Page 1 of 1

Rauður Bimmi

PostPosted: Mon 14. Jan 2013 23:55
by bordid
Var í kringlunni um daginn og sá svakalegann rauðann bimma...
Semi gamall á sjúúkum felgum svona gráum litu út fyrir að vera úr plasti eða þannig... lækkaður frekar mikið og með chamber að aftan
stýrið hægra megin :/
VEit ehv hvaða bíll þetta er??? Megið endilega skella inn myndum fyrir mig

Re: Rauður Bimmi

PostPosted: Mon 14. Jan 2013 23:57
by srr
ÞEssi hérna kannsKI?

Image

Re: Rauður Bimmi

PostPosted: Tue 15. Jan 2013 00:09
by bordid
jaaaa getur verið.. hann er samt lægri þessi sem ég er að tala um á öðrum felgum og me chamber að aftan

Re: Rauður Bimmi

PostPosted: Tue 15. Jan 2013 00:12
by bordid
var á þessum felgum eða svona litu þær út
http://myndasafn.bmwkraftur.is/v/samkom ... 8.JPG.html

Re: Rauður Bimmi

PostPosted: Tue 15. Jan 2013 01:19
by Birgir Sig
bordid wrote:var á þessum felgum eða svona litu þær út
http://myndasafn.bmwkraftur.is/v/samkom ... 8.JPG.html


ja það er þessi hann er á borbet A felgum i dag

Re: Rauður Bimmi

PostPosted: Tue 15. Jan 2013 11:40
by bordid
á ehv mynd af honum á þessum borbet A felgum?

Re: Rauður Bimmi

PostPosted: Tue 15. Jan 2013 21:44
by íbbi_
chamber?

Re: Rauður Bimmi

PostPosted: Tue 15. Jan 2013 23:30
by bordid
chamber/camber... Þar sem dekkin vísa út
data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSERUUEhQWFRQUFRgXGBcYGBcXFxQXFxcXFxcXFhUYHSYeGBwjGRgXHy8gJCcpLCwsFx4xNTAqNSYrLCkBCQoKDgwOGg8PGiwkHBwsLCwsKSksKSkpLCwsLCwsKSwsLCwpLCwsKSksLCwsLCwsKSksLCwsLCwpLCwsLCwsLP/AABEIAMIBAwMBIgACEQEDEQH/xAAcAAAABwEBAAAAAAAAAAAAAAAAAQIDBAUGBwj/xABQEAABAgMEBQYJBwkGBgMAAAABAhEAAyEEEjFBBVFhcZEGIoGhsdETFDJCUpLB4fAHU2Jyk6LSFSNDVIKywtPxFhczRHPDJGNkg6OzNOLy/8QAGgEAAwEBAQEAAAAAAAAAAAAAAAECAwQGBf/EAC4RAAICAQMDAQYGAwAAAAAAAAABAhESAxMhMUFRBAUiYYGR0RQyobHB8EJScf/aAAwDAQACEQMRAD8A6ZoXSPh7PLnFN3wiApndnyeJ0ZnkbpJIsFnCiH8EMMt8XQ0ojXHUmcbjyTIERxbRnTgx1tCpdqSQ7w7JoegQAYEOxUCDaCgQACBAgQBQIECATAFAgQIEAUCK6ToVKJiloUtJU7sUkc43jQpOcWMCACOLMr51fCX+CKfRliKyHWoXJUtSWu0K717FJ9ERoIqNBHH/AEpHYs+2M5JNqzWDai6GeUZmypCpkpbqSK3wlmza6BWK/kTpG0TwpU1SQlg10MXBarjV2RccqP8A4sz6p/dMVfIJP5o7z7IzcVmkWpywfJpDJAAbzcIiJmm8kPmcBUUSacT1ROmYHcYhSfLGFL3YmNHGPgzU5eSFyblsVn0kSjgAzhdA3ti8eKjk/grZLkj7h74t4NP8oan5mB4J4EAxZBQWyX+cUTXnHo3CGDEm1+Wr6x7YjKjNmy6BQhZpCoRNNIQyNahzU/WT2xZ6K/xE9PYYqNLzSlAKQCbyWBLDGLjQ/wDiJ3HsiWUi4gQRg4go5noLSp8VlJQnyUC8oUY41Px2xMl25RCSnywHZlEAHycKF+t9kZ/QmmRJlpSmYkkAgOJjYmrXcKv2xc6N08gMygpmJYLF4jJjjQcddXMlQ3Hkl6N0krmo5yrt5Sk1qK7KDnVOyLeZpaYizzAElLIWUKDU8ovXa/CM5aNIpQUEqAJvAhjzku7HY5Zjri00jpZIs6kP5ctSMqKvLLEGuCgekQ4ypCcbNFozSqlTZouv+cDgGqeYiuqra8om2jSQSQMC+dKMTjhlGOlWxpqSbyTMWtwCllBSVc2pAGOfbDtsnLvgJSojGtxVHDl0lhqNcDFqZm4Gssel0TASMAWfbl7OMOStJIUMR27KxjLJpBMsF0KDuHcGoyxF7CF6FtQIWEhZUpbsACEjeSDgXbork1MT0zcImg4VhTxS2XSjBgiYofUYjriYNJpF0qSpN4gB05nBwKjeYpSIxJcqeFJCg7EOKEHhBTFdo7REazLCJaQakACgMCZbBqOIyOReK5DEmBUG8QRpEeirgPxQPykPRV1figFiTXgPEP8AKI9FX3fxQY0iPRV1figDEkTZwDOcSw3sT7IrtCYn/Ss//rJ9sO2i0hV1noXq+ojLfESyBaD5oFBQLqkAgFTjEUAGDPESu06NIpU0Ocq1NZZn1VfuLiu5BD8yd59kWGlJhUhgjwr+aoXRgQXJPszhWh1BCWMtEmvkpN4ENro1eyId5XRWKxqy1mYHceyKmRKaas/QV1RZG1JILEKpkQeyK6bPAUq7LL3V5K5waoxGysU5PwSoryK0EKK+rJ/9Qi0jP2a2BBdf5oXxzbzskSiBtzFInytNJUHSFNr90EXSCcW5cFjEe3TSEKY866SOiGxpNO2IukLegpIxLFqCmXRFZInBlchZIBOJxMEow1LXzRugFUQaULeGlmogXoZlrJUXygsKEaQrdH00xb6HP50bj2RS25VUfXEXGhT+c/ZPshMouTAhBXAiBnnxAICd0S7JPZYUMgf3THelci7EqnisnoQR2RwbSgSi1z0ookTJwSkYJSCsAdkY6nEeDeHMkiRa5zTdwSem6MYutLr5qx/1CuqWmM/bVETQ4d0oOyiRGktmK/8AWnD/AMAgjyJ8URVWsp8CSaCUN73lgH41ReWC2gLS/N5rNgyVuSdoDBW5xQxm9LS2uF/JQhLbypT9vVCZlpYVe+KbhnFp0xNWi3tVuEuYaEpSVMGoCqtNQf3aot+TVtFylFOVKI+kXYbA/VnnizazUO4LDhE7RU4pSZgAoq7LfzpjZ/RSnnHoGcVFtsmSpGi5SfKGLIVghSlhkhKRRIxBmTGYKVjdD3QwoSTHPrf8q9qWearwY1JAH3i5MaRdjcVdRLkv5xNSpT4k1MQByElTFlTE/RSWTqoaNueOmUGl1OVT5pKzLL5d2tX6WZ659kNTeVVqaqpnStffGxlclpSTd5iGYi6SomlXVhro5qcoZt/J5CiylFQBoHIHqjmgtEbd9xS16/xf6fcxp5STz56vWV3wByinjBSh+0rvjWyuSkhi4HFRhf8AZWQTkB8bYe18SfxL/wBX+n3MtJ5QLLlc2Y/1lF+mF/l4jCbM9ZcaC1cnbOg0CaDUXJ9YxCkcn5V4klLZAhWfTEPQOuHrnFViuPgmV39o1jCdN9ZffCFcrJ6fJnzfXV3xcHkzLUaFHQTDk/kMgFisJ3OfZC2Wgn67NU41/wASKeXy7tgwnTPXJ7YlyvlNtqf0q+m6f4YXM5FJym9RhpXIvVM+7FYSOd+oj3v6MnSvlctYxUFb0JPY0WEj5Y5hDTJctQzopHWkxl7RyTWkOkqU30S3H3RFmcnJqSypan3QVNFR1YS6fY6fYflFstpP5wGTMPnEuhTYArDFO9QbaI1dgs6VId1VJqFq2ajHGdC8kwovOcagDXpOXRG/0BaPFCE4SFMCHJEsmgWHwBoCNxhS021ZcdRXRr1WYekv11d8RlyfL566J1vq1iJKlwwo82Z9UfwxjHqbPoRESyw56sNndBeDPpngnuhUs0G6DeNTMRcV6X3RDctKqsQHOr3w6pUNowhARbaVAocg86lCGLb4uNF+E8IWKXunEK2ajFXafKR9b2RbaLPPP1T7IBh2C1TSgF04nG8T5R2wIw6bavJagHOCiMztgokZ06VpS3EsJNmUWdhPmAsGcspG6OIWlaZk6asAgqUtRGLXic86k9Ueg5VokJdSVy3ukOFg0PTsEeffAgEnX7Yy9Q1Xum/pU2/e6/AXa5rqBSQoMBjUEBqg1i8tCTfX/rTS5+lKu90UFksTzEXqhQKt7X8f2kGNYizgEMAAVlJfJ1eUmuOA1UNIyjJXRpqQ4X98EHSSAqUhgoq5t5mKWCSKbQb3VESdZlGYXSSCviLzdkXNvsRVfCVJSQ/NXgtKa3Q1CSK9AIjP2qYlM1weaVkFyDW9Rhq28cI3uLOdKXYsJ2hwokISxJYZuXwG+gh5V2+yfIkgy0/SILzV/tLo+pMSZE25KnWlvJdEvCswshxuP70UxtARzBkAOGJ4x06SS5ZhqNvhE+16SSaJD78OGKjvpsrDU22FucqgyyGtgKCIqWpxPs9kR9IThQDea8I2fJzodnaTrQZAVhk6R1iIBmQnwkOhUXVntAVhDxW0VFgtDLY4GnTlFmqaNXWYh8MCIuzEnEQQsp1iJKVj0RBiZXAdcPIQLNZDfCifOB64tNJLdZ3RBkTK4NUa9cTrdJUuYWCiwAoCrrES2FFdOmABzEcaQAyPVEfScxlXa83FwRXaDES/FrlBRcS9IpYguHi607JE2Y6WN6UhaW2JdunCMaFxecnbWSsJOQLY5+/thNVyMjyJtYuJc4FBBqAK7U503RSW0XJihtcbj8dUTrFPwi0xGr5PW4qQZSi6pTAHNSD5B2kMUnaNsWBPNmbk+yMnJtolzUzBgk3VfUUwPA3T0GNQoquLonJ6nujknHGXB1xlceRtGA3QZhAJYUGGuCK1ej1iEMOZBiGys+iervgxMpgc9XfAAzP8tO/2GLXR3lK+r3RVTV85NDj7IsLHPYr5q/J9GExow4Pae2DhQk/STxPdAhDOzW+xS/BTCZaXCFHyE5JObPHBJsvm9A9kdLmcqLUtCkqCCFApLJAoQxq42xj7fogJQDdV5aE+UnArSMj8PGWpUkb6VxkiJYbI4lqwuIUMjerMOtx5XZFzaJRJFaCaSaO9VU2VuwhFiShJZKhzSz1xB+PhokqlBRq7haiGr52eqOdR9+v73NZSuP1/gxOkLX4ZaiqqUqKUpOCQk3cDRyzk9GAAFfZrEZsxMtCQVKIADDr2DE7BG/PIyRNF91oK6qKVMCTndUCH3NDWh9DyrEZ0zwnhFA3EKIAuhnVQE1dw+obTHbBpujicX9RWnrKiXZU2ZCrqZYDFndQN7BxnjqfcIw8wTFLAU1Szg0rsbXqi2t1vVNmE5ZCIxlG+hx56f3hGb9R71I+9H2Ol6d6k7y6/AbTo+aMFt0mFHRc01Kh0/wBI1Vn0WTlFnZ+TqjkY6cz4O2YIaFmekOvugfkSZ6Sevujpsnkko+aeEPr5KXBeWLooMDUksAAKkkkAAVMLcDaRysaHmjNPX3RIFmn+kj1T7Ex0lfJ0D9FM9VKepagYKVycCn/NzOCC/BZgzDbRzhVnnjzpZ6Fe1MKTLtJwEssNTUDkknc8b+ZoAD9FN4S/xwmRYPBqChKWWyKZZBoRUX9sLIW2jB/8SkA3Zdag1qx1vrB4ROsvKG2S3uplG8XNNVPSjVTtHlbXpSxdSEgBCQKDEspnNTTWYjr0H9CZ6ivZA5INpHP7RZpylKUoOpRKiXFSS5OOuGvE5vodY746CrQw1L+zmfhhk6LR6QH1nT+8BFbgtpGD8BMHmGJFgtUyTMC/Bktlr6o2czQJGVMtR3GIszROyHnYtpGa0hpIzCD4JSSHeru/R8PEeVpBaaXWjSzNHNlEaZY4akLbRXyNMJYhZxBDbxG50bMnzLPLuIQo3BfClXZgUAwugi6XGtQjASjdmKP0j1FvZGq5PaeCVAEsDQnVtjHdUnifTn7OnDRWsnd9i4FsX6AoSMWqCxBBDhiDwhXjSvQ6xD9msJuqUtry1zFkCrXllQD50I64X4mIxeo7OTFETxsv5B4iCRbGpcJodWcS/FBqhsaND7DC3GGCIk+1F03UKe8McANbxZ2i2hC1guXRRg4zhr8ntAFijKVual4/k0TSi4+TGplq9E8DBxsPFPh4ONdwjAprZLUUteIJzSCT2tjEMaMnLDEra8FOQAXCnDdMacWMQoWYDPshOF9zRToqvyTMIa8lmbMwQ0ItyUrZ64bSaPhFt4P6Q6oO7qPV7oW3zdg53wQbsyUhyEkIS7uoOEj6pDsNcYbS1vUAkJq4JVtJU/s642+nZtyzzC9SG6TqjG2a3SEXkzV3VBag7HAFhUDZFY0nz1NdCVaikldc0V0ucQHasK8cLh9YzfV3xbqtlnJF2eghwaqbtaGtLqkeCmqTPlqUVEpQFOarfAbI51o171no37YlqR2npOnxdvv8iysunCnVFvZeU6qYRiET4fl2qOtnlkdIsvLJsYr+V3K5UyTdlqKFMoBQLKSVXUEg5G4qYH2xjkW2GtIWt0bnP3Ve1oVcgzpn9ylh84z1HWZiXP3IL+5WwZGeNy0/gjfIXeAIwIfjAXhFmRy/+5yyqUoNaXCgCbyACCWKgVIDgCtKwS/kVsg/SWgep+GNJpS0LE5bFQF44PDabVNahVxMEYtLl2Ju+hmj8jVmq1onjfd44fDGE/3Pywojxm0oZ9VQC14McDlGhNtm61dcTNFTVqmovFRrm8aYruS2+xQo+RxvJ0hah0n2Lhf91tqT/h6UtAP0goj/ANnsjoycBAUpg5wFeEZGhyLQXKQiUROZSwWJCQApQXMSVsKC8EpJbNzmYcn8okHzOyMXZ7XzRtAPHndqjAVa4RZpZ2mUHJuEQ59uRrEUC7RDE+cWO4w7FRJkKSRexck8S/thm0zihyKCH9G6JvCXiAoJc0o4elIcXo4rSxfq7o49vUbs9gvaXo4ae1K24qunc1XJbT6pspiapp2+xovUWvbGM5J2cS51xVQtJx1p9wjY+JJOQjVxlZ5XUxyePQeVNo+UIFpDUIOyhhtWi0kVD9JPthpWhUei3xvgxZmTTanZ90IXawMIgzdDpo96hcMVBj+yYX+T8nVxPbE4sLRIvvWBEU2E+mrq7oEVTDgfWknzxwgrm1MKfbCSqNiRI6OyD6BAviAEvrgAoeVFq5hTTB22v/8AX7xjm2k5pVMUwLEkjOhLiNgtZtVqWi8AhKzUnBCARRsSYobfoZMpdVKUNaQG7Yt6eSDS13pSbXcpUyj6J4QFSleirgYtR4L6f3YdT4HXM4I/EIz2zp/GSa6Cpc1wDg/Eb4dSuCvSDiuYNyE13/nMYdTKs/zs37NP4zFUc1gC4CucGhxNmkfPzfsu54cTYpP6wv7JfsQYKCzpvJz5SUJkS0TkKKpaEoKklBvMAAWUoMaVx9kXX9vpBS92aBrIl/zI44LBK/WD9lN/kxOsGhpKne0HolTzxaRDJdHTT8otnY84gjK6QVbMTD6flGsnpn7OZ7ExyOdo9ANLUltqJ4/2ob8TH63K9Wd+AQuQpHYh8olj+c/8c7+XBjl9ZAzzQQQ/kr5tTQgIcNSONqsf/VSfvjtaG1WE/rMg/tgdq4OQpHZbVy7sapakptNxRSQFeDmm6SGCmKKsYqtL8vJCbEuXLnGdOVKUgKCFo5ygU3zeGTuzklumOWfk9Xz9n+1l/wAyEK0as/pZB/70r+ZAMjXmpCTMh46KmenJP/dlfjhB0VN1y/tEewwAMmbDFpnc07vdEk6Km6keuIQvRKyC6X2Au+80aChp8keTygtCQEpmkJTgGSW4iHP7SWn53glA/hho6GX82eJ/FCDolY8xXXGeEj6H4vR7w/YvOTOllmfLXMUVAKq7YKBBwG2OoBI+HjiujXlqUWNKl9Q2GOw6KtImSZagp+aAd6aEcRFJNdTk1tSOpK4qkSSSIWFQD1QTRRiGTBQLsCAANBQZECEAx4vu6+yB4q+r43w54PZAMkahE0/JVrwJNl25RHtCvBpUp6JSVY+iCYkCSNTcYq+VSwixzj9C6MfPIRr+kYaT8ibRy6UskTNdy9wIftMMWO2rB8o8Ycs0znH6SFB+B9hiMihizNGhsulDR2O8CLWTb05y5Z3pEZeRNifJtMK2WqNPJtMnORKP7J74sJCrGfKs0vovD+KMpLtcSUWyFb8lUjXIs+jzjZk+sv8AFCxo/Rp/y49dffGUTbhDgt4hWwpGo/I+jPmFDdMV3xJs2jtHp8lE1O6codkZAaQg/wAo7YMmGKNLO0Lo4lymc5/5nemGVcndG/8APH/cT+GM+dIbYI2/bBkwxRenkzo70rQP20/hhB5K6POE20eunuijNvhB0hBkwxRdK5I2HKdaOKYZXyQsfz8/7sVJ0hCDpCDJhiiwm8lbIP083gO+IszkxZfnpnqjviKq3wyu2w8mLFD8zk5ZvnpnqjviOvQVnH6VfqphpdsiOu0xWTDFDy9EyB+lV6oiMuySU4LWegCELnREmrh5ENIsrFyjEs+DTLCklwb5JcGhDbo1fIC186fJ9BQUB909iY55ZJbzUjWWjUci7SRbpoHnJWGGbKB7EmBtsSSR0xUIB14wwZhHmqg751K4RJRIC21QhSoaM06lcIMTNiuEACiowIIKAy+77oEICsXMl5TW1c9+MOWbSKPOmvjW97GiGZaYR4BD4t19WRjPB+TTJFtM0lLLfnxkAKCMzy/0gnxQJEwKKpiQWbABSqttAiXMsaVFyoZ0b3xk+XRSjwaU53lHqAx6YIxlYpNUZuXMLhqlwOIZus9UIWFOWI4nuhgr6q9b/HRD001jYyHEpX6SeJ7odT4T0kesPbEdM1sniXK0mE/opZ3hX4oBhpXN1o9dHfC0zZ30PtJf4okyuUgT/lrOd6VfiiXL5apTjZLN6p74B/MrxMnakfayvxw4lU/0U/aSvxxZyvlPlp/ydl9VPtSYko+VlI/ydn6Ey/5cIPmU4No9BP2kr8cPeCtLPcH2ks9QVFyj5Xh+qyeEr+VEiR8saR5VlQ2zwI/2oAszf/EfNHoKT2GADaPmV9saNXywI/VUerJP+1CT8rkvOzI9ST+CDgdme/4j5iZ6phJ8P8xN9VXdGhPyrSjjZpf2cn8MEflQkfqsv7KT3QBZnCqd8zN9RXdCDNm/MzfUX3Roj8pNmONkl/ZS/ZDZ5fWM42RHRLHsVAHzM6qbN+am+oruhBtEz5uZ6iu6NEeWFhUW8UqfRSfZMhqfpmxZ2eancW7VwcAZ82tXoL9U90INs2HgYuJmkLEcEWhO5SfaYizLRZ/NVaBvun+KARXqtm+Gl2mJM6cnzVzOkN2KMRlTTrPEwxD+jZovgnAVPRFtyKtTaQkn0ioHbeSoDi4illK5qidWe2HtAWi5a5KtU1NNXODwCZ3XogA7IjDSSdvSkjiCHgflMVNehJ7ojIrEl3thhBmCIv5XRt4GDGkUHODIeJIviBDHjqPSECDIVGfzp2YYQV0Q4iVTaAMiTTd74JUshidYz6deyCyhlSK/0jCctpn58DBkJ9ppxjeknWdbMeqMRy5sxvImNS6x2MXB4HqholmZlq+OMMTpyhR8KcIVLmj46IRPOMUQJllagSFYfGqCMxYzhcksG11hC4YCfGl64bmTycTAKTCSiABMGIFyCuwCFu0GbQYbuwV2ABXhDrgwvbCLsC7AArwh1wBNMJaCaAB7wxMLsgeYkE0KgOJiMIN4Bmw5SyzZkpYB1u24NWm8RTaNtqlzAhXOCzdwzNBhjWCtWnTOlIlzamW91ebFqK4Q7yctMiVPRMnFRCVAslL9NWiK4KvksZmglA0JbURhFTbp5lLKSxI6I12mPlCkEEWaQq9hfm3S25CcekxlJNqBVeUAVEuSQMYI33G2uxEGk9nXC06QfKLDSikrklgkFJBoGJGGrUeqKSUmKJstPGgUsNbnoEL0etpyDqUk8CDEOQMfjXEzREq/PlgYlQgA7f45Cha4qPDl8PZDnh1DItlQd8ZGha+NbYAtEVgtT5HhCvGhqMMCz8LAiqNrTugQcgPpsgagLDN6YaoSqQK78nD1xJ104a4XNtTeSR6pamwHrwh0zDgKlg+LPm2RihEebJSQxUMTiQ3ZX3CI67DeaoOOo5Bq4UibOWtnAFWGeI2HYcoQJRJqoFsXp1P8cIQFUdESiGKUk0oUim+jHo6ojTeSklVDLRi1EJz3e7HojRJke/ZreCJLPUjWbtcO9+MAGUVyKklnSkdB2nX8NDK/k9lnDtPHZjnGuUgviA+pqYO5yELShixoE6uHdqhBSMMr5PEt5z47hwiPM+Tk5Ex0AppjmPfvof61MGXxNc8O+DkKRzaZ8n5GZ4e+GTyCVkqu6On3Acq4v/X+sBMgasSYLYUjliuQixm3RDR5DzNY4GOqmSM6bfjD3wvwQ2PX43wWwpHJVciJgzHA48IQeRM3Z190dbNnfBuqnVWF+LAVbdm+b9kPJixRx5fIuaNXX3QyvkfOHm9cdgNnS7sM3esJ8UD+SPjsgthijjx5JTgap64X/Y+bqHH3R11NlTqL7sNQDwSrIlxTKDJhijjq+S04UuHqMJHJqd82rhHYfF0nBI9+UBVlHmpHCtP6w7YsTkI5LT/QPV3w8nknP9EcY6uuzAAEgV6GgJs6Ww24Ux6YLY8UcuHJa0s10EGnlQ0jkbaR5qfW90dZ8CM26AdmL72eG2bdmcsqYbuqC2FI5knkdacGR6x7ouuTnJObJmX13bwcAA4EuHFK++NoFpdrtNhp3auMPGcBkTtYdNQILYURkSlbX+DCxLUCQxG/2j4xiQZ9AbpFW6tefXAk2kV5pqxc4jdr4Qhkca6auPZC0SaYDjlrDbfbD3hRTEGuINc88soITBgRvpnqqH1bYAGzJOQ6/fBw+guHALH6I7oEPkOAG0DVjq24v8a90AzgEim5ssh00hK008kUOfZXCCKXqzhqV6tvGABxE5gdeOFaMHcYiHSt01Ya6a9n9YjhbEMGDFt2t23wlJIL72o4NafGyACVTWOOOsYdb5wlIeh4FgNYo2OGTwd8YkCj1FcnANevphJpjlRsWpXPVr98ABXa4YHXXcaV6GhQTTdRnGJhiY2Qzfzn4vthzxlnLpfaenPo6oQDoBCcKNWho2/pgpZywwoe7PDbhDcmeaOQ+eb40rCylwCTroNjO7GldQgAWkBgGoNjg4wvwgDtlQsTQtXq7YSEhiairMXIJb490JUkUAxySMsujAwhi0EM4OeWBxw1wyspJ1F3z4tryh0SnFHqHY5bB8PDZs9A9Hwo3XWu2sMQlYGINHc7no/Tq1QoPVhTKvHHEQrwGGPxn1dUJ8Djl08fjqgANhXvGLjoEG2rqx144dMBCDkzU8qrPk+W/OFBJH0qtsyzeEMYQDqYjdWuyDMt+mkSrtakU6M6U19+TwFIatDX3bYBlXNDM7sKH37awt0ihVr2as26zEu0SZlLpRjUHVsLdURpljVjgXGBGvN66jnDEATU43jsZ97vnw6IWoB2KiNw7HiMbOrFnNRQAYMa1FeMGmYam6MK3mDPh8bIBDwAwcNdyqd7kfDwAwGdc2O5k6sSfhoaFpJY3X2YMKYDOuG+FGerVXUMa44boACmSMkk9eLnUKUbbBXGzfWA531GOR7qQoqJDYHAAuKlmxbOErWwYVJOBISCXyYuQ2rXAAaZhfKh1M+3PJuMATwKUrkaEZjAYvBgNUitKgPe1M2OEHmyqPrJ2557RDACZt56gNmNzd1KQlKa5Y554YYu7e+CMvHmkNqqKvhlWGlSgAzMOjowhAOqmh8R94dlIEMKSnW3QT/EIEAxwHm/HpEdkOWbE7z2CBAhkjzU/ZV7YihZvIDliRTIuawIEMESVBkhszxglGp+sO2BAhMY7Jli8aCgGURQKI247ccYECABMkc18/eIeui90n2QIEIA7OfL+qYlThjuP7yB2EjpgQIBoEoU/ZfppWELGPxgzQIENCY0k81Jzc9sOKP5snPmwIEMQ5N8hRzuq/ihNkNHz/8AzAgQhjlk8sjJh2QkHmjapT7atXogQInuV2AFV6B+6Ip56yZinJLEY/WI7IECHEUh9Ci+Of8ACIdnHmn6qv3TAgQMEMqUed9RXVdbtMOTUC4ksHZJ6bxrAgQyRNiUWNcMNmMOPRX7PWKwIEJjQUvDc/8ADCLcKP8AW6lsOokdJgQIYMbXKAMlgP8ADfDPXAfnEZU7BAgQCIaVnWcT2wcCBElH/9k=

Re: Rauður Bimmi

PostPosted: Tue 15. Jan 2013 23:35
by bordid
jijjb+

Re: Rauður Bimmi

PostPosted: Wed 16. Jan 2013 00:25
by Aron
Camber eða hjólhalli getur verið jákvæður og neikvæður þegar að dekkin vísa inn að miðju bílsins að ofan þá er hann neikvæður en ef hann vísar út frá miðju bílsins er hann jákvæður.

Ef þú ert að segja að dekkin vísi inn að ofan ættirðu að segja að hann sé með neikvæðan hjólhalla, eða negative camber. :D