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Sabtu, 05 Januari 2013

The Fastest Car in 2013

The Five Fastest Car in 2013

1 Bugatti Veyron Super Sport
http://upload.wikimedia.org/wikipedia/commons/thumb/c/c9/Bugatti_Veyron_16.4_%E2%80%93_Frontansicht_%281%29%2C_5._April_2012%2C_D%C3%BCsseldorf.jpg/280px-Bugatti_Veyron_16.4_%E2%80%93_Frontansicht_%281%29%2C_5._April_2012%2C_D%C3%BCsseldorf.jpg


German inspection officials recorded an average top speed of the original version of 408.47 km/h (253.81 mph) during test sessions on the Ehra-Lessien test track on 19 April 2005.


2 Lamborghini Aventador
https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTsxZPCkdc3FCHtaDvkKe1ArkMJDjxwd9_TpzSx3spwQW4RIZ6W

Engine

Type:
V12, 60°, MPI
Displacement:
6,498 cm³ (396.5 cu.in.)
Bore and stroke:
Ø 95 mm x 76,4 mm
Valve gear:
Variable valve timing electronically controlled
Compression ratio:
11.8  (± 0.2) : 1
Maximum power:
700 HP (515 kW) @ 8,250 RPM
Maximum torque:
690 Nm (507 lbft) @ 5,500 RPM
Emission class:
EURO 5 – LEV 2
Emission control system:
Catalytic converters with lambdasensors
Cooling system:
Water and oil cooling system in the rear with variable air inlets
Engine management system:
Lamborghini Iniezione Eletronica (LIE) with Ion current analysis
Lubrification system:
Dry sump

Top speed:
350 km/h (217 mph)
Acceleration 0-100 km/h (0-62 mph):
2.9 s




3 Ferrari F12 Berlinetta
http://upload.wikimedia.org/wikipedia/commons/thumb/f/fe/F12pebblebeach.jpg/280px-F12pebblebeach.jpg

Engine

The F12berlinetta uses a 6,262 cc (382 cu in), naturally aspirated 65° V12 engine shared with the Ferrari FF, producing 740 PS (544 kW; 730 hp) at 8500 rpm and 690 N·m (509 lb·ft) of torque at 6000 rpm, making it the most powerful road-legal Ferrari to date. This allows the F12berlinetta to accelerate from 0 to 100 km/h (62 mph) in 3.1 seconds, 0 to 200 km/h (120 mph) in 8.5 seconds to a top speed of over 340 km/h (210 mph)
The engine of the F12berlinetta has been designed to be more efficient than that of the 599, as well as more powerful. The engine management system is fitted with Ferrari's HELE start-stop system to reduce fuel consumption when idling. Ferrari reports that the F12berlinetta can achieve 18 mpg-imp (15.7 L/100 km; 15.0 mpg-US) – a 30% improvement over the 599 – and produces CO2 emissions of 350 g/km.

4 Ferrari FF
https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ1AnZNZf2ORriEVyU4tlK2mqcLe2Z-xtTm5PUNRb6dEZeTh0iJdg

Engine

The Ferrari FF has the largest capacity road-going Ferrari engine ever produced: a 6,262 cc (6.3 L; 382.1 cu in) naturally aspirated direct injected 65° V12, which produces 660 PS (485 kW; 651 hp) at 8,000 rpm and 683 N·m (504 lb·ft) of torque at 6000 rpm

5 SRT Viper
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yRlkJDsSTTkAP8A2jN40uh6WLxDLOEt3bo68+Ah2yRSXLQgcsx8zB0bUmLQcqmWKmj0tY0bpuO+KRiOMFw2JUFpID8N+8HgQ8Ukefky5G92537ssMHtwzVJQpCUzA47obPc76K+kP4pUtSRmZT2JAzJI0O8RWYuRLRPzoVmAAUj9RDueCX/ANxFKF4Eldm7xHkPr8OcZThUrXB6WnySyYts42+z7jMzZKT4T8vrG8N2sh8inSQxSbV4aHiI3LlLVU15/ICLcYGbITLWoZRMGZDgVSCztcB7E30jOWbb05PRxeEZclKfF+Y+nEpUkLAuNbg6jnCOKmuXeyelT+0C/vJCXClhJUrMHYByzmtBvhKdtBCv+qk1a4sl21sSfSN4S3RTPntZp3ps0sT7G5q3SQ9YqlEU5CGF4pCh4k8Kj6wnMyv400ppFnKDB60qBxGphedNS5dzWgFoGpSleIsNwtG0gC0KgsMmYTvHMtG3gRVEgYYgoXG80QBgiSN8AzaQecFCNa+kCE3dEu0O+ACQVE0zOERw8hc1QShJUTRgHi0xHszNkkduhcsqDgFJS43gqHwiJTjHlnXp9Hm1DrHG/wBPuIdvxMbROeznk8HmploLZXVuufW0MGQsUUMraXI4HcYyedVdHrYfA5TltlNX5R5/y+ELoSrgObQRMlzVSegf5RIy412O8tEfGbPQXgWKPVthGSkOKq0JFBxaK78SCSlaVJzFy1QTvLMfWkWSDLAsSeMS7ZJLtam4eUVHI115OfP4XFx2w+n/AH7lSnDIUWlqEo6Z6BXKYWZ/5gBxivm4chRCiARQx05WPzKHJREKzMKn83mAY0+OvI8uXhWSPcohhOMHkDKG09YZm4QPQgcnHwgBwxHvHyf4iL3xl1MflM0HcaC7NxATM74BSQW3Oxb1aLDD48yy7ZmIN9QYqVYdW9+n7xpOFNXJG5vmDEuEG7N4/NxhtUfzNJScxUSe8atGhKJzfypzMdzgFvN+kbVhiLKPlG+wULqUKNbQ9Y1UkedLS5r5RpEjuk6LISPMOOcXm2MH/wDGlTxZUxUvyShY885ilkyUhqLUxdnAHwMW8ras0oEoEJlhWZgkEgsEu5q7CJk11OvDp8zi4Jctr9L/AHEUYIZXUti1mqC5oQW0DvxhvBbOFc0xCQRoyjyYfAsN8PKwiQkFQLnwpHiI0zHQEuSbmjUqNSdkEAKW4So0JdjvI3gcHjleT1PpsHhymlFwXlb7lXhMMtT1obk/GOp2Z7JBKAucoSEEOkqDrX/pyx3lDiWHGCy9oSsOP4KQuZ/mzAGT/pyy4H6lOeCYqsVtNS1lS1FaiXJJcnmTGbyX6nqYdHHDG19Pq/xfku358+heSdoYeSR2EhU6Y7JVOZQc0GWSihL2zFXKKf2lxuI7f/5aJiZi7FYu3upagb8otDOycZ2EleJL52KZTXTTvzE7lMQgHTMo3Aiq2gjtZaq1OlaKSzGty5Z+JreNoYbj9R4Wv8XeHUbcHNcNvlv0XkvYJhsFmCiUva/WIL2Sk+6PKOh9lsOqajM3dyAk71Kr6D4xYz9hEg/TTdQRcOEeDrpOeaUn3OEXsIHRv9ogM32cD0Ukj9BHpHokvYyUpG/UmBjYfD1d+Nouzjo8ijYjQjcWZmxEgYiIkIAJvEhEQImEQDMBi02dsorLqoPpUk7g0X/sJ7H9s+ImIK5UtSQEh+8SQ5NKpSKnnwMWnt/IRh5i0S6GatSiB7svMQhA55cx/wBsZ5dyjwet4Thw5cz+KrpWl2v19DmvxgT3JQyp3ihVz4cPODY321xKZH4YTHlizpSVIfRCyCpPQiB7JCErSZiSpL94ChI4RXYnZ5NHHEnXlHNjpzqz6TxJThplULXnXT28v2HvZKd+HnIxKpaZhScyULduZbV6jiI7LE+0UlUuYtWzsMjOGl5Uqoo++S4AADsAHJ4CKFGFklKVS1FTUMpQYpLO5V4SihrS1dYjitspR7gmqFisHs0/pRTMeKnB/LEvfuaZpihpZ4oTxq/N20378rv/AAK4bATJr9nLUprkCg/Uqw6kQHHYPsx3psoq/IlWc+aAUf8AlCu0dtzJvjWVAWTZKf0pDJT0EVipxMXDEkPPrZN9l6L9/wCBpc6BfiInJ2epVTQesPScElPGCWSMQx4M+bn8K9REKUdPONFB1MM4vGpTQVMLysyq+poP36RcXaujLNHHCW3duZbbG9m14hK1pKAEfmmISVHckKUH4mw9IYR7PqAIyJWpn7k6SVAAEnupKif2h/YnsxIVh1z8VPMoBP8ACHdT2qq0RmJWpINyEcnimUrKkhKlKHB0o5t4ldWglx1M8Tc5Sjj5r0f3sVxOGy0IY7v3tCqjG8RNOpJgUtLw10KnJ3tXUmEg7z6QaXhXskRa7K2EZgKiQiWnxLVRI4UqVfygEw8vaUmTSSgKV/mTACeaZdUp65jyjKWTyOvHpI9Z8v7e7/8AX6CeD9m5q0hWUIQffWQhPRSiH6PF3hPZ6UiWJnaS1GwUqksEXIB/iTCNwQz745+bj1zVFS1lR1KiSeTmBrxT0SHPCI3O+lnSsUFG9yivRfv9+PYul4yTKcoT2qzeZNFH3pl1B5rJ/SIqsbtQrUVKUVKOpL/Y4QNOEUrxFvjDEqQlNhXfeFtvqZT18Mf/AB8vzfX+PZCYlrXYMN5gydl0qqp3Q7mEQxE0BKi9QCW6U9Y0iuyPJzayc7bGRs8z2QgE9mg5RTLcJGclglypTF6mkTl7PWhCzVSlpcpS5RKlh1MVWVMLElnCQ+pob2Yx4KZkmZm7JaCpZQHWwzE5Xo6QnOKVyqG6DYXZmElqxifxInjsiZOdMxJUpSRl7Jl5D4g7gltEtHdR8i5brb6nSey+B7LCyxZWQFjao+kWvYE3SH8/pBpeUpDM9BQ7qMdxgwQAHY/Pq5pEUJyt2Jrkhtx+O68SEgan0J+Ahw4cEuKNx/pugskpAY35fvCoLPmQRsJgiUQeVJiyBdEuDIkGLHD4N4sJWzQ2+ACkThXhtGCP31i7wuBSSxAZrmI7XkiXKBv3g7A7j+3rCbpG2HGsmSMXwmz2jA4NWEly8LLlAy8gllWZLlS2JmMal+9bdHkPt+tSsap9ySORQgj4x0Wzv7SldgET5KMRkHcXmKFhrBRF/SKX2iPamTOoQqUhLgMy5aQlSTW4YHiCDrGWbPCUVt6o+n8M8Lz6bPJZekujXN8329ijSikRlyStYSLkty4ngILMLQORjjKUFoLKTYitY4YW3Z9TncVGk6N7YxPZJEtDh/FSrXCTxNz0HuxzyO1T7yuijDyp5USVF3L1Ou88YjjMUPDLFNVG5+g4efDthceD5bV44Zfqba8kgEvEKNFseYD+YqINhZyEu4JOhABr5iFkp3xPtIqXJlgTxK0+fXke/vFP83kPrA5uPcMHH3zhZKXiRmAUFTEbI9kdktRlauU6RiUNVupqfpBEudeph7Z2xzMIzk1qEpYk8/yx6hsj2DKEIKRKSFpBWlnWkBj41v3qhwlo6lp5NXLhHiZPFcOJtY1uaOF2DsALClqEwsKBEtSlLJsxbKBvJPIGKvaMxSDlKSk7juj3Tbe3pWzJPaTVGbOUGloJqridQOMeKYwzMVOXOmDvLJUQBQDgNABHNlxY8bu7Z6/hmt1msTSiow/vcp0yio2htQRJDzH6Cg6sz8PWLBKJcsglQyhnuKn3dDzaGx7TyyVIEqWEJcF5cpi1GfLnN98GOPxFb4Rlr9b8nPZj+qfd+X8iq9s/iQlMohkBky6pyjVVfESalV+jATk7G1mHoPmYoNr4USZiZ0jupJ8P5Vbv0kf1NDHXSscMr5UqKhQmrAjQWJ4l7RE8ag+DPB4ply49r6orMdKTnCRQAWHUxiCBQACNYiUSoKYs27nAZk4JuQDuufoIzbSO3HjzZY32830GHga8SlN1PwELpzTD3Qw3q0+Q6Q1JwyEV8at5sOQN+vlDQp4seP8AE7CYbMsOBkSfeNSf0j52hn2i2epODOIKEoTMKUIcsuYkXmJS3hdI71HJoGhaZjWNSa3LOW4DfuekVvtFtfEYyYCJS8qQEgFRUosGzKJ1I0FBpG8Id2eNq9bUXjx9+o77Nla3Muq0oWEoHiUVpCabyElRbnHYbO2cuVLl4FYC1T1onrylymQgFQQsXSorIHJuUee7H9k8cVdyUUC+ZZygavv8o9Y9mvZj8Oh1LKpq2zzFatZKRcAc3r5b2eKGk+zaEKeWtcty5YkdAwPlDsrDzkkErzjiSH/eo3w2GANeTBq0q8ECnFwd/Bn4bokZEoWxIvzrzLC0MowrDw+hgMoACprRnI8y1DBkEGrnz/eEM+bpcp9IsMNheEN4bZu8RbYXZ6aV9frBY6A4LBFVh84uJGzlEB33g003CGMPh0pAoo8WFBz3xZy0ZANeOtecKwoRkYB6nkxcProYrfbTBthMw0UkmtGs3KsdQwFQ7m5dN953xzXtntALSJDAksstZhYcyQ/SFJpK2dOkxSzZowh1OMnzUyVlBW3n6xc7D2ytOZKEpny1eOWRmBaxYEKSoPRQYiOW2whRm9qzg3pQGzHrAsMlKjfIrRy3kbeqYn4Skkz1n4tlwyeKcbS90zpZ+LDnu5a2rThWsLApUS7WLOWrz8/SFFY/EJH+LnSNJgCgODqzJH/dEkbT7qlTJKaMxQSAXLGrlNHiY4NjtHZk8bx6iGydx9ev9/waxmWmR7d4mz1twZvWElGLDEYuQkpCgsZkhVGUzvT3TpujQnYc2mHqlQ+TRTbXVEQ+BkSUcq/N0/1orCqNpMXUrDYdX/WT5H5QwNmyW7s1L72J+UQ8qXY6IaCUuYzT9nZS4fDmYtKHCc5CRmISHJZ1E0A4x6LhP7JcSnLlCHuZgmoIromtObaxxMzYyP8ANf8A2mIqw6Uik1Z5Agf8o3w54wd1Z5+t8K1Gb6d21e6PVtk/2fGQy14mXKVYkLS7G/eJ6MAIstrf2gYPASghEwYqckMkIqHFAVqtTzjw2ZzUeZjUoMbRvl1UsiPP0/gkccvqlZ0k3HTcbOVPxBJJuSzJGiUgnyAiOLxxLSpI8RZg6lLOmagfgkBhxNYqfxCmZ4a2Fi1yZ3bILKlJUsHcQCB6kR5k06cmfXPJHDiUcfb2SI7Y2cpCgmbQoY5av3rvuU6T0aEJuAK5plyilTnPMV7qQz94mwTV46vYOKTiUFWKCBmK1BbgKKxftFKJUQwCgl2toWNRtxMyTnRNlZbEoW6SczFyAE/lHCOxfSkmfDNyyzcurfIniylclQRVIDAsxUUurM2jkFhoCBFtg1fwZf6B8IruxKJIdKQJiM/dFG7wG879YZVPZKUj3QB5CIy9EdWi229zpD6cSsSZiApQTMDXKQag1NiKWuaRVJw6E/zHyH1PVuUOYfZ82cpy/NV4vcH7MpTVQzEan4NERg31O/L4jDGtuJV9yiw8havCktv06RcYDYBoVAk34f0pHQ4XZhzBk5qjl6jjFjh8CS2Yjkk87nfGijGJ5GXU5Mr5ZV4XYiTcA1FGbzOlItMHs1AFkc3cw6nDJsAR+kivPed0MzJaQKJD0Lsa3puLvbjD3GG0GJagMoAINDWp4BxwiK5xoSCE14WLN9teDrnm/dG5wdbtr15xhxBo5Bfk3GFuHtIy3Fgojz+RMSly82ZwUuCHr8vusBTiklVAUseXVvvpDIlzHBSpJS9XLtrpSHbFQJWHSlQJXa3iHoCR6Qyicgineaj/ACgcxSn46d0EeYo8aRtFIHeTW/hJ+EAHmmHkMwA6skw6lOgqRuanOkRTKCveHIfC8ElpTZL+p9LQihrMwuX4s/LhE5IBIJVU6uW5AGFFoUX7x8gLa2hcElTO53kH0q0NIllsZyfzWtTzb1ij21gO0UFoqoBiCwzAbtxBLceDQdcwPUa1q+97UsIBO2ghGVwXpyrU0667ocoKSpm2n1OTTZFlxumhb2d2Ymfi5ciYCBMVkWGqHB0I+IIMV3tT7HowmJmSQonIfEEhSWUAoMhVUljVlGIe0W1lzC6aNZgxHUViqG3pxoqYV/6gztwBJzAcAYzjCUI1Fnq5vEdPrLynqIUqp7fO+v8ABWbQwcwTCtKgSdUOn/xofKFEzVklKrqDVAd7irPcCL1eMSrxII/TX0LH1MAUhBsoDm6f+TRopv8A7I556PTz5wZF7PhlYvFswIJoN27cUkRFU1O70/8AVQ+EO4jAqUXIKuNT6iEl4Nt4i96OSejyx9SIUn7zfQwdUnLSo6/0gCJZBoWhifiFLLqCS+4ZerCkO0Y/DmuwbD4tQ94kcfrDJW9XMJSJQUWyyxxUS0PzZISAy0HflNOgjKdHtaHLnpxne31BpQ9yfMwKcVILguOMS7Ub4IF5gUpQ76nTiOMQd0qkqjxLtQWVMzBxDmExGTN3UqdJDKDg61HSAYbZi2YZaX76PWtOsBmz8rEH3tNG/doik5UTq8so4Hu4dHSbB2uqZMlSpgRlmZx4QkS5RSoFQSnug0Ut2d0JrUumfafEJQvCieSUlJlrQSM6UgsivuKSrME6FqXjez9nmdnmSVJMxUtSEy8yUqSVjIyUlhkCCogjcAWLPBWypeHUFYlQzpSE9ilitZHhs4QGYFTvSju0dR8snQZElcxMpJYGYDNICEAhNUpKilIcq71+B1i92bsEOCQS+rP1+98Q2BgVJeZMIMxbEgucoAZKODD7pHS4bBkqBUwTWlGNvtuMS6Gm+iFMLstNspJDUrXhyi5wmymclwAbMN5cVrBMOtCAMoLmtqn9uMEOIuSSATQFquPWrxNjoPLDUChTT6+mkTzBnuevP9oCZhGnG2/lygfauKhqO4YkDi2kSUH7ZL1SSTWJ9qKB3++XpCAxNTmT0av23DfEl4oDMGN+lRRj04whjSpgVRyS7jd6iIGac2UMTYgs4G/eP2MAlz61tTR6DjbU04Q7Kl5nykOLUZn5hmhNhRnZ66mlG66P/S8YvEkUdYNrH4t86QcIUBu1L+ehgaZiH8WZW77MOxUYqYSzuWBIrV6hhpHK7c2nMRNIl55gIclrKcgppQ29Ys8ZMzuAbggkKtT3eh6QhOwhfwpVxYfMQ1YcFQCkDuiu9USSSdfn0pEUqIY0J4KFeT0A4mGpayGJzA2IYFuTOCOIiiLApw7+J2G6nwhjICMqiAk9SOLn4RD8e13GlQr6RFM5JILimmYAj1EMCKNkt/h5SGNSQ50sYji9nUGZPBxDn94L3kPuy0bWxvE/xebxPU5vhRmZqQchwchitkZicpIiqxGwFbhzB+UejjBoUHoeBp6wvN2YD7tuLk9DDsVHmUzZqgWr5QNUpQuI9FXsMkWA4RX4jYJ7zJqCxL6jhSCxUzhFIB06ikYZNP8AEWOZcesdVP2HvT1aEV7CHHyhjUpR6OihElX5kq5p+kb/AA/8n/ar5KHzi5VsVtfOJJ2ET70KkarPkXe/fkoFIa6FjqD8BAlYhO5XmPpHSy9iV8ZYXNR05w9J2EDdJI3u7/OCkX81k/qOMRMBhuRJUfCB1H1pHe4HZSA2ZCeTD6RbYTAy9EJHNIgpC+Zy9meYTMFiFavuv6QXB7AxROUBCt4IP0j1Q4BI00L9wAeYH3SD4XAJb3A1Cb3dxfn5QcIxlOUnbbZ5vhvYTELupKBwdXGjtHXbA/s8TLZZClr/ADFqfpTp8Y6xEpKfItZtbQdc2g0ZrPrZiILJoWw+zUodiCAN1+loaRKJFAC19L6DSNguWqALgh7vUkcrcYIrEBuGlW+UQyiDVHcNru55BoXOGNKkCrEhwPv5mJqnAVcj74/dYAqaAyQO7TVnao51+9IRQRZUkEu+vvCjHQb4FLOYODpU1HG9jfQwCZiiVEgUFKkNwgS5Z0CDuDgMD10td6whjBTZ1A0etG09R8IGk1ChUA5almL79zCBywoVUlKqNW4te5V8YbB94BLbxYm2gAv84QzaTqldjoQdaClfnSC9osNUXpUhhVw/QUhXEzgGZh3nJSCN+47yDvo1YlLxoAIKgm4qF1LgDUFmr5QwsnNRMcnMw4ZiwL2DPoIkqRNo5zD+ZnqDw+t/IAxIAGVecKD5g99zprV7lhe8amz1FQUCgqSg9HvXS16fGARPsc2cMAQrfTwpItXX0jJkk6H7Nd8RGJKgVFKSCCbeJg2tXZvIQlP2gEkBQegbuKtuDcXhWOjmkzZj0l3uTfpBpWY+63HNTjpDEqSonxs9q1Px+MHSguap9X+HG8a2ZUDkA/mAF7lzzpSMKQXoFU1AI/eCIJLMaH7pBsovmL7yzU3CCx0KHZyGfLUFwxys27LpBEYJzeYBwWqoNncw1LQ1amujX6wRKaeFaR/NUcCwMFhRuVh5etPyjOq+gu5jZwZNUKUABYspPBwRfrBFy1FiTTk3kf6xtJYNqNanlakFioUTiVS5hRMUlIIoplAKJexdgQN8MrwpNH1szi7l+MH7MlLVZQ1Adjvez7olhpEyUAgZVpAZIUClQYWKgCOrc4QxQ4H+VuLAebRs7KO54szPSKKlrS4dwMw/8XI6gQJWOlmyktYs9DuO794fAuSpm7Bl3IAJ4VpuiP8AdaRRKE9Q589K6xcS0ofxADnTqdIYRLlhx2ieVONfSAChXsFJZPdeulCTcvwaGJWyUANlI4hj8YtZMyWaBY3OFA8SYYEt/CXCuA+MSUV34aWEh0A6Bxd+vwiJWl6Jy+RHrXo8WBllQ8FdAS1eQLwt2Jq4SS9akOwNn0/rByAsskDKe8NQlrE7vtnMSM16gAByXKqPyD68usSCBa9LhiCH3ij8d/OM/Bk0o254YE5M9RIzBDs5bUFxStaA+XGGFTwN5bh6wrKkFnFWpfiT8TAyVEgAa14ndy3/ANYVgNHGd0sCa/0Pn84CvEuHJtwOlCzCBvdL5VaNYN13xAzQkM9qO9dAHhWOgOJlKKpdSpnB3M/0fz4Q0aDuEZQHoNPjuiuxE8qoVEA7hV9RXqIWVNWA2cJFkhiogVDkuz/vaFyxlqMQl/GUkhyK1bmW146RAlTFzwuARU60H9YQQtf+cgsGLAAbuXSDoxIYlTGj0NKPRvWCgsc7Rmdwo7qji3XXjECtTnQA1BYpUW0bVvlC0vaBdgGfkzVD3icuUlQdSXJA1IuDqOBtx3wAFlYpakIWUtmKSQSD+Vynha+6GDPNCySTrWut/sORFetJQlASpRAGXvOTZg5pSn3WA9spFfEKksNWYEBhRi1A9PNAWEyeoFLhIcKdmNmcGtTUU4Ri2SfDdLULlNu64PxtvhKXiEnxZtWqSO8LECxru1EC7buOSGOpAdsxY1s6QeLg8oBj/bHMpJSLArJ3GjPy4taEUqOVOVc1IKQWSQ1r33NAMUo5GcOWQyTbMa1saAjRj5QKfiWUQxLflt8/juhDQzg7L5CDbQ8Q+9IyMjUyFZnj/wBvyEQwnzEbjIYhmV7/AN7ossRYfo+cZGRJQbQ/ekYv3P1D4iMjIAIIsnn8zFhhfCOZjcZABEW+90L7OtN/1VfERkZDAJN8MM+zXvcvnGoyEINtK3Q/ERU7B/xZ36/mYyMhDLzG/WK6bfr84yMihERpz+kb97oYyMhMBGd4B9+/DJ8P3vjIyJ7lgE36fWExZX6h8Y1GQMEKYi8v71VDgv8A7T8Y1GQAaT4hy+cVyP8AG843GQ2IYwfhHX/iYmfCP9T5qjIyEMjhfB/t+kO4H3P1D4pjIyExlcr/ABVfeqoFgbr/AFH/APUZGQAwO0PCeQ/+wxqVYfesajIkZ//Z 

Performance

  • 0-60 mph (97 km/h): 4.6 sec
  • 0-100 mph (160 km/h): 9.2 sec
  • quarter mile: 12.9 sec @ 113.8 mph (183.1 km/h)
  • top speed: 164 mph (264 km/h) reference: http://www.vipercentral.com/specifications/
  • 700 ft (210 m) slalom: over 66 mph (106 km/h)
  • skidpad average g: 0.96



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