[quote user="Eva" post="196070"]Aquest diumenge, en Joan (Vman ) em va deixar provar la seva gs .
A diferencia de la meva :
1.- Té el seient en la posició alta. Toco un pelin més just al terra, però les cames van més còmodes, més estirades.
2.- La moto d´en Joan té 110 CV, la meva que és del 2009 en té 105 CV. La diferencia de cavalls l´he notat en:
A.- Té més baixos .
B.- En marxa és un pel més sorollosa.
Va esser curiós la vaig agafar en un tram ràpid i sense donar-m´en compta vaig pensar.... és igual que la meva.... però després vaig veure que no vaig arribar mai a posar la 6 marxa.
Va molt més sobrada tant de sortida , com en recuperació.
Francament va molt millor .
I els colors d´aquesta serie son molt i molt acertats[/quote]
:mrgreen: ja t'ho vaig dir que aquestes 30 Years corren més... el soroll que comentes es degut a la vàlvula que a partir del 2010 es va posar al silenciador per millorar els baixos. Dona un só més greu i fort que els models anteriors amb silenciador de sèrie.
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0CByrt18AcfLKovtG+xKyGQ5kn+3wqWqKMvCM9aXd2kGkEgFSzkgDio6T3D961HRdlIkJxRqJiiVpaKuGS+OylrIpURPORwzy8agd7t7OWm/UXlJKwgrKiR7azhGgiYx8gJ8KmTl6W/E5QahmxWlJCnHCQpZGvBCfZ+p9KfjeFWIAGBOSoBUBxz4Cim2+Wz0IU1gJQLg4nEZgYWyCSR6keBq3d0GAmyYgg4kBwkaYnSXFeilkeVUu9tH+KvErUorQnAgEyZTMnXgck+LsVbu6T4SOrTkgytKeCTIKgnkk4sQHAhXAgDNWJJFQfpeUP4JAImXkweUIcn4ZedTiq46Xd62G2xZqS4p1wIcThCYT2iEyVZ5wrQacRNZVTzzJCY412xapaICiApQCs+R08AeE668qItW8nMSP3NB9oNOdYtboMrUTJ0OfDuAgRwArTKQ2tnNH7HZ+lQDZu3HGDl2k+6rTyOoqwdg71WzhCVKDS+S8gT3K09YPdUWJHZWMDSnVzaIcThcQlaeSgCPQ0qgZVw4uio1f7iNKEtEtHl7SfQmR61Ftpbn3TUkNlxPNuVeqfa+FWg2ZopZMU3BSW52zXl3rJaSoLStJJAIhIPbxchEgzXoppoCk2WgKy+vktIKjWdUuVCt1Fou3e2hEJVmmVJGXDImaygoVGzGwpADuKZnsFIygpAxGcyKFoWr7qZ8j+tWVb7iJ1cXPxo1Y7n26fulVb4saqQtPrCQR2U6DgOZjifGjtv0dXS2Q6UqhWaYEzPE55Crgst32Iw4E5iNJOdSDZbKU25T/lkDy14+fpVRA9u7sC7tmG0W6kLZSEJWVYThgBQwpygxPj50Of2K5bO4n80obLqgMgUtJhKT3EpSnzq12r1I0R61Hd+2S7bvEJ7RZWBHEJhZH+iiqSL633lOOEqKiVKPMk/D9BRlu40yA8KFWOhp6g0BNDtN7xgFBzJjPP8AetcJcroqByJoDewrkrsVIVrbvAJ/C8lRIHdian8xpu6umDe1P4e2MAEvu4gDPsMpUkHzU4ofkNcIvusQSmMXAcJ8auo1tK6ygamhKmYEmp1ufupZ3iS4468laZKkEtoAA1zg6cc6YdId/ZIbRb2RQs4ipxaVFcBOSU4tDJJJj3RWbdqoY2df3nS7u0urtyknJSwQmMjEyfjTVSoy8z4mmu2EleAhPZCQnLnxJ7zWgRRvaFJwlJ8ZH9q313WABJ9rXwBz+tC2bBOCD7Ws/Spnuu2wizV1qQtQXwkrTIEQAJCZxaZZ1A62JsDr3FltIwMoSVqkCCVAgeJwDPhJ4kVY+59oQSrglIT5n+0+tQbZqktoVgWgIJK5JKuAzgROUChe1N/LpA6tt4tpk5JCUmOaikST3T50vgvVSwASSABmScgANZNUfvlct3d+t9uVJwobSTyQMykcASSc8/lTa23iu3W1IeuXFNKBKgsz2UjEZ9PZ45DjQmw28Av7RMJnIgyR48/KsxRm2sO6iaNlpUMKkhQOoIkUvs1CXEhSCFJOhBkUatrSghd/0cJVKmFYFe6uSnyOo+NRS/3YfZVDzZSn3tUnwUMvLWrtQyBXLvLn+86KqnZm1XWAA04QB909pP8ASdPKKPW2/wDhMPtEfztdoeaTmPU0bv8AdVhzMI6tXNvIeafZ9IqNbR6PbnVopdHjgV6Ky9FGiJ7sO5buEBxpQWk5SJyI1BBzB7jUktWIqMdHe6rlmyvrYxuKCikGQMIgZ8zPwFS9x4ISScgKy06efS2nEoiKYbMsf4tXXO/4SSQhHvEcVfy93Hw1hW8W9Zdd6lvWQPCdJ7+7hViXTos7AmD9k1MDUqifUqMUkSobvBvXeIuXEt2qFoBGFRciQUgjLDlWVH7i7Q8rrA7ctyB2EtoUE4QEwFYs9Naytag9dWvVmJTJiJmeMxOR8qfMWmQk6Rp65wPrSm2Fdeu3ylLKyvh2jgITl3FWndRJkgjKtajLQ9WFFDYUuDhmczwEkznp50CXv4ZXDICle0kLQeGciZB7jnNSMCnCVNtpLq8KY1WQJ9dZoK4b3u2pcZ22znSngpYwA/1QPjQnb9/t1lsvvMJbabIUY6tcCfvBKycPAmIzqybbpHsV3Bt+vwu4sELStIKpiApQieWefCpMQCCCAQZBBzBByIIOo7qDzYMDgL1uOxqtvVTJOoVzRPsr0IgGDIpRtU6VZu1OiFhLxuLQqZVmeqCilEn3FwSgHlBHKBlQ3ZO4bhei4QkYpIIKU8dApEBUSNc86YiENyTxjnRTZO77txJSkhtPtLyEjkidSfh8DZyuj5pCCQ2VHhPaHjqRT/dHdsIQ5in2oCuJgcTxjSgpHat+y+vAyZUmEhOgAGQAxax8yTxoc0FtKECSrQVwndJ+5efWyk4EKViUZAEk4UzzMHLup9dKKSlKhAw4ZOoCYSqTwJOXkRxorjZ9uLy4DS1w2VBJI7CCqCcSuYGgJ4CgJEKIBmCQDzAORpzcShSi2sgEQoCM/H1ruytPsVOHQKCB4xJoGhczzOdKIeic9RSL4rpAkJjX2T6/p8qB00YSTz7I+pp/b9lvMCVQRzAHI8KaNNhawB7KfkNfWnL65zjLQeVByLtSRAJA5SY58aaMpxrMnQ598Cfn8qUKSohI1UQkd0nXy1qRubETbquUkeyOrRPMlI9f71BjVgFoKSSAoEZd9Bb3dpxoSlBcHMcPxJ1+lSe2SEQFGCedSXZzYArKqx2U4426FIc6vIZpiFDP2horlnyqwNnb5N5JdgH3k6eY1HlNKbW3Xt35JTgX77eR806H0nvqH7R3JuG82yHk92SvNJPyJoqzEXaVJxJUFA8RTdbtRfcyydZQ4XQUhRTCTrkDJI4TI9KOLemgesGTR6wtaD7NZ4mizm1UNipaSCa3EoTJMRVd75744pbbP75n6DzptvRvmVkoQfGNB+p+VQt5w5nU1ZBJNwtm9beszniVjPHIc+/L41be+F3hZ0CsSh2VCQYk592QzPKq96IraLsTE9QXBposiPnVo3jSVLGIA4RIkTmT/arUiv2n3CJC3kjk20nCPw4hNZVgisrKqu3d3obuUjPA4NQdQe7mP3lU3ZfDsaJcKoJ0Soc5j2h5TXnn+JUwYCgCDkoanIH61Z26+8yv4dp11SYWotzp2hMA95AkVtlYN9bqZPbHY98ZgfiGqflQzeNtXVoVhxtgOYxEwVI+zV4Ag58MVF9kbypIwrMjv/eYre1rMsoL1sQUDNTc5RxKD9092lUecdtbHeub8paQVLc6tWUwCptBUoq0ABJk8M69CW210pSlBVjUkJSTzIAE+JiYqI3O9YdyRlOoiDPeBxohuww4t7sgBIHaUeHnzPIVcRLre+Ch7KvQ/WuVthyMOsiDy4H4EilkWIGjmf4cvnQPbFw4wrJJ7cgxmMxIKfQ+YoDF5jQhSSvhIwx/3pnsfeIfw7bTMP3EGUYowwoz1ioIRA55kxzpMXyljtgpUptBIOuhnh3Uru3tBIZwZAoUtKgO9RUknxBGfcalEJ323y/iQ3aNQ0takqfCYUQ4lKsTZAzKpSEwdTHCgO8u7dwt1hu1bJSltSVLbhxSylyHluIGn2hMd0eAsW+DD1625iRjbGaMKQskKxIJJ7UCFRzxTwFVi7ZdU8471z1ncKWtaVAnAoKUTAIOfhPGoqMbb2TdsqUh9PYEwooCPgQD5U2tbmbZTfELC/8ATH61Jrrar10rBdXLTwTIBWpxBjyyqG3bBZcKZBg5KSZChzBqhF1dbaOVcKVPCnliz946DTxoCdgwkCFqCRqon4Ad9KbUfQ6kdWRCMgAc8J5+fzrixLbqkBfs9ZCj3EZepB+FTHerY9qhi2KCkOlS0qjKW8J1H7zoILbJKe0NR+/34VNby/D9y2DoVBwnnll86iSrQ8DR2za7KVcRl5cKxVib2rCGrkofSFIUIwxwUAUkfH04ZSFtbsBbiEmUoWpKTzSFED5Utc7W61tKXASpIwhQ1jkaHW9vhmBrmTp4eVRRcPzWfxMUySrmfSnTCRqMvHM1nVdAKVoKd21mBmTnQ6+28ywO24AeU5+mtRPbHSMc0sjzP6Ve6dJ9tDbLbKe0fL+1QnbG8y3SQnsp7tT+lRe12qp5ztSSeasx4cI9KeqXWp84za7Sa0s5GtoFaUmcvKtIsroWthidcjtBpCAeMEzHwqxHFfaqH8qfmqoL0Ot4f4hOUgN6edTd7J7xTHpB/WpVhWtVk1lYaUFszo+dfewdaieqafCsBIwPA4AZ0PZOXzprtrc95lm4xPdlp0IUgpgFZQkoUOEEOJEwPCpFfb0fwjbUSHOoZawjIksFxOZjJIJPDPLvqJX19c3zmJcqJjIDCgQAkGNJgASc8q6MHe7W+TrQDb/bRoCCcSf1Hx8anlt1twEhl1SkL0AxZ+Q1pnud0TqVDlxkNQCPkk6+Ksu6rY2fs1thOFtIHM8T4n6ad1XwRax3KSygrczWRHZiR4q+g9aL2qEoYIa7MqCQTmRJAk8zn8qLXCMQjhQkDq5SqImYVof70oXFuESnCsKAB6zmSTOcyT3aUzvbw4Wy4cwFK4cAOA5mK6utrFwKACklBTM5DQLiOIKSPWoxtMLfczMI0J0MDggcB31n5lLT5zbRdcCghKcORjUg8z+9e+u73ZTiT1zJhUeShyIoffshlsraBmMkDPFlpmde80tc7Xc/4bcYSA6lHaTOLCk+2UGAT2ZziBHmd5jKPX++bCXAooUp1ORwhJiD75IkeFb2XtFi7UUIBQpRMNmEhXHJOaFHuiagS8s/331yt7DoYIggjIyMwR3istLBudz2ic22we9Ckn/61JHwoTe7glQwpUkJzIBlUE8jAI9TVp7vbQTd2jLxAUVoGKc+0Oysf1A04XsZo/djwJrPJceeL/dl1hXbZXHvJ7ST4ED5501Ns4rIIIHhXoxWwW4yKh50Iud1VE6IUPL6irpikbXYzk8u7X4UXtthOEzClGPvTpyE5+VWj/8AySjlhSmNCCBHgRTlG6J+8pM8wDP0BqcjEC2duvmFKVi4gJ09aeP7N6tWJIlPEcuc/wAvfw8IqdJ3XE+2Y7gJPx+NOWt3GhriPnHyAqbqq9S3niTmn1rq8cwtlwpISmASBIlRgDzNWMjYNsFYgyjFzIk+ppHebZouLR1mcAKdQkGMPaEDTVIqYqhtr76OJXhaSlI95QJOfdMUDvNu3azCnVx/KcI/0xSW2FAlKwZBE126iZ763GTIrPiedcoaJ0pRTJOQ4an98K7tbVTighpCnFHgkE/vx0qoTbkGeIqT3FolCk4SSlaQpPOJIPxHxoU9s9VstSXEpUsJHZBCh2tQSDkQJ040ctjit05z1a1N8dCJTqBwSfWqOEZUks0rpSbgoLJ6FH+28nmhJ9DFWFtBcOJ8U+hxJPzFVR0O3eG9w++hafjiFW9ftYjHvJUPPIj5Gs1SdboCve9lJwkOEjI4UFQnjBGtZWNaQDZ+5Krl8rP2unaVISDAmeec5CrG2DuczbQogLXzIED8KeHjRllkIGFAAAyyimV1t5ltWArSV+6D3cTXRgUxUxvdrIbHvEctB50I2hc3CzLS0FPukdk56kgzoUnlBOVQzeFV4tWBYDaP5cUcu0oAnURpQMd/OkC5KXUtO9WExBZIB1AIUT2p8IoLuV0gOpcCbhSloyJXKpGeWODJGXDzBrvencp5Nm5cdgtoCTKDI7S0jn/MOFBd090nrxSksn2EJUqCE5EkDXvoLquXkloKZOJKziUqZJJAzmNIjTkKFoJUYSJPwHeTwFNd392by1RgKVKR7pwkeUHKk1F5pakuSmdARGWcEHiYMamtSpY3tW9Q2erErV7S1xIEfICfKmV01iVnGacJ8FGD++41jFvBg554idSYMp8AOU9queuCzKc0jIHmfvEd2UA8e0eIoII+xhUUKzwlQnhkYy8YrlZQSMjlxn6RRbexkh4Kz7aQSYgYhkY5xAz76BgZec+tZVaXQ/tLsPW8yElLiJ1hXZWI5SEn81WNNUV0e7T6i/ZJPZcllX58kz+bB6Velc761GVlZFaNRWVlZNaJoMmsmuTWpoO5rRzoDvLvpa2KZfcGKJDae04rwTwHeYHfVQ70dLN1dShn/l2TlCScah/M4M/JMeJqyaiN7wbGNvcvMFUpbcUBEEkTkYGQkRqRTR67/QAfU8fKlUbKVhClkNoOcq1P4U6nx+NO7ZIT/gog/wCY5mr8qdBXRkizs7IKuFYEahCfaPgPr8aIp2mvD1bCQw2dcPtq/Eda5ZsNVqMnipR+ppVwxkmB/MrKgHNsQ4dTkJJzz40Y3fdxpukdyXB4oIn/AEyPOgT9yEjCk4jxPDypfYSiFLMwMJB75Igd+mndQFiKSdFaQ5pXSxlFAS3L2kGLttwmAlxAI5hcpJ8BA9RV+7ZtkrbIVmmQTBjKc/hNea0qwrSfL9PjFejd378XNm05riQArxAhVSqZu7AE9iAnKBHdWVz/AMWU12DqnL9PhWVOhHtl9IlvfDChzCo/9MnCrUQP5sxGWX2g5Gm20t0QtB6lzDOciDyzg5+ypKvJVUds6yLhUke6VDXURB+MedH93987+3UEg9amcOB3PicsRMj2lDMxCj3VpFs7EtS2pKHXFNhKQkk8VZpMkgjhhziZPdUlds3QM8LyTxEA5jWDkcwDkefOoHsfpPt3gE3CVMKUMi6OyZgSFxB9lKs4kpVzFSR3ZCHk/YvLbmSOqcWnM5iCgwcwpP8ATzqK29slpwqCCWlKBCkcDiGi0HJQnEmCD7Qobu1u2rZzzjrSetbcQEkAgEAELBTPcTkeVR7eHZO2GZLV2t9AkgOBtSoAChBWkg5GeFR+w6VL+0XguG8ccFJwKyPAgQdTw+8av9Rd1tvEys4Srq1aYXBhPkT2Tw0PGl9qWIeaUiBJSoJJAMEjI598VXmzelGwuk4Xx1Z5ODkPeGRlOXikc61fdKzez3VWq7R4IQohCyrDjSTOJIUnNJJJBBOUVmz9Lpi+27m25iSBkpIGEnuUeXhE+FKoTGWkaCi2z+lqwufbSUHQBxInkO37OfeoVHXtoN3Fws2jjihkSggjCdCC2r2YjUcZq6hvvZb42gsA9hQnPIBYzy/ENaimWf78KnrjCXUqZUWysgggLBKCcgohMkQc/Ko01sK5C1o6hai3kVIAUlXegyCfCJoBAs15KQFZEGYyB4Z16LtHCptBV7RSkq8SBi+M1Tuztz726SVJaU02FAYnewqJGIoQeIExMCrd2efsxqYKh2jJyJ1NSrDquZrVcrVGZyHM5Vhp3NYBNR/au/Vjbz1ly3I+6g41eiJ+NV/vJ04EgoskYZy6xwAn8qcwPOfCrIi0dubet7NvrLh1LY4A5qV+FIzPlVQb1dM7z0oskllGnWKguHw4I8pPeKhbjFxdrLz6yZ1cdJ+uvgKd2xbb/wAFPWK/zFjsj8Ka1xiaZM7Kccl11UAmS46TKvAHNRp+w4hH+AiVf5rgk/kToKVasVvLlRLiycv7CrB3c6KnXIU+eqTy1WfLh5+laRALbZK3V/ecWeJkknuFOrpgMEpUmVgkEHKCDBB4zV+bJ3aYtkw0gA8VHNR8VfQZVV/S9stLNwh0CEvg58OsRAPgSkpPkaiq22w8VntHIaDgPAUO6s8ifDSid61KfCmdorIiqhvC+CT6E0V2ds9RAUsnuT+v6UmDRPZ7kp8KDsJrsmfOk3FZ10mgScTlFWv0ObfxIXbqOftp+Sx65+dVYvnTvd7bCrW5Q6ngQfHmPMfSg9EvbPSpRJGZrdZs/aKHmkOIUClYCh51uory9shHVNrUfbcASNOyiQpRM8SUoAHIKnUUs4o9YF6kFPtAEHtKUQoHUKxGQdfIUQ2Da4nGGScRU42FGAc1rTI8APlNehCwjTCmMoECMtPSpaY80bYWu4dLjq+1kAMgABoEjIADkMhS+yNoXFsZYeKR7uqTp93TgMxnkOQr0g5bpV7SUq/EAfnQ+43YtF+1bMH/ANtA+IFNMV5sbpPOSblsA+8iSnnmk5gZqGU5LPITJUtWV8iDgWPIwIiSOBwwfFC+VP3uj6wV/wCXSPwlxPyVTM9GNoFYm+ubUNCh1Uj1BppiD739FDTLLj7SikISVFOoyBBA4jtCPMVDNmbbuUILaVdY0mCWX0h1qM9EOezpqiD31e1zueHGFsLuHlIUAJPVhQwqSodoJzzQmQRnh11NV3vB0Y3Nt9rbOFwpGIFIKXElKgUkJBMnjlyq6mIxs25aJTcJty0EkwgKK2FOEZlIWcaQIBIJWMgMtKCX2ze3kqSRJg6STkeR09am+xNg3G0UFxIaK5JxwlokQBLyUDCVHKDGLJUyB2d3HRXej/pNr/CtH1iroi+6p/hrhC1CBOFRE5BWsjxg+VXpsl1KglQIIOhGY8jVTO7hXiNbVz8va/2mm6Nn3bGibprwDifpUHoO7ukNMlbi0oSBJUogAeZqgN6d4i9dLctr5bLeQACnUAxqYBGvhTC6uHFn7VxxZH+ZKv8AdTC7tsehSPAR9adBwval0ddpLI/9Z+hV++pXtuqcPNS3Ff760djH30/Gu2thSfaJ/CJoG1lYoWoBTgQnio5x4Aa0ZdtrZpUW+K4V76xhQPLjT7Zm4b7nsW7iu9QKU+qoFTHZPRQ4YL7iUD3Udo+ugpogXULdUMZKzwSPZHgNKme7/Ru67CnfskciO0R3J/WKsPY+69vbAdW2MXvKzV68PKKKVm1cMthbusWoHVIGL3zmr14eUUeQumANLNrpFOyqot0jbrf8QslNJJDiD1rcRmpKVAJPiCR6VI8VcldVHlHrnWpSrhlChnlyrGbga1ZnS7uclJ/iWsgr20AaQPaEcD8z31V6tnqAlOYOkfpVQ8S4KXYuQimTFsoJlWXIfrSbilzl8BVBT/iBUeQ/fGnluqR8qaIsWFrzU4E5nCRlECBnmc5zyynIRmbWGDmnrAIyHZ17XHkOyPLvyBjHCknU5U/WhrOFL4xIGvCY/fpB4WhqNVzyhOsK48pw/HXgG7XelxtAQHFgDgNNZrVDiO6soDXR+qb+2n/MB/0mvQIrVZWGnQrg61lZUVutCsrKDRrKysoNISBoI45c63W6yiODW5rdZQcdSlXtAHxAPzpNzYrB1YaPi2g/SsrKoTb2Dbz/AOHZ/wDjR+lOTaoR7CEp/CAPlWVlEcLpGtVlFbrVarKiuq6Qa3WUCwpM1lZWkNb9ALawRIKVAg5g5HUV5wt9FfiP0rKyrEbV7PmaaN+0Kysqh2jh5USarKyiM41h0rVZQJJFZWVlB//Z[/img]
Aquesta vàlvula i les noves tapes de vàlvules provinents dels models HP2 son les millores entre el teu motor i el model 2010...
Salut!