ygoGGl9F2Bt3tW33dvKIhbo6a1jWM9aR5WGE+4xA0mb7EUDY2/eWHjIC5QggyxTucpx45AIRQNgvUBwWYeAIIMsU7oFBGKHoCPsI5WUZrxsBZDkTbjnA5Ty2zFgwFmSADLTEgLs03fhjwYSyJSjpC3kkA+sM8MeCr3tXxZLFCIgIMCCMQO8RQJazoZLeC0b/GQEdAYRdH+M2I9BTBJBlCndPNUdfN0cAYd98Mk9gBBqKALJM4W6oYujK8RFA2I+3TouMwPMigCwPI9yrs7ZkVlicmu7TZjMg4WEBTl/P6syYOZlNE4bEkp/Pw545mc+AXH6YCqzlqxW255misVzFMuWme9xC2Hv0vxWfd/OYZiVfn7Wz6wpZpnBHoUPtKot8FGclyAI12rC+geIr1ucHYq23rQ9fGT6akGhbetud5PZl/scy5c6b5nvcibD36H8LPge+NbMVnYnBWDu7rpDlsYXbErZNP102f+fE1r3wMZ75I1P2x3n8hSIZ0OcEHPI0FiL1tvXHsELDNL4BbmXT2T6EvTPXG3H3WB6vzNrZFYYsjyvcBdF2wS/3uJdCvZo29p5nTa74seBpZ0MpfF42ayg+DfScziatAfsIewPudOjCIzyOxdrZlYssjyncK6Ltgr8qxtm5di+3WIEl4fQ25x7vrlvTGtspn3w8XvfAi/53eABh79D9JlzexeOArJ1dWcjyeMLtgXIPSsq9gbJw6/HgsJ161Pdqzudt5GvtT36u+5qytGy4g7A/NEBnb75IpLH46kKkHLtYQdi7cLhVJzfyOCJrZ1cdsjyWcKe3OOLtXyZgc9i9cBfeKsl7p7ZwL8+PQgkiOueWi6vbH84HcY3DIHnemYVMoLMjkOei5yQJfRrIT/ZfYImwX6A4LynCHh5HZO3sykGWBxNu7O3q3vMcdg9q9ubFfCxfCzbuC2oUxZrhjCjSugMcGsKKuFbYLtoo5JmXtc8thL3PErzY6wIbRZaiu8XjBXsvLmUX2SPLYwm3FuN4+6eFt16474yHOxywN1uANoMcesgZTbA/pI/vxd7ijx1X2zbE35+LF7Us5643EPauC/Iq54G7zAXYb/Loj4/FWhafEzaQ5bGF23pnWoYqtMiXKqIgmCl5BrD9MNNfKKSLXbKX2UnWYaXC9mQP7WQXF7B4hVWE/QrleXoZdvM4Hmtn1w2yPLxwp4dzMN69pcftKkt6HGbP3Y2Viyi7xNBT8RWtt+XCAf7ITEdtfwGKtqW3xdfsomQL/sJ2pzsQ9k6L8HK3fXvYwaNvFwOxdnZFIcsUbhft2KuQty22CneosDhmnj3UNG4VRTxTOnuIIjQWNRxSQYZcREIl27bDxWO77Yrsm0uCsDfnXEcO7eVxJNbOrk5keRjhPjuotN9mBBD2Nj2kV4xAXQSQZQp3XcyYqtMIIOydFoFuMwI+AsgyhZtQXDoCCPulC8rCXT4CyHIm3HKAy3n8l7FgLMgAGWiJAXeF4o8Fp4eEhLMlOOkLeSQDNgP8seDL31yxgNL4GQlGoPcIIMvZUEnvBaP/jICOAMKuj3GbEegpAsgyhbunmqOvmyOAsG8+mScwAg1FAFmmcDdUMXTl+Agg7Mdbp0VG4HkRQJaHEe7V2ZB+avg8NV3PEpOA+SVOX8/qzJg5mU33zRKHDT9j055dmc84K8yANEzWnJfPrqz47UArn072Sd114m5bbp7A50jsHV2ZyDKFO4o26nFZ5KM4K0EWGNGG9Q2UvCJF6A3h1t8Y0du5oXlLp9Pbabo9XAh8muuKN8I+B4pr9yNwPJ+hnYzD3v0Yb0uBLI8t3IawuVCWhdv4SFTp62m+TuIPNuSKHj80Ja/6aOG2P/rkfdJ2snqvOc/2577tLKOuNhD2rhx/pbPxYh5idyyf2QfXpK2tcv3KQLSVN7I8rnAXRNtV1apwK6FeTRt7uBmXsVH4L/35ddUwlH1BJ/RWVFo56JZV51G4MWRcNyJwFp97fwTbcHHUXRTuFdF2UKyKcXau3cutBqso3HA7KcastHLMLb1w3z9vtNtVhB3DxfWKCFjMVXJmWR+NPSsGj+xDlsfrcXsY3TCFIXIxqmXhjuN+qQsdttPm1lqxGobfZ/hW2i95lo5b+/0+Gaox8hKbF1gi7BcoznOL4DlRd3kWT86r0n7t8UDs6aI/uo0sjyXcfnq7E6o4ZIAfh4eoeuEuTIXPf8zAFu7l+Qp+yevIhlFqOGp/8A38iUMsebnEwf6XCHv/pXlyCY7kU+5ksc1dnL2jawtZHky4sXepe89zmMs97jlNWAs2VkXPgl/MWMf23orWnBcbir5DuDt+Lv52uETYO3T/tS4fzufy7aUrs3d05SHLYwm3eo1P3nnWwlsv3HfGw13NWfBLjVrHKsQ1wC5DHVt/LBgvXtER74exX/zseImwd1yM17h+JJ8lxkr7X1PipnNFlscWbuu9Zrml0yJfqtKC0KbkFvxy0DxmP/D0FxPdVRY7fllxXslX04/MeLcbCHu3hXiV4yYXFZxZ/g7InhWGR/Yhy8MLtzVRZkuP21WE9IDNnrsbKy8JrtkwpJcOPWCfDrZLta/T6W25KA00zoiwl8LG/YUIHMynb1cDsVeI6u7dyDKF24Ux9gae9WPBqeZKDQMuBqGyKkQ7GpWLyNp5oQGpoZbk1LVWEPZrlewJpTmBz5HYO7qGkOVhhPvoINJeHxFA2PvwmF4yAnYEkGUKtx0j7r1IBBD2ixSJxRg0AsgyhXtQCEYpNsI+SplZzmtGAFnOhFsOcDmP/zIWjAUZIAMtMeAuS/yx4MIMyZYqir5QOMgAGRAG+GPB17yjYqkgAgI77OIqI9BlBJDlbKiky9LQaUZgJQII+0oyHmIEmo8Askzhbr666OAjEUDYH7HDcxmBV0cAWaZwv7o2mP+pEUDYT82IxhmBkyOALA8j3KvT2P0MsXlqup7dJQHzy9L09Sl+bRAfdt773omfsQmfWE0VL5+dnR/I6On0KalekbJ4P+wZl/nsyuUX27TJnrel7nouw8t8P4HPkdg7ut6QZQp3FDrU47LIR3FWgiwwog3rGyh5RYrQa+EW0Z5FV+wXv3kihn1Z5vOsj9sHWzrNdcUbYZcwcVkTgeP5HI29mihvSYMsjy3cWuhiFMvCbXwAqvTVM28rinCu6PFTr9KbVsJdsBegV2mzWq/5apvtjy+v9jGz3e8Gwt5vKZ7seXbXpph7kE/d+bgye0fXGrI8rnAXRNsFe1W4FbiraePHojJNjI3CD334ddUwSrW94q8/RfklZnLBp3BLXLgsROAsPvljwYWA1++mcN8RwVUxzs61e7nVVeFt1Qm39wk/iakz8cINQyByXOUx2u0qwi4h4bIyAoqdtbPu8pm+eAmMevvXHaZbi9eeY8jyeD3uCEuzPxZs1Wj0efUBpU8DjULsWPtTDNxwjXGOnHuBJcJ+geI8twiek4qOReRplU/xfCD2pMhHLZHlsYQ7vWkRhwwKPdjQe5Ax6HyZwxke4GRDITLUgm+XFPJZ/VkzqW0BXWcix2Xp0xkirPYvekZxiCUvlxjtf4mw91+aJ5fAs3NHuGv5TO0C7F2cvaNrC1keTLhR2OJTc0MQvbipN0fsSgg2VkVvDf61Yy7D2ChW7YtjNUMlsaHoIufj4GLwGkuE/RolemIpDudzOSxyZfaOrilkeSzh1mJcEMZ64b7zINPV3Br8K8cC0PGHgBUBckwq0gt7jSj7/PDiFQ2X9qt8e9yUGPXo+8t9PpLPEmOl/S8vfHsOIMtjC7f1wERu6bTIl+qxIJgp+Qr8JVEXYdY942TTXLEflPqLkBgq+brmo5lXPzsR9n68bsTTAhe7+ByQvaNrEVkeXritiTJbetyucgRkPaTh7bixbhFOXZNWw4iAa1v6VHPb24Metd6WixKOuT+Sn+lEWzsR9rY868Cbg/kM7YFj3HtrHlmmcLsoRvFq4ceC5SIglZQvQZQLtZ+fb6dPF5T4AHXXRaKQf2u7JX6t+dWFP4Zw53zlD+5r3lAaib2j6xhZHka4jw4i7fURAYS9D4/pJSNgRwBZpnDbMeLei0QAYb9IkViMQSOALFO4B4VglGIj7KOUmeW8ZgSQ5Uy45QCXeuyO22SCDJCBNhhwlyX+WHA2w7GNimEDYT2QATJQYoA/FnzNOyqWCiIg8MMurjICXUYAWc6GSrosDZ1mBFYigLCvJOMhRqD5CCDLFO7mq4sOPhIBhP0ROzyXEXh1BJBlCvera4P5nxoBhP3UjGicETg5AsjyMMLtZ2yVvj/iZ4jNU9P17C4JmF+Wpq+38mPBAo+fDQrTi2W/W0p5/YNZe3YlJu95Xequ5zI8zfciM/IZ5PmB4ebZtkXbY/H4SF0iyxTuKGKox2WRj5+CVRcAmQaMNqxvoOSVFm3hd0N8Amkks6CK/eI3T3LDriVMf7woG8LtyzvbDiIO2wtbfe9A2Psuydnel5ghj2dHvtY+sjy2cGsRixEsC7f0DkDo4ndOctGWqojQ64NZj1eJa8FeEG+VVrLB5Zrt+Lt/urfky6t9RJsdryPsHRfjXNfXmCGP58Z+g3VkeVzhLoi2i+OqcCuQV9PGLwdmmhgbiRdPv14hxsGp+z8zds+28l2Yqb4oyAkdLRH2jtx+nqv3mCl54s+DDoyV7p7tAXm0wlS7D1keU7jvQLcqxtm5oUete7C1FVH6Hrd1vvdpMaxipYz7vJ/qouAbitHYrLQrpns6hLD35PdLfN3AAXl8fg0hy+MJt4fTPWQxBCzWRVm44zhg6kKH7bS5tS5rG0r0edMFwrLt9xnlLu3fWp4G0yPsDbrXlksWM5aHPp3960xWcr/Psl3irrS/aHyMA8jyWMKd3qKQBy6qRxrrP/Qm5ifoEjC3zMXTFu7l+XY+VT3u2EjqH0ymQkzyffGEdalBlPanE/tdkbrrtwRP9NxzUGBV3CCPEomnL5HlwYQbe5u69zzXQ7nHPacJa8FGLuYqzVpjWDvmzMRGsmpfZZc2LdscKknh4YoRAYsZTEYeMRpPXx9XuNVrfCVhrBfuOw8yXdWuNYaVY/IKoCXackwq0kpj5jvgwyCJ0dNbWY8Zksemaw1ZHqvHrYU7/V4k9sQrxBirtyCGKclKYzDFNfl0m3aPnbvMzXzth6n+QvVQZqm0za0g7M0515pDJjPzb6o+hIhpezweH6lyZHl44bYmymzpcbuKkB6w7vl6O25cvUS8BXO8EGhbmyvcsu2M+P1wodLbmzNq+wSEvW1PG/DOYoY8NlAxwQVkmcLtYhLhlId5W4U7hDWOmfsHoPJgs+ZBT55GLgJSSfkSBPceTlYjjOfkeWyweS/PBo9L/Bp0rT2XDGZyVoRrWW5gx7AtAcjz2GBTDAyyRJaHEe5B6pbFVBFA2NUhbjICXUUAWaZwd1V1dHZrBBD2recyPSPQUgSQZQp3SzVDXw6PAMJ+uHEaZASeGAFkORNuOcCljOFxSRbIABloiwF3reCPBWcPE9uqIDYY1gcZIAOagfRjwU7B3Qb/GIErRoBsX7FWxyyTsPw/WCqjAHHTy0IAAAAASUVORK5CYII=)
Farklı ölçülü pnömatik hortumları birbirine bağlamaya yarayan ara ek düz nipeller.
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