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Orjinal Fiesta Çelik Jant


Ömer Efet

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Orijinal Fiesta jantından kastınız nedir ? Fotoğraf yüklerseniz daha çabuk yardımcı oluruz.

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Misafir

ebay den alsak gumrukte sorun olur mu ki? hic ebay den bu boyutlarda bi urun aldiniz mi?

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Serkan Toker

Ömer arkadaşımız jantları buldu galiba, soruyu sorduğu günden sonra uğramamış.. :(

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Ömer Efet

indir.jpgindir (1).jpgimages.jpgimages (1).jpg bunlardan birini arıyorum titanium görsel olarak çok iyi ama kullanışsız


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PZnGR/eS69ozA7axFkqt6R9ssDoOspA46r+YEjziMnEgxollAdcUp1mLxltXxAz8REdbLnlTK9XC3FOqfChXy74vaJFHtDYlI+a7oJ2Ut9HAO86c6EfEwXeOyU5etKZZo4eg/gThP5q8orCS5kqcaqykHNSMLdtDnGaxrASFDlzTxOkpM0xDPLepKnzBhQeRUqsPSmhlYeUxWwIRofRoGQw8phjJa5FBnE+yn87f8A4PjEJ9JVv+yCD1nFexat7wIdtNreXZ5roxVjMRMQpWlCxpUHiYrk0dJ/aMX/ABH4Rzym6ucRMbHESrKHbIEs7HlX/SIzm12hpjPMIJaYxY0FfSNf6d0XqyXfioFlluAALeWcSsm6Jg1ksvMrh99InHDV2csuGZWSwzDojn+E/pErJuS0NkJLmvEU95i9sEl+nOkJyadLB8MVYflX7ZE9K1Se5i/8qmGyiWONgrpnyUYTshlhUmtNanLSuUXaxsG0NQDru0rrFfa/ZS2cz5brMUZAiuGuuYyOQzINDujOrbtzai5Mt3FNwYgDfSlcI/CoAGkGt9tv03qVLEZ7tZ9IcuXNazWRFnzFDdJMdiJCYQS1cPWegBrQgbhWBbPt6826rVNPVtElcBIFM5nVVwNxFa5bxWMx2NdRPIZQwMt+q3otgHSlWpnRhLK5A6xWOPbVZW+kS0ymXHJs7y2FR0QdQw06rFjQg1BBWoocouN07QyrVLxyicsmVvSU8D8CNfERTtqrnlLIZZSkGUwmMdK9IQtQMl669bqKqjoaUBBiI2LmGVaVINEYFX4UpUHtFPMxfFidctRtFtSWA0x1QN6IJ6x5gcOcEWC2S5nosrg8D7xGabQzTOtc92ZguMpRTTCBTCPwhcIHZXfHeyQaXbERWqpzArXqmuIt4a9kcuF8tSkXXJORlKT+GpiRk3Oo0kD/ANf9Ipt+WO8J84mXaHST6qpMMsAZUGFRQ789TAq7E25/StT05znbyyjcexy0dLtYaSqfw0jo2Q8h2so95jND9GVoY522g4YGbzMyH1+iqvp2tz2IB72MM03LQHkcWljtmJ/qhq12MqKEDrA6EHXLdFas30eyU/eMf4V95UxNXZcyyCcLO1aCjGoABrkI3A5ULaWZhnNTLJX/AImAp54j3CL3svcoaySpZJVggeoz6z1ZqjtbjFH2wl1mKOKU78TqPcI0S02norNPYerKIFONKCkXJuxFugL3aVJAdHGgpkcuIO/XSBbbd6zBhmoGH3hn3H0h3ERSv+a58sFeq9NCa+a617++DbDt1umKVH3eun5Dp3VMH43o7yncO2jYlVbHZZz2d+R6p8MwO4nnDMzaC32T/wCZIW1Sh+9QdYcyy6fxUizWG+ZM0VVh2pn4oTUeMH4CetLOMbwtcXcPSHuh8bB5Y1BXPtVY7R/ZTejc/u5pAqd9HyHiAOcTNpu1WC9LLVq5jEAw7Qcx4RB37sbZbT1sHRufXlgK2fEUwtzqK8xBey9yNZEZDNaaCQQDkFpXQVOtc+yM1TEiSFUKooBoAKDwhR3iEKK0Ns6WO6QhHoaBUdoIeG6GVMeq0YurxFbM/wD31/8AqAh2131LwKsiVMk4RSsk4GbmzlTUx1KsxmpMlLTESjipoNSrZnkB4wUdkpstMcxparxBLDPmq084mStbJ2qV4SbTOBC2i0/+SeWHgAIjk2NdjV5injkSfEmLmJclASZxIGpCqF/M0weYgR7/ALGuj4zymoP5VaHxyaZYoaz7Fpvc9yj4xK2LYqzE0JY8uqPhHLbXWdfRQHtZ29wUQy22oqCsqXlv6/xcweP3D5fVWf8A5blCyNZpfVBzBJxHFxPu7Iz7/la1S3ZDIZgWJDKVw58yRF42f2ka0OEKLoSWWoA4Vz+axPzmiLNVWN3FSuvZkS7LPkzCMc8UYjMLQUWnGhoYzWXKmWadmMMySwJByBodOasK9oMbPaAc+XjEJed3ypnWm4KJqzVBUciOt3CLxoyiqW68FcMwRRJWR0aMrZtkqpLZdA6ksdK5E6EGObislPtKEyyMq61OXkK955QQWu1HJVXYNUEuKrX8HSFvFa8hEtLoR1D1TpTSm6Hc1wDE27UmmtWViACwpUgZCoIIJ50rpE7s3ckuSSUBLtkWbNjwA4DkIYsUiLDYpdO0RytdIlJxSRQTHzI9QY+6uQr2GPBtBIXXpO8IvveK1thds4ymaSWpq6KSDQaleXEfCMrelc1FeYzjp+E+HL8r8tvfbqxqaF1B+9Plg+FDHH/9DsI/eJ/7Cf5ZcYKx67d3uhVg3PTavt9Az9u7GihiyEEVGFmcmumQAPjHUzbKQUDS5OIsKriLKB2jESfLtjJrzswlyQAADkMgB2xN3XmsscFUeWcaZbnTeOr2kr/602TX2VJ75rmLdtBM/Zpo1qVH+KKnfa/aE+wieSYveYndq5tJEwjgD4GsVEXm/wCs1vmomMOz3RH1gm8nq9eIB94+EBxzjtezwFACCa8RkYPsm0Nol0wzMQGgfreesRamJi6dm58/0EIX2jkPExUtiLJVoub6Qi9FtMsMN7VJYd9MXjWLPZLWJktXU1B0JFK90QN17BypQxP134ermaab++JG/wC0mz2aY8sCqJ1BTIE0UZcATWLltTrSSCucwrEcQpIhRhU7aS2BjinzCd5xtn/ihQ+Ubxq+YOFfCOVSB3uOT7PgSPjDX/BlHotNXsmN+sTyofHqmAv+HMNJ84fxA+8GEbDO3Wlu9UP+WDbaT10Gk0HirL5q3wMPX8D0Ewrky9auhyOflWIOxrOR1YzAwUgkYACRvoQOEWlqE55hh4g/0jb5NnCi3Pd8ufLfFXEGIbrEAg5jKtIplqs5lzWQ6qxXwP6RYBazZLTMlF0UVpifFhOEinogmpU5RG39O6YLaVWgYlG/Emh7190cuZV8aCKIMsVmaY6ogqzaRHyHZiAEYkkAUodY1TZa4vq64mzmsOt90eyPjx7ooJHZu6egXAoqzUqRqTD8u95EyYZUty7g0JA6hIGeFq56a0AO6oiA2zvwyx9VlNSc/VmMMyoP7taesfWO70fag/ZW4uhTHMH2xGY9kfrxMb9j9JSdKPePOKptmCknEtciSQOJUha98XS12iWlMbEOaGgpkDoTzpnSAhKSalaVVqihGuZGcayybpmUt0x5ETBoMNMz76njFz2QsT/Vkxg51IrrQnKDnuK7ktATCDNyNMygY50z9Ya6U51i0ygkvruoKrnhrSvKDk7nYKyWSkB7SbRTLNMQmWOjJotBRSBnrucDvPMQfPvqWszD1QpNQc6YSd4FdPh4Sk6yS50spMUPLYZg6cQQRv3hh2iKsuPaZZnDtxXlLtEsTJTVG8bweBHH5ziqbcbC46z7MvW1eWN/NefLfu4RD3jd1ouqb00li8gmlSMuSTAPJt54GkaHsxtFKtaVQ0cekh1H6jn7tINem/b56eWRMmAilDSncIJumz45yDcDU9gz/SNj262EW0gzpACzwMxoHpx5xnF0WBpJczFwtXDQ6imte34QGOr5bE8uXxNT7v1iybPyMcxRxIHZU0ir2X7Saz7tF7P9vfGjbC3biYscgFPjhNB4Bj3RWuNDfOzU1BNJmAdWaFdex1qB5Ed0PX1VrLnvl0PaBhPmDD1kwhAp1QzJX5G6WX4y5j/lh+TKEwOtaZ4sgK9ataV31VzXnHW8OOPbJEluzYQjE6U314Uiy3VsNPm0MykpfvZt4frF+ue65colZa5nOpzbLUlju05ZwNeu19kkVGPp3HqSaFR+KaeoP4cR5RxmN+Ha0ro2Rs0mhw9I3F8/BdIk70vORZR+0TVlZZJm0wjlLUFu+gHOKFP2ut9rOGyyzKQ5fZVr3z2FT/AAeUP3V9HcxzitUylcyqVqfxOese3qxWsZ2DV+fSKzHo7FZyzVFGm9d9dRLSqjj1mbsg65heE6WyW9i8p0IwthxAnhhFB2Dwi13VcEmQMMmUK8hn8849vO2SJP9tOVSdFHWfwB+eEVN3pNsjILw2CtXSNgmSileqWJU05jCc++FGqG8bCc+kmf4R5HOFF6+h5RVsEcssEMsNssFMMCO6QisegViSQESVleqU3rp2bviO6AQsPSGwny7o1Mqs7dXCGTp0FaH7QciaBu45H8XKBbL0Myy9HQIKGoHqsM6+OcXiZShBAKMKEHQg8Yqdw7Pr0zzAxaSrdQH1iDv4qOO8+cXHZl0I2J2d6ICdNFXPoD2Rx7T5DyntpL4+qSwEztExapwlqf3h5+yO/hUm325bPK6ZxiJOGVL/vH9+Bcix7Bvyquzl2TLTNa1WrE1WJAJyZq8B6o0AGXDdDrQ38D9kLhKjppx65zQHPI+seZiwXzeos6YzTGQSgOlBXrtyB0B1I4A1etNpWWhmPoMlXTEaejyUChJ3DmRGU7Q301omMS1QT2A00oNyjQDgB3Mmua1vxHtsv2a7lsZoSSScyxOpNY0fZidjsyGMiUVjUdi5n7Ig4Fh5xNtsMklV+9xhvav35RH8SrF7vDOVN/7bHwUn4RRdrxht8tuKyW8CF+EX1xiDL7SOPFGESfbF7yUmc7YmDV1B4aeUWrZLbBpREuYcS/OnA8tDyMVe8j9q/bXxAMCMIrerRrcj6IscyXPl5YXRwQQRUEaEEH3GM62n2Wn2CZ9bsTMZQzZNWl/wCqX7t9RFf2V2rmWVwCapXMHTv5/e8aiNpuO9ZdpQMhrxB1HIxta5jfVRexG2cu2oFNFmjUbjTUj9PfBO1+yK2pSyHBOpruYcG/XdFe2p2JMpvrFjBABxNLXIqdcSU3cV3bos2xV9zJ6FJoJeXTrUpiB9HlX4Csb7Zmq3K0l+jYHtIpXPPLjXd7xQxoVllTLPKCCzzHOTFlK+kQKihYHIdWvbBzS1n2gTKApJJAb25mVafdWg8BxiTJ3xeM52jO6mlIt8grNYDPHRl/HLqQBzeUZi9whWW0dGVavUpQnkaZ+IHcWiw3zdJmKSnVZesp4FSCppyNMuGUQCqGAyoGrVfZYZTZfcTUcVYcIuxzl0L2gkPMs7S09EmrAD0huB5DhEZdWwchSHnfatuHqDsGlO0V5xO3XNGELMcJhyLHTLsG/I95G6I6+trpdnJSQhmtSoZ8kBz0Xt4118OXjb27b9LJZrKqL1VCKN+g/MYgL526sciqq4nzB6qHIdp+GUZjfO0FotRPTzCw0waIOWHh21iHezL7C+Ah/GdcjVq23xt/aZ1VRlkofVl69hY5xWumJbEGJYnMk1PeTnAb2VPZEGXTZVx9VeHHyg8rWski22WX1FqrE01EeRpV1XYJUlEIBIGZoNTm3mTCh80eCnFYaZIJAhFY6VpQbLDdILZYYYRFXCEOKIbUw6rRi6dVZTLaoDdXLI55ZHdX3wRYpChkQ9VKgZbl0y7ohb+qZQHtPLHjNT4V8Ylpcyoz3eMDALeFtVpbD6K9Wu5UGiLwrmTvNSTFgsslQufVloMyNw3AcWOgH9YZsNmaYwRBUk5fEnhlnWI/bW0TFQJZzjCk4iuZroWFNTuyrQcyYZJ3RbrpVvpCvtnmCSOqoXTdQ5hAd/FjvJPMRTqxarLbZTr0bgAn0sWeI8Sd54Ddu31YtmzqHOWxXkcx+scrlbeVzHXSDs9I0XYeZWzsOEw+YUxQpt1TU9Wo4qa+WsXPYAnopoIIOMGhHEf0isWoT6QMp8h/+iP8M6Z/SL5YTV05kDxyik/SMlUs7AZ/ar4YW/zGLXYJxwow4KR4AxtNGQ21SHIOuXuED0idvu7i1omUIAqda5UelKR7KuyWnWfrHi2nhE3tp0h7LYnmZgUX2jp3cYnbpviZYnUoxoMgCc6VrQjevLd5w1Ntpfqylrz3CHLJdWeJzib50hm2uq2vZraSXaUFKh6ZjXSmnGpOUd220F2MmTRT++dadQH1Qd8w/OkULZu55pq6EywNWqVryy1PL3axe7KiooRBQDPmSdWJ3seMVJKm3QuTLCKFUYVUUUcB+u8neaw4IaRqw4kdI5U6mcVW9rA0qYXzKGnSakilcMxea1II9ZSeGdqUw9QNkfkRaVOZNa0pQYqZihzV14rvB4YhrpWNoLvOoGY8CPnfFuvOzmQxKITJqThAq0vEasVX1pZ1ZRpmRvge02YOgK0OWVDUEfdO8e7MGmgmxWOWmVWiUK4t+/54wNaRURZr9uk1LJkd44xVZs6hNRSgJI7AT58Y4WeNd97MVi5/RndPS2gMR1ZYxt2+qPHPuMUqV1jyjdPo7unobIrEdeacbcQPUXwzp96NE1YDCjLNqfpRnSbXOlWeWjy5bYAx3lQA+7TGGpyhR38J7iUmkO0jhdIcp5xVQZZIZmrBzLDLJEVcoIrujqWI6mrHC5RCgt6DOSOM1f8ACGbwyHlByGkR9sNZ0kbgXJ7kI+MSCxo1EJLBqNKwNOsjrmunKH5cGSGpD+m2ql4XdLm5uuFvaGR7+PfES1zTpf8AYzMQ4HLy090aDMsaPqKHl+kAzribVCDBfuD9KLMtE9fTkk81/pURN7ETCxmkgr6OR7x89sSU6wTV1WPbsllJhLZArTvqDGmtm7ebV2XHKkkZ4Xm170l09xgq6n+xl8cC+IAEPzXUqVJBDajx04HWOZCgAKoNAKAAH9IeNsre0t2zTa5xSgVnehPNg/8AmEAJcorWY5c+Ai6Wy7ps58QUqKKOtkclAJ7yDDsi4FXN2Lch+p/SJ4GqrNmsNaBVoOzL/eJ6yXJgRnbLCpIB1JAJFRXIV459kTMuWq+ioHzxOcN3rMpIm/gan5TGqp9CLmmEyZZNKlQcshUgE5dpiTSZETdzURBuwj3CJBDDj0m9jUeHlaAkaCZZzioiwSjQSogOXBEuKGj7yQwz3aGIi03QVzklVJJJQj7NidTUZq3Mc8omUMeq0I0pF42FXqCOimew+WLmj+iw5jvG+KPftxBqgghtNKEfPCNxeWjqVdVdTqrCoMRls2bkTFwriQj0QTUDkCamnKtOFImqlYZs9s/itMqU5JQ0ZyFrRAxDV4AAZndWNq2qvQWWyvMXJqYJQ++wotOwVbsUxG3TdqWCc7zVPXUKJq9ZQASTUDMVNK66CCtrbna3SpfQPLIUscz1TiXCDUA5jPLmYnHHV2qsPsd0koDrXeTmc86x5G93JstIkyJcp0WYyjrORqSST3Z0HICFHPWXo+UUtBDtOUMqYcRo9Vc47UR4wj0QoikNMSBGEHssCzFiLFyoyca2hBwlsfEoPnsiRWZEUp/aGPCWB4u3+mD1aJxXRin/AHgiW8BIYdUxSUlLaC5TRFo8FSnh2NJWU/z2w41DqB4QAs2CEeFOj4lr7I8BHZWG1MOFowMTFhhhBLwO0BgeZAV9v+zzONAPFlEHTREXfRJkkcSnk6n4RGXTpEnJNFXsEEyngKU1FHZrD6MIZ0KNVoIltAKND8ts4U0fLeCkeAEaCEeKSPRo9xQMjQ6YQdxR0GpDdYVYQ7L8YjZ10S8WNC0ljvltQd4pQ+EGtCxwtsH0dqGQtEsji0nrd9HpCguFG0fJnS7odWFCjUHF0hEafPCPIUCjb6/PKGJ/whQoiqiClf2838CfzTYNTWFCiIsTKh6X8Y8hQseGsESf0hQoYBKQVK17oUKKTT5h9YUKMlzMgeaIUKAwO0Qm0H9l/Gn80ewo55dV0xSdl08PhDsv0T874UKGdNRCQ6vz5QoUKaIlawbK1hQotB8Q+sKFCHgjqFCig5jmFCjBzChQoWf/2Q==


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15 inç olacak


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Haldun Kaplan

Arkadaşın 2013 titanyum fiestanın jant ve lastikleri ile benim 2012 trend fiesta nınkileri değiştirdik üste 750 verdim

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  • 5 yıl sonra...
Kemal Kollu

2017 trendx 1.6 Tİ-VCT fiesta 195/50/R15

Titanyum modeli 195/50/16 ile ebatları uyum sağlarmı 

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İnan Çınar

Kemal bey bu konuyla  ilgili kendi açtığınız başlıkta  uyum  sağlamayacağını ayrıntılı anlattık ama tekrar tekrar neden sorduğunuzu anlayamadım. Dünden bugüne  henüz  15 inç  lastiği 16 janta sigdirabilecek  bir teknoloji gelişmesi olmadı.

195/50 kısmı lastiğinizin taban ve yanak genişliğidir 15 yada 16 diye bahsi geçen  ise jant genişliğidir. Basit örnekle  pilav  tavasına yumurta  tavasının   kapağı  uymaz. Ya pilav tavasina uygun  kapak alınacak yada yumurta tavası  kullanılacak.

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