شاهدوا الرجل الذي حقق الرقم العالم في "التفحيط" ب238 دورة متواصلة
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)
إذا كنت من عشاق السيارات القوية ذات العزم العالي ربما عليك أن تسرع بمتابعة الفيديو و لاتكمل قراءة هذه السطور, ففي هذا الفيديو يقوم "جيمي مارو" في حلبة سيلفرستون بالدوران بسيارته "لوتس 7 ريبليكا" لمدة 15 دقيقة كاملة ليحقق رقما عالميا جديدا للتفحيط . فقد أكمل 283 دورة كاملة. الشخص الوحيد الذي رأيناه يقوم بالتفحيط أكثر من ذلك خلال 15 دقيقة كان "سام سميث" و الذي حقق حينها أعلى رقم في العالم ب 317 لفة.
ليس هناك الكثير لنقوله عن الكليب, سوى أنه يعتبر رقما قياسيا عالميا و أنه يستحق المشاهدة, استمتعوا به !
المصدر قناة عرب موتورز الفضائية
إذا كنت من عشاق السيارات القوية ذات العزم العالي ربما عليك أن تسرع بمتابعة الفيديو و لاتكمل قراءة هذه السطور, ففي هذا الفيديو يقوم "جيمي مارو" في حلبة سيلفرستون بالدوران بسيارته "لوتس 7 ريبليكا" لمدة 15 دقيقة كاملة ليحقق رقما عالميا جديدا للتفحيط . فقد أكمل 283 دورة كاملة. الشخص الوحيد الذي رأيناه يقوم بالتفحيط أكثر من ذلك خلال 15 دقيقة كان "سام سميث" و الذي حقق حينها أعلى رقم في العالم ب 317 لفة.
ليس هناك الكثير لنقوله عن الكليب, سوى أنه يعتبر رقما قياسيا عالميا و أنه يستحق المشاهدة, استمتعوا به !
المصدر قناة عرب موتورز الفضائية
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