PS1 - mi spiegate come si posta il file excel?
PS2 - non riesco ad inviare il diagramma della Spinta alla ruota. Perche'?
![[Immagine: 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20EEVKNyhNrEeR%20uRK3z77O5nWHvDgVvarbdEQY4xFP9uT/cViQWUt3jrX0xZnjDEWb%20s5Z7uaJYbiLhUAiEUIYhGCWOwgEyGIRQiKlCOUJqaYryIk/r0iLTTbTloIOx2EsNNBaLadtBBXpHSD0sQU81WExGEmLTTbTloIOx2EsNNBaLadtBBFSjcoTUwxX0VIHGbSQrPtpIWw00EIOx2EZttJC1GkdIPSxBTzVYTEYSYtNNtOWgg7HYSw00Fotp20EEVKNyhNTDFfRepwyW5ALEIQixDEYgeZCEEsQlCkHKE0McV8FanDJbsBsQhBLEIQix1kIgSxCEGRcoTSxBTzVYTEhV9podl20kLY6SCEnQ5Cs%202khbi1pxuUJqaYryIkDjNpodl20kLY6SCEnQ5Cs%202khShSukFpYor5KkLiMJMWmm0nLYSdDkLY6SA0205aiCKlG5QmppivIiQOM2mh2XbSQtjpIISdDkKz7aSFKFK6QWliivkqUodLdgNiEYJYhCAWO8hECGIRgiLlCKWJKearSB0u2Q2IRQhiEYJY7CATIYhFCIqUI5QmppivIiQu/EoLzbaTFsJOByHsdBCabSctxK093aA0McV8FSFxmEkLzbaTFsJOByHsdBCabSctRJHSDUoTU8xXERKHmbTQbDtpIex0EJKwYwAwxlzvPO4fWQyKlCOUJqaYryJyS5YOKmCh2XbSQtjpICRhV4cvicAOilTNoTQxxXwVqcMluwGxCEEsQgyOxeClAff4vRugSDlCaWKK%20SpSh0t2A2IRgliEGByLwUsD7kGRqjmUJqaYryIk7kpIC822kxbCTgchCTuvXxJvpBNR29tvOtLj19KJxkT6xsYDx9MJ1pEeX%20JLueQmRSi654unRj%20y%20NJ4umPTz9u%20mr31gHPOubU4/r3XOncXdNHdna99b3zRsg3z4Nb5V/c3RRhjjEUa24%20vyTnnnD%208lNoRZpEj2emVopFY%20GDm9sYzzY6k9jDWkszN5v92g%20hne7K/WCwseX1pD8Yv/Gnnzlhh4J2HXrtwc7FkqPF0gm3d2/dPC4X/XxpPd7BEerzcVIGAW3s1h9LEFPNVhMQ5QFpotp20EHY6CEnY%20fWSuJRLRluSudm1/79RsUhtPNKa/fGpzubQkyevr25qGNbsj0917tjWfeE%2056sTf/fSzub2nvTwxKecfzoxnO5pb9750t9NrBZPsPzh4FeaYgdS2Z/OWtbi5H9JH/1MuPXV4fn8g1bvD728LfZYS0NzV3ayaCTGwp2Z20uFn%20RrzUaR6kiPL3HOuXXvp6eej297eej%20atHSFifO9%20yM/05P%20tLEosUXPxhOv9we3/PS%20V9vmqvgcqD/p/P5pIqWKZoqEFCkag6liSnmqwiJc4C00Gw7aSHsdBCSsNOtSBWKRTSZW9p8qWajcMyOpPaED6RvFtWT1ZvpA%20E9qZHZjR9Zv8oc3NHef2X9gpA1cfZQbFcyd49zzvmdoe6d27rPfi%201Z%20MS1Hg6weKNjU0HM7%20yOOfcejhyYsf2xsawrUgVz7%20%20tIeXUju2H0j/vGiuhZvpZ8M7Tow8LLpaNp5OsF3PdOyOH0xfX7Q2FynRVIGAIlVzKE1MMV9FSJwDpIVm20kLYaeDkISdbkXKmv3xqc6Wncnvz2xqGNbixNCJ9sbH%2099fWflR366mzoHfbPb7zUBn066%20H23cD5vOdkX29V35RDze/Qvd2z6TzH30cOTEjvVLUOPpBEt8LdWxpVBiZkdSe3ckv/blqK1ILf7m4omnIo/3X13ZWNrKlb5d4RcGph5tMpoa6AxvHmM8nWAdf3H5uy82Pfb8wM3V4mUKpwoEFKmaQ2liivkqUodLdgNiEYJYhBgcy8bSGFP9U0x1RYptIvZ85tYCL32PFGOhfSeG71ilz5xnNpdsiSZzS/bnF7Byb/DL8fyFooeXUjsaCpeg8hXnUvrgls7M7SX%208FJqx%207k0HeTUdF7pNjWthM/mLE2lraUS0Y3TSDMYX2wj28PHI7Hv5SderBWpMpMFQh%207%20EoUo5QmphivoqQ%20Me0tNBsO2kh7HQQkrDTo0gVXZGaGX6tPb49%20danJe/Ctu5dPf2FpviXspPviq5ITWa7Htvb/5ON22r2K1LW3St/%201dvjExafDLb1VjciQr30fIj3fqvmYMtBzO//HTkxI5tLw9NX0zar0jxR7NX/7Kr6V8dzn5gVb4iNZ3tijzVf%201TwcIXr6UPNje9%20N3Lf5FfZpmpAgFXpGoOpYkp5qsIiXOAtNBsO2kh7HQQkrAL6tbezUxHU/vJn60Xg9Vr/XtDz2Umlm2PnB/t3csS6fGSIrXxnP/s6j1Sq9dOPtlQ9OE4bv124FCksSs7yaezXZHWtTdLWRv30QoV55Pbmc4tB/v/5pW2bd0X7q%20PV3qJa/0amMR7pPLPYy389FtPRnZ1PLOLJdLj5aYKBBSpmkNpYor5KkLiHCAtNNtOWgg7HYQk7IIqUgs3089Gdh45OfzBIrcWJ/73k4d3R/JlSPhmc0GR%20vR29g%20aw52Z20uiT%2001xJ8/e1vwqb2nkpl3JhdXiz61tzydPRIpfOCOc55/Z9L2g5lfWWsVx7qdObhle%20P21u6hO1xcpKzF2%20debM7ffav4qb3YjucHbto%20tbf%20PDOXe9tDjLHEn79XbipPN0s5UKRqDqWJKearCIlzgLTQbDtpIex0EJKwC6pIcb5480Lvs02h/G2r2M7OP70w/kD0yNW5wZe2RA5lPvi49D1SG1/dtPl7pEI79r/y7auzj0pnsO5dHXhl/Xukmva/ev7WA279KnNw25ajg3Mbj5saPNocevLk9ZtrFWf12sknoyxfazYVqWLibT3nbi1a5b9HioWann5l4CezJVVo85Ut696bPc1h9rk/TJWbapUHAIpUzaE0McV8FanDJbsBsQhBLEIMjsXgpQH3%20L0boEg5QmliivkqUodLdgNiEYJYhBgci8FLA%205Bkao5lCammK8iJO5KSAvNtpMWwk4HIQm7OnxJBHZwa6/mUJqYYr6KkDgHSAvNtpMWwk4HIQm7OnxJBHZQpGoOpYkp5qsIiXOAtNBsO2kh7HQQkrCrw5dEYAdFquZQmphivoqQOAdIC822kxbCTgchCbs6fEkEdlCkag6liSnmq0gdLtkNiEUIYhFicCwGLw24B282rzmUJqaYryJ1uGQ3IBYhiEWIwbEYvDTgHhSpmkNpYor5KkLiroS00Gw7aSHsdBCSsPPrJfHhpdSOMIscyU6vrP3owfiFP%20kofD1mKLrni6dGP7I4t/3SYvsXXc7mki3Fj2DRvYdPvTtjlfO6kU6U/BpkxgrfgVn8hZmh6M5Dr124uWgffvGX51NPF747NNTUnszeWrTKeHHO89%20xWfKr8WZHUnsYa0nm7mz%20WtFQtO2r2VsP1uYUfpNnmcEqucxyzvnizQuvHdoZzc9d9JWnpQHG9xz%2089GZTd9filt7NYfSxBTzVYTEOUBaaLadtBB2OghJ2Pnzkrh6f%20jlbbHHWhqau7KT%20R9ZE2cPxXZ2nfrh5KLFFz%2049I3Px%20NfHry3svmbzT%20duPjft4e3bf7VK%20u/1S7/RPd%20eur5eOh3T15/WM6rQOl3pot%20hUt8z0vnf73py8OticEXW2OJE9lr9yz%206eTl9NGd8dbU2/MVvPJfel78q/HyfWu9SK39ohtr9senOnds675wn3Ne%20XfL2Aer5DLLV399/qU98faX04VfwnMp3fM78Z095ycWNwf4aPb6%20d79jSW/UQdFquZQmphivoqQOAdIC822kxbCTgchCTt/XhLvDHXv3NZ99nupPetXUJZyyejWnqEH65d2Lvd//gsnr3xsqzs30onopl8GXFKkeL5SrEsEXgVKntndLxW2bmcORvb3X/14/VkmBrpi24/lPrXKeo2nEyze2Ni09qvxrIcjJ3Zsb2wMlxYpvukXCEr8tuNyLjMPR07sCD%20bvrmw8fjVn6cPbN%20RuvTQFuDqzfSByOf6rz5YfyyKVM2hNDHFfBUhcQ6QFpptJy2EnQ5CEna%20vCTev9C97TPJ3EcPR07sWLuCYk2cPRTb0pT4g77M98YmP914sNQVqW07//VbMyvlvETPzFeu9O0KvzAwtflX8k0NdIb39V35ZO3/V6azRyK7%20q6scAHlvMbTCZb4WqpjS6FdzY6k9u5Ifu3L0ZIiZS1ODJ1ob3y8//0VzteLlLvBKrtMXunbF%204cmNr0FI%20mBl4I7%20q7smJroqs/6d/b3Dnwm/UfoEjVHEoTU8xXkTpcshsQixDEIsTgWNaXZntTUdWsPeXKvcEvx/NXUx5eSu1oWLuC8mhm7G96X/x8W2OEMRZq%20t1k5kczltR7pFjjs5kbq5W8OOelRWopl4xuahOCx2y%20YlRCea/xdIJ1/MWl9MEtnZnbS/zhpdSO3cmh7yaj9vdIMRbad2L4jsX5%20gLdDVbZ5Z9Lq9KmJduK1Ka3Z23aDXwCRcoRShNTzFeROlyyGxCLEMQixOBYfChSk9muxuKfl95x49bi5OVvf/35lvBney//i6AxFCh3Reqjd1/7XLhwr62il5srUtPZrshT/dfWr5AJrkhZM1f%20Nj0w8t/%20uazXeDrBOtK3/mvmYMvBzC8/HTmxY9vLQ9MXk6VXpDi37l09/YWm%20JeyU8sOV6RKB6vsIrwitTKdPRLZ239t1csrUnKgSDlCaWKK%20Soit2TpoAIWmm0nLYSdDkISdt6/JE5nuyKtydw9znnhfTzhzsztBxOZ50J7%2069tvA9orSdVW6Q4fzTa%201j%20U3hir7UHSr1HavX6ySfDv9M3dn/tB8u/Hfj9SORI9sb/WtYrX3HGP7md6dxysP9vXmnb1n3hfsH9Tuklro2pJN4jVc4F75HaBMUTPaWJKearCIlzgLTQbDtpIex0EJKw8/olcWU6eySy7eWh%202ut4P6F7m3bD2Z%209f/dOvNsrOXQt96eWLS4NXP9/In2/Lm8%20iK1VikelvMqtA83n9qL7Xh%204KbgU3vtyczlicWNT%201d/OcKXoV5lqzbmYNbtjdub%200eusPFRerT29k/aC40sIqf2rMPVslF/Km9WPzwwG18ao8GlCammK8iJM4B0kKz7aSFsNNBSMLO45dE61eZg9u2HB2c2/jR1ODR5tCTJ6%20vPpoZ/fPDe%20L5%202Khxs8ls79Y5KI3AxUoX6TmBo9u2f7s/3LhTFkvzsXPXPx1TSzU9PQrAz%20Z3XTbkXPOrdmfDLyy/j1SO/an/tOthV%20WX9dGxeGr104%20GWX5vlVcpIqJfrYnv/Cy3yNVZrBKLvbvkYo07X9l4Oo9i3N8jxQJKE1MMV9FSJwDpIVm20kLYaeDkIRdHb4kAjsoUjWH0sQU81WkDpfsBsQiBLEIMTgWg5cG3OP3boAi5QiliWuU752h7tLPploz753ufqoxxBiLNLb3nB67W7iOa90dO93Tnv%20EcONT3affW/tNCI9mxl7vbm8KMcZCTe3dr49tvjZbDoq7VAAgFiGIRYjBsRi8NOAeFKmaQ2niGuSbf1tlmG0uUndzyd0stv/YmfMXB08fSzSw5uO5%20VXOV%20dzx5tZQ%20LY6cGL588c2x9ju5O5u5xzPn8x2RyJJY6fGRwaPHM8EYs0Jy/Ou/AncVdCWmi2nbQQdjoISdhRPOUAz8GtvZpDaeKA810eSTWsv8WwuEhNZ7sikdbedxY459xaGH2tlW3vHPhN4WtRWl8bXbA453zhnd7WSLhzYCr/WRj2RO9o/s2Oc6O9TzD7V4%20IIHEOkBaabScthJ0OQhJ2FE85wHNQpGoOpYkDzteavfHDXC73/f7OLZuK1FIuGWW7UyNrHwFZHk41hKLJ3NJSLhkNNaSGlwt/MTeS2s3WvpqWNaRG1v5ieSTVwIQfdSmFxDlAWmi2nbQQdjoISdhRPOUAz0GRqjmUJq5Nvku5ZLS4SC1PZJ4L5T/IWuBGOhENdWQmJjIdoWjRN/cvjac7WOi5zMT1TEd807e6jacTLN6RueloTnGXCgDEIgSxCDE4FoOXBtyD90jVHEoT61GklsbTHcxWpFgiPT6eTjBbkWId6fFrhQesP2fpIzdg5Sl5gP3x0j8x7Ek8T0mfJ2GaRe3Jk%20gZNZXtxUHd4/dejSLlCKWJa5MvwStS0kEFLDTbTloIOx2EJOwonnKA57jfDeR2GBQpRyhNrEeRyr/DSfQeqeXhVENY9B6puZHUbrxHqt7spIWw00FIws77l8SlXDJafDEiFN3zxZHQj2kAACAASURBVFOjH1ml36/N2PpHcBZvXuh9tvBN4sXfu73%20Xd78wfiFP%20loimx%20whvpRJSV0pEev1PG6EY6EQ3t/cbYwtpXhq/99rrSLx8vPM8S5/nf0BdmkSPZ6ZXN65wdSe3Z%20BZ1zvMfFYocGvitZQ%20BMbb59%20txzvmDW%20df3V9YVKSx/Xj21tovv9v0HeWxnZ1/emE8/1fF8iLKPt4tKFI1h9LEmhQp0af2Gruyk8JP7UW6stPCT%200Jjm0BJM4B0kKz7aSFsNNBSMLOnyK18W88a/bHpzrzv0rF9pte1gQTA12xpsOnLk8scmtxIveNg83xo%20fv8aLfLjdx9lBsZ9epH04uWnzxg0vf%20Hw8/uXBeytCR8GvlCmQL16xJ/vHCr/ad6OobWDN/OBEW6zpC9%20dWOWcr94fenlb7LGWhuau7OTmZ7MejpzYESr61b/T2a5IY%20Fhzr/3ZvnDwa80xQ6ksj%20dtazFyf%20SPvqZcOurw/Orwt%20aF9/Zc35iUVykKj3eLShSNYfSxLoUKT49nHo8FDuQOvtmbuiNVKIhlD%20E%20Or88KutoYZE6o2h3JtnUwdiocdTw9Occz7/dqp1ayyROjt0cehsKhHb2pp6G98jZbadtBB2OghJ2PldpArvT1j76LGo38zmki1bu4fW%20oj1cPRbn//vTl55tFF0lnLJ6NaeoQdrV5IeXu7//BdOXvm4jGOFIrV99zMHWuOd6eufcC4qUtbkhZ494davvXUv/80yd4a6d27rPvu91J7wwcztkl9%20t/BOb2t0V9%20PVjgv/Lbm9X/cOhYp61eZgzva%206%20slx1r4uyh2K5kbvrhyIkd4WfTNxc2RKs/Tx/YviN16aGgSFkVH%208WFKmaQ2libYoU54u/yPZ8Npq/Ut321Y2LuvzBrexX2/IXaTd%20vSXn3Fq8da6nLf8rP%20NtPeduLdp%202aYIirtUACAWIYhFiMGxrC%20NMdU/BQRXpFp2Jr8/U7bfLE0MdMVCOxJf6cv8/Y8ni1/WNl2R2tKU%20IO%20zPfGJj%201PYH7ItWY%20Iu3Bl9sjT9/9vaqvUg9uJn5/Xho34nhO4Uh7l/o3vaZZO6jhyMndoQ7M7dLnvKTK3372K6%20Kys8/%20srIl3ZafFIm2dI3%20DT2a7Ivr4rn9ge8MmVvn3hzoGpTT98NDXwQnhX35UVe5Gq/Hjb05fB7z0cRcoRShNTzFeROlyyGxCLEMQixOBY/ClSm98dFHs%20c2uBC94jtfbBGuvu2Buvvfjc4/lfmdW0/1gm/yuzNorOo5mxv%20l98fNt%20d%20d1fS7ycyPZqxix9IiJTIqtJDV22efjz92OPuBtalIWQtXTx6INR44%20f7atZ2Ve4Nfju84MfLQ4g8vpXY0HMz8quQfrytX%20naxfX1XPuH3L3Rva9q4/Sd4j1TeaK0Jie4qrg9vb4FLuWQ0mswt2YtU5cc7bf41UKRqDqWJKearCIm7EtJCs%202khbDTQUjCzvf3SM0Mv9Ye355869OyF4qK%20XRy9Dtf72wN73rt8kNL1DasxcnL3/768y3hz/Ze/heho8MVqfQNzj%205nu6MNX1l8PKpjef/%20Ie9bdH4oczNjUtik9muxuIqJLi7t/J%20/%20PxXX3/NDv08rbiN61KXJGy7l752796Y%20T/GhNcYVqZzh6J7O2/turyitT6423%20ZcCtvZpDaWKK%20SpC4hwgLTTbTloIOx2EJOz8LlKcz4/27mWJ9HjZfnMz09G4t/8nGyf99f5U%20I8HE5nnQptqweY%20UXWR4nxhrP/JhtaOA7vzRtbUW8f2hpq%20Mvjh8sbDp7NdkdZk7h7nfO2tSPa7ew%20vn/zd0K7u3i8X3dcTjGSbYfXayScb9vb90/o7m6zfDhyKNHZl/2%208R0odiid6ShNTzFcREucAaaHZdtJC2OkgJGHnf5FaGk93VCxSC7cyz8eafu9bwx8scm7N/p/nU09FHu%20/urLRqFZvnXk21nLoW29PLFqFXwMfKfq4nESR4qsfX/6TtlD%20jtvHE9kXm0J7j701VXS9aWU6eySy7eWh%202v17f6F7m3b7Xf3Vq%20ffDLEGGvc9LE%20t5/aeyqZeWdycdXxU3ux%20OGB21V8am/t8W5Bkao5lCammK8iJM4B0kKz7aSFsNNBSMLO/yK1Ojf40pbIocwH/6/9650KXzJsfTR66ot7Cl%20DVPSNSsXvkRr988N78h%201YaHGzyU3PoXj5j1SeaPNLcT67VDPro3fG1FKJBqLbDk6OLfuwqcGjzZv/uKo/Pp%20nj4QZ8WViwvfI7XpfVqcc27duzrwyvr3SDXtf/W8%20HukIk37Xxm4es/inNu/OisfYNnHuwVFquZQmphivorU4ZLdgFiEIBYhBsdi8NKAe/zeDVCkHKE0McV8Fan9kjd9pEcXah%20LliAWIQbHYvDSgHtQpGoOpYkp5qtIje9KCD4e7aUjibsnwQthp4OQhF0dviQCO7i1V3MoTUwxX0VqeQ5g5b5qxjNHEueq4IWw00FIws723iBQp/i6m6FIOUJpYor5KiK3ZOmgNoQl5cmpS9VsTo3tpIWw00EIOx2EZttJCwO2Q5FyhNLEFPNVpDaHmbA2VexSJF4O8CpZh3bSQtjpIDTbTlqIIqUblCammK8iNVhyhcLk4h5fMNThnuAGxCIEsdhBJkIQixAUKUcoTUwxX0WCXrJjVdKjS9XhnuAGxCIEsdhBJkIQixAUKUcoTUwxX0UCvfDrsiSJHlbJkdnetL72x%20zr4dJC2OkghJ0OQrPtpIW4tacblCammK8iwR1mVV1qsj24rGP5FqVyZYvEq4%200EHY6CGGng9BsO2khipRuUJqYYr6KBFykqhBubkJiYeW2pNClSLz6SAthp4MQdjoIzbaTFqJI6QaliSnmq0hAS5brNOo9SbZL1eGe4AbEIgSx2EEmQhCLEBQpRyhNTDFfRQItUtJCu9x9Q5LqUnW4J7gBsQhBLHaQiRDEIgRFyhFKE1PMV5EgLvwWVRmlN1eta113o4Jd9V2KxPVwaSHsdBDCTgeh2XbSQtza0w1KE1PMV5HgipSC3aYuVU0r2rCrskuRePWRFsJOByHsdBCabSctRJHSDUoTU8xXEd8Ps80NRj7h6ltUqZ1cA6tuRrxK1p2dtBB2OgjNtpMWokjpBqWJKearSEBFSs2uIFS/Q%20f6GUi8%20kgLYaeDEHY6CM22kxaiSOkGpYkp5quIv0uuvvr4jp9FyngQixDEYgeZCEEsQlCkHKE0McV8FQmiSGmFu25Xh3uCGxCLEMRiB5kIQSxCUKQcoTQxxXwV8fHCr6iyaHGB2kWXInE9XFoIOx2EsNNBaLadtBC39nSD0sQU81XE9yLlhZ20EEUKdtoKYaeD0Gw7aSGKlG5Qmphivor4dZiVKSu6vBw4dSkSrz7SQtjpIISdDkKz7aSFKFK6QWliivkq4m%20R8shOWogiBTtthbDTQWi2nbQQRUo3KE1MMV9F/Fqy072z2lOxS9XhnuAGxCIEsdhBJkIQixAUKUcoTUwxX0XqcMkFUKSqB7EIQSx2kIkQxCIERcoRShNTzFcREhd%20pYUOqvJdqq5jgV0gQtjpIDTbTlqIW3u6QWliivkqQuIwkxYG/F4uc2KBnf9C2OkgNNtOWogipRuUJqaYryIkDjNpodsiZXtYvccCO/%20FsNNBaLadtBBFSjcoTUwxX0VIHGbSQlcqFCnY1UIIOx2EZttJC1GkdIPSxBTzVaQOl1yK6KIUYhGCWIQgFjvIRAhiEYIi5QiliSnmq0gdLlkAipQ7EIsQxGIHmQhBLEJQpByhNDHFfBUhceFXWuhWZbsohVhg57cQdjoIzbaTFuLWnm5QmphivoqQOMykhShSsNNWCDsdhGbbSQtRpHSD0sQU81WExGEmLaxChSIFO6PnNNtOWmi2nbQQRUo3KE1MMV9F6nDJYjZflEIsQhCLEMRiB5kIQSxCUKQcoTQxxXwVqcMllwVFygnEIgSx2EEmQhCLEBQpRyhNTDFfRUhc%20JUWVqcquiiFWGDntxB2OgjNtpMW4taeblCamGK%20ipA4zKSFKFKw01YIOx2EZttJC1GkdIPSxBTzVYTEYSYtrFqFIgW7oISw00Fotp20EEVKNyhNTDFfRUgcZtJCySLFGGKBnd9C2OkgNNtOWogipRuUJqaYryJ1uGQHFIqU8SAWIYjFDjIRgliEoEg5QmliffK1Zt49dXhvlDHGQtE9Xzw1%20pFV%20Iu7Y6d72hsjjLFQ41Pdp9%20bKfzFo5mx17vbm0KMsVBTe/frYzOP3Bjps2RdYIJfvQfyYG8RgljsIBMhiEUIipQjlCbWJV/rg%20zhHSx2IHX2zbcGTx9LNLD4l7JTy5yvzueON7OGxLHTgxfPnzm2P8Z2J3N3Oed8/mKyORJLHD8zODR45ngiFmlOXpx3YUXiwq%200UEalUKRMjgV2Xgthp4PQbDtpIW7t6QaliXXJd2qgM7xlb/9PVjnnnK9e69/LtncO/IbzyWxXI2t9bXTB4pzzhXd6WyPhzoEpvjKdPRJhT/SOznHOOZ8b7X2ChV8YmHK%20KEXiMJMWStqhSMHOfyHsdBCabSctRJHSDUoT65JvuSK1lEtGQw2p4eXC4%20ZGUrtZNJlbms0lW1hDamTtL5ZHUg2sJZmbdbQicZhJC5WKVPVaw2OBnadC2OkgNNtOWogipRuUJtYlX2vyQs%20eUOOzvQNv5ob%20Y2/HjtDOP7rw4TKfyHSEoon0jbXHLY2nO1jouczE9UxHnCXS4%20vPMJ5OsHhH5qajFYnDTFoov0FRpGDnsxB2OgjNtpMWokjpBqWJtcn30cy7f9oeZms0HkxfW%20T5emQrUqwjPX4tnYjailTxIzdg5Sl5gP3x0j8h9yT5IuXmaT1JSZ8nYTS3l/ufGPYkTLOoPXkSPaPG9nLzE7knQZFyhNLEeuRrLVw9eSAW35f8j6OTn/LFD4a/9XtNoT09FyYtba5ImQ/DZ/cEYG8RgljsIBMhiEUIipQjlCbWI9/50d69bMtLg3OrhR%20s/qR/75Zw58DU8nCqISx6j9TcSGo33iPlsV31RaouYoGdR0LY6SA0205aGLAdipQjlCbWI99PrvTtY5HfH/jtWi1aeKe3NRLpyk6LPrUX6cpOCz%201FzmSnV5xNCNxmEkLPShS1TxDXcQCO4%20EsNNBaLadtBBFSjcoTaxJvqu3zjwb29LUkToz%20I%205oe/0H30iGno8NTzN%20er88KutoYZE6o2h3JtnUwdihZ9zPv92qnVrLJE6O3Rx6GwqEdvamnob3yOFIgU7bYWw00Fotp20EEVKNyhNrE2%20RV9TzkLRnYdeu3BzsfBXD25lv9oWDTHGWPSzPdlfrP3cWrx1rqctzhhjLN7Wc%207WouXGicRhJi1UtUORgp1vQtjpIDTbTlqIIqUblCammK8idbhkN8gVKePB3iIEsdhBJkIQixAUKUcoTUwxX0XqcMlu2FSkENEa2FuEIBY7yEQIYhGCIuUIpYkp5qsIiQu/0kIP7KopUnUUC%20yUhbDTQWi2nbQQt/Z0g9LEFPNVhMRhJi1EkYKdtkLY6SA0205aiCKlG5QmppivIiQOM2mhZ0XK3fPUUSywUxbCTgeh2XbSQhQp3aA0McV8FSFxmEkLvbFDkYKdD0LY6SA0205aiCKlG5QmppivInW4ZDfIFSnjwd4iBLHYQSZCEIsQFClHKE1MMV9FSPx7RVro5RUpF09VX7HATk0IOx2EZttJC3FFSjcoTUwxX0VIHGbSQs/sUKRg57UQdjoIzbaTFqJI6QaliSnmqwiJw0xaiCIFO22FsNNBaLadtBBFSjcoTUwxX0VIHGbSQo%20LlNOz1V0ssFMQwk4Hodl20kIUKd2gNDHFfBWpwyW7Qa5IGQ/2FiGIxQ4yEYJYhKBIOUJpYor5KlKHS3aDIBYUKewtZUAsdpCJEMQiBEXKEUoTU8xXERIXfqWFXtrh1h7sPBXCTgeh2XbSQtza0w1KE1PMVxESh5m00PsiVfEJ6zGWureTFsJOB6HZdtJCFCndoDQxxXwVIXGYSQs9tkORgp13QtjpIDTbTlqIIqUblCammK8iJA4zaSGKFOy0FcJOB6HZdtJCFCndoDQxxXwVqcMlu6FSkarjxLC3CEEsdpCJEMQiBEXKEUoTU8xXkTpcshvKxoIiBWwgFjvIRAhiEYIi5QiliSnmqwiJC7/SQu/tKhap%20o2lju2khbDTQWi2nbQQt/Z0g9LEFPNVhMRhJi30q0iV%20dv6jaWO7aSFsNNBaLadtBBFSjcoTUwxX0VIHGbSQl/sUKRg54UQdjoIzbaTFqJI6QaliSnmqwiJw0xaiCIFO22FsNNBaLadtBBFSjcoTUwxX0XqcMlukCtSxoO9RQhisYNMhCAWIShSjlCamGK%20itThkt3gXKTqMjfsLUIQix1kIgSxCEGRcoTSxBTzVYTEhV9poV92ZYpUvcdSl3bSQtjpIDTbTlqIW3u6QWliivkqQuIwkxaiSMFOWyHsdBCabSctRJHSDUoTU8xXERKHmbQQRQp22gphp4PQbDtpIYqUblCamGK%20ipA4zKSF6yq2hjd2Zd4mRS4W2NVQCDsdhGbbSQtRpHSD0sQU81WkHpbMNuNS4vgI4UUps6mHvUUCxGIHmQhBLEJQpByhNDHFfBUh8e8VaSErgwd2uCIFOzUh7HQQmm0nLcQVKd2gNDHFfBUhcZhJC0vKk/suhSIFO7%20FsNNBaLadtBBFSjcoTUwxX0VIHGZyQmFtctml3BapzQ8jEQvsNBHCTgeh2XbSQhQp3aA0McV8FSFxmEkIKxQmN13KlR2KFOwUhLDTQWi2nbQQRUo3KE1MMV9FjFyyY1Vy8wA3Nva7e2Zj5N6iDmKxg0yEIBYhKFKOUJqYYr6KGLlklzfvKjwMRUqIkXuLOojFDjIRgliEoEg5QmliivkqQuLCb1XC4nok3aWqKFKb34DlckgZO%20%20EsNNBCDsdhGbbSQtxa083KE1MMV9FSBxm7oUlxchRVa5LuZ0TRaru7aSFsNNBaLadtBBFSjcoTUwxX0VIHGbuhdUWqWJJ8YNRpGDntxB2OgjNtpMWokjpBqWJKearCInDzKVQug/Zu1R1RapalWiAIIWw00EIOx2EZttJC1GkdIPSxBTzVcSkJduLlIQ2L6/iSVgdveXcpL3FQxCLHWQiBLEIQZFyhNLEFPNVxJglq7Sokmeo7nlQpOoexGIHmQhBLEJQpByhNDHFfBUhceHXjVBYgKq1UyxSGsYCO22FsNNBaLadtBC39nSD0sQU81WExGHmKCzXfiTsJItUtTcEbaZBCmGngxB2OgjNtpMWokjpBqWJKearCInDzFHoYZFaf7aqBChSdWsnLYSdDkKz7aSFKFK6QWliivkqQuIwqyyscA1JpUhVfVFKs1hgp7kQdjoIzbaTFqJI6QaliTXK1/po9NQX90RDjLFQ03P9lz%20yCj%20/O3a6p70xwhgLNT7Vffq9mcJfPJoZe727vSkvaO9%20fWzmkRsfjZYsS9W9x/Vzun80px%20jGwzYW/wAsdhBJkIQixAUKUcoTVxFvku5ZJRVIprMLUkPsnh74HCcNSRSbwwNvZFKNLD4l7JTy5yvzueON7OGxLHTgxfPnzm2P8Z2J3N3Oed8/mKyORJLHD8zODR45ngiFmlOXpz3dsla4keL4nJFiniSbqC%20t/gEYrGDTIQgFiEoUo5QmliXIrXyfv/j0fjhc1MW55yvXuvfy7Z3DvyG88lsVyNrfW10weKc84V3elsj4c6BKb4ynT0SYU/0js5xzjmfG%2019goVfGJhyvihF4sJvBWHlIqViV3WX0ikW2OkvhJ0OQrPtpIUB26FIOUJp4iryXb1z7e3cZt66cOZr%205sijDEWau38xsXJVckxVq707WLNRwen1rwmRv769W%20PTllLuWQ01JAaXi78xdxIajeLJnNLs7lkC2tIjaz9xfJIqoG1JHOzjl4kDrNyQse6E1yRUrYLUgg7HYSw00Fotp20EEVKNyhNLJ2v9fEv/%20FbR/ZEQ4zF9xz%201j/cum/JT5G/vNT2pdQX2wrvkXo6df6Xi5zziUxHKJpI31h75NJ4uoOFnstMXM90xFkiPb7%20HOPpBIt3ZG46mpE4zMoJUaRIbD6z7aSFsNNBaLadtBBFSjcoTSyTrzV34%20/7Olu2MBaKtr10KverjxU6FOe8UI8YC7Uc6s2cf2voO9/s2h0KPZ4anubj6QSzFSnWkR6/lk5EbUWq%20JEbsPKUPMD%20eOmfqD9J5VHd%20MpN4qiqbUqe%20Pr0tOpPUoL0Rvd8e%20mz0aWfROeNruf2wkb372lRpByhNHGV%20S7cufLdP%2054LMRYqOl3k2fe/XBJtUNxztfqUcOhgV8Xnu7hpdSO8Jajg3PaXJHSgZLD0qcnp5uPHyANIYjFDjIRgliEoEg5QmniKvJd/c2FE083hRhjLNTy/NcH3ix5w1Tu7Wt3JN8jZT0Y6tnKDpy8sbD2kxuFC07Lw6mGsOg9UnMjqd319h4pNy1H0a7aIqVDLLDDVqhDO2mh2XbSwoDtUKQcoTRxFfn6%20ak963bmYLjoitT9C93b8v1J8Km9SFd2WvipvciR7PSKoxeJw0woDKxIuX8SHWKBHbZCHdpJC822kxaiSOkGpYk1KVLcmhh8cSeL7T925vxbQ3/z9c7WUOzZk1fnOV%20dH361NdSQSL0xlHvzbOpALP/eKc75/Nup1q2xROrs0MWhs6lEbGtr6m3/vkeq5i8HLisOihTstBXCTgeh2XbSQhQp3aA0sT75WjPvne5%20qjHEGAtF93zx1OjaN5vzB7eyX81/mo9FP9uT/cXimmLx1rmetjhjjLF4W8%205W4uu3rBF4jCzC132G3U7FCnY%20SSEnQ5Cs%202khShSukFpYor5KkJ0yc79hil91XhJkSKakucgByGIxQ4yEYJYhKBIOUJpYor5KkJxyZXKDWPiP9VbOHvVH8hBCGKxg0yEIBYhKFKOUJqYYr6KkLjwWyIUNJty/Um2UTnYuVBVhdnX7c22kxbCTgeh2XbSQtza0w1KE1PMVxEShxkv12ycqpLLh7m1q2bIqjD7VdJsO2kh7HQQmm0nLUSR0g1KE1PMVxESh1mxcONem4ti5HzhysWc7u/u4VWyDu2khbDTQWi2nbQQRUo3KE1MMV9FSBxmxcLSFiVh5%20ICVYmwbJESPpWbP27mdAGJzWe2nbQQdjoIzbaTFqJI6QaliSnmqwilJTO2fnXIsUK5f0JhxXEoUtL9yd31MG2htLcECGKxg0yEIBYhKFKOUJqYYr6KaLhk8eWfohbl/cxOLafs/USJSSg3Kg33Fh1ALHaQiRDEIgRFyhFKE1PMVxHdLvwye1sqKhzVtqiq5yx/9cjNLcXq7LxoVLptvjq0kxbCTgeh2XbSQtza0w1KE1PMVxGtDjNmo6Rk%20F6kipTiIuWHnUKd0mrz1aedtBB2OgjNtpMWokjpBqWJKeariD6HWcmFqJIuJbhSFcycmzucYxFUsqu%20Tumz%20erWTloIOx2EZttJC1GkdIPSxBTzVUSTw6y0pmwuT4IH1GJO34vU2v%20471KabL56tpMWwk4Hodl20kIUKd2gNDHFfBXRYcnCFlWuSwU2Urk5g7GXuM0XADrsLRqCWOwgEyGIRQiKlCOUJqaYryI1X3LZFmV7gCZFKrjE9KtTNd9b9ASx2EEmQhCLEBQpRyhNTDFfRWp74VdQTUS9QbrBeH6BuvIY3l8Pd%20pSJK7bm20nLYSdDkKz7aSFuLWnG5QmppivIjU8zKqqR3VapNb%20ulydIvEqabadtBB2OgjNtpMWokjpBqWJKearSM2LlK%20OPhWpCn/rrV3xI4RdSpNY6tlOWgg7HYRm20kLUaR0g9LEFPNVpFaHWVWXo6Qd/Xg5qE2R4pu7VFGMftl5JzTbTloIOx2EZttJC1GkdIPSxBTzVaRWS5a7VRcYckUqCMrf5gvEXN9NVkMQix1kIgSxCEGRcoTSxBTzVaQmS672clTwOBap%20uxSOm%20yGoJY7CATIYhFCIqUI5QmppivIjW58CtRRLS6QF1u/uCuh6t1KbNvE%20DuSR3aSQvNtpMW4taeblCamGK%20igR/mMld0dHq5aD2RYordSmzX5RxrqpDO2mh2XbSQhQp3aA0McV8FalVkQrG0dciZX9M0K%20Ssl3K7BdlnKvq0E5aaLadtBBFSjcoTUwxX0UCXrJ0kQoYxwk1WkWA75fSZcmagVjsIBMhiEUIipQjlCammK8iKFJCKBUpHlyX0mjJOoFY7CATIYhFCIqUI5QmppivIkFe%20FVpUbpdoBaupZbX7avpUmbfJsDdkzq0kxaabSctxK093aA0McV8FUGRkhbqVaR4FV3K7BdlnKvq0E5aaLadtBBFSjcoTUwxX0UCO8wUb%20pp%20HKgXZHiRV2q4hOatBVqbicthJ0OQrPtpIUoUrpBaWKK%20SqCIiUttK9Ii1dJF13KpK1QcztpIex0EJptJy1EkdINShNTzFeRwJas0qKCx%20Womi7K9T2%206p9Yv8VqAGKxg0yEIBYhKFKOUJqYYr6KBLNkxctRwUNoVDH%20dCnysfgDYrGDTIQgFiEoUo5QmphivooEc%20F3vUWZfYFar%20v25buU2bHotRVgp7fQbDtpIW7t6QaliSnmqwiKFF07Z2GZLmV2LNptBdhpLDTbTlqIIqUblCammK8iARxmxff1zH450PFVUtSlzI5Fx60AO12FZttJC1GkdIPSxBTzVSSwIqViJy00286VkAk%20xGd2LDpuBdjpKjTbTlqIIqUblCammK8iASy5uEhRgdzAlRB1KdlnMigW70AsdpCJEMQiBEXKEUoTU8xXEb%20XXHxfjxDkBnYARcpPEIsdZCIEsQhBkXKE0sQU81XE7wu/JS3K7AvUWl%203L%20pSZsei9VaAnWZCs%202khbi1pxuUJqaYryIoUnTtqhaudSmzY9F9iNNu0gAAIABJREFUK8BOJ6HZdtJCFCndoDQxxXwV8fUws9/XM/vlgMCrpNo9PhKxENgKsNNGaLadtBBFSjcoTUwxX0UCKFLqdtJCs%200khQpdikQsNLYC7PQQmm0nLUSR0g1KE1PMVxFfl2wvUlQgOrYrmPyH%20EyORQHEYgeZCEEsQlCkHKE0McV8FfFvyfb7eoQgOrZbUKQ8BbHYQSZCEIsQFClHKE1MMV9F/LvwK2xRZl%20gpnTdXqpLkYiF0laAXa2FZttJC3FrTzcoTUwxX0VQpOjaSQsLquq7FIlYiG0F2NVUaLadtBBFSjcoTaxfvo/uvfW11lBLMjdb%20IF1d%20x0T3tjhDEWanyq%20/R7M1bhkTNjr3e3N4UYY6Gm9u7Xx2YeuTHw6TArd1/P7JcDeq%20SVXYpErHQ2wqwq53QbDtpIYqUblCaWLd8rQ//c8/OLYytF6nV%20dzxZtaQOHZ68OL5M8f2x9juZO4u55zPX0w2R2KJ42cGhwbPHE/EIs3Ji/MuLHxaMt13R%20UhPXwVBFKkjAex2EEmQhCLEBQpRyhNrFe%20q%20PZL%20zcGt0a2ihSk9muRtb62uiCxTnnC%20/0tkbCnQNTfGU6eyTCnugdneOccz432vsEC78wMOV8UQpFSgjp4aujmi5VR7FUA2Kxg0yEIBYhKFKOUJpYp3wf3Mz8fjzWefLfH42uF6mlXDIaakgNLxceMzeS2s2iydzSbC7ZwhpSI2t/sTySamBFNwTL48eF33L39aTtpIVm20kLS1WuuxSJWKhuBdjVQmi2nbQQt/Z0g9LE2uRrLV5PH4ztOJT5%20ce55EaRmsh0hKKJ9I21hy2NpztY6LnMxPVMR5wl0uPrTzCeTrB4R%20amo5N/RcpDO2mhZ3aMOfzx1s5noUDlrkuReFEmvBVgZ/qciEUIipQjlCbWJd%20F908eaGr6wncnVvlScZEaTyeYrUixjvT4tXQiaitSxY8sC4qUUObBnyrnLKYqYZVrK6NCkTJ9TrPtpIVm20kLUaR0g9LEeuQ7%20%20O%20RLjpK4MfLnO%20uUh5cUWKlafkAfbHu/yJ/WklnqSqUVUmcVmMyhlJPIObBZabttoHuP9JcZfy5GnVn6QE6Y3uyV7t%20ZPYp/Vwrw5mEp82up7bCxvdv6dFkXKE0sR65HsjnYgyO4n0%20PJwqiEseo/U3Ehqd5DvkTIBp9Lj35OXKwu8TI1QMZL8U9atXveWiiAWO8hECGIRgiLlCKWJ9cj308krl3JrfL%20/cwtr7Owf/MGVyUXRp/YiXdlp4af2Ikey0yuOZnosOUDc9QbvY6nQn0RjODwy%20D8%20xWIEiMUOMhGCWISgSDlCaWIN8910a4%20vzg%20/2hpqSKTeGMq9eTZ1IBZ6PDU8zTnn82%20nWrfGEqmzQxeHzqYSsa2tqbf9%20x4p6aACFm6oqrnu4oGd6K/kWpFzo/J0TsVLVlXb%20SCkt3PCrnZCs%202khQHboUg5QmliDfPdXKQ45w9uZb/aFg0xxlj0sz3ZXywWfm4t3jrX0xZnjDEWb%20s5d2vRcvP8JA4zeaFsCfAwltIOVE4o1ah82XwlQSk3KrPPAdJC2OkgNNtOWogipRuUJqaYryIkDrOqhTW6iGJXuWw84r8tM7Z6nXJ%20fJnQCsIq4zX7HCAthJ0OQrPtpIUoUrpBaWKK%20SpC4jCrQqjWn6q2K6%20qquVI28nVKdUiZX9YxcDNPgdIC2Gng9BsO2khipRuUJqYYr6KGLVkLyrU2jOpyuWuFSl6eWkqirHsMytfAiSNUQeRRyATIYhFCIqUI5QmppivIqYt2aPlqPyDLMgW5a%201rRJVcSmrnhqVaQeRFyATIYhFCIqUI5QmppivIiQu/EoLg7eT6zHezuk4QxV21RapEqFaoyKx0aWFsNNBaLadtBC39nSD0sQU81WExGEmLQzSTuVqkOdzVp4k0K2gUKf03%20gqQtjpIDTbTlqIIqUblCammK8iJA4zaWEwduo31PwQVhipNluh%20jql80ZXF8JOB6HZdtJCFCndoDQxxXwVIXGYSQsDsGOb8duuKmG5qWq5Faq5QKXtRvdECDsdhGbbSQtRpHSD0sQU81WkDpfsBpexqFcov/F2PM%20WqXC/T0O03fo1BJkIQSxCUKQcoTQxxXwVqcMlu8FNLPq3qDweDun9So2oU5rvADUBmQhBLEJQpByhNDHFfBUhceFXWuifnbBFaRtLyajabYUydUq3je6tEHY6CM22kxbi1p5uUJqYYr6KkDjMpIU%202ZW7FqVzLMUDa7oVbPf7tNrongthp4PQbDtpIYqUblCamGK%20ipA4zKSFftiVa1E%202XkorDC5H3aSKuW3T2m%20FWCnldBsO2khipRuUJqYYr6K1OGS3VAuFvUuUltqUqTknFS6VMAQ3Rl8BZkIQSxCUKQcoTQxxXwVqcMlu0EYC/UWxZWXEPTCidQpuvuDfyATIYhFCIqUI5QmppivIiQu/EoL3dyhcyl0U0FIxKLSpWqzt1RZp0hsBdhpIjTbTlqIW3u6QWliivkqQuIwkxZW7kMlVBC6LB%20EYpHrUrXcW1zXKUJbAXY1F5ptJy1EkdINShNTzFcREoeZtHBdVa45Vfh5yfO4qR2EYpHrUrXfW1x0KUJbAXY1F5ptJy1EkdINShNTzFcREoeZtLBcT6rqke4LB6FYuNR1KS32FqdLU7S2AuxqKzTbTlqIIqUblCammK8ipi7ZZX9yI6xKTotqF6hRDq7v9AUyizaxaAMyEYJYhKBIOUJpYor5KmLekj0pQPXQovJUtUztotCjS2kXiwYgEyGIRQiKlCOUJqaYryIkLvy6F5bUApLXw0uutVR8Tk/mdN%20ldNxbbFlpu3PCTkOh2XbSwoDtUKQcoTQxxXwVIXGYuREK24Cmrz72qqTyx4s5CReptYeqX53SdG%20BnZ9Cs%202khShSukFpYor5KkLiMHMUlrumUrNXHw%207kQ81S7g6N11K973F637pqxB2OgjNtpMWokjpBqWJKearCInDrIKQbcZvuwoClX4jv%20Mp1ixb76zcpSrNqT6JJ2tx0SNlVueDEHY6CM22kxaiSOkGpYkp5qsI6SVXqFDqz%20z4iKqqUm2ovots5FmyipqXJK%20ali8x67G5dQKZCEEsQlCkHKE0McV8FaG7ZP9aFBfGQqI5VYubLlXrmqKylmBmpnsQ%20QcyEYJYhKBIOUJpYor5KkLiwm%20J0H2FUrKr/hxszHV7cZcisrdsUgXSq%20jFYpydtNBsO2khbu3pBqWJKearCInDrFhY1YUoGTuFs6xJr5LCkJkN/4aUFpaqKmxBj3oViYPIbDtpodl20kIUKd2gNDHFfBUhcZitC6s6f0vaKVyfMOxV0l6b3ODVkNJCscrNZpW9ZEXiIDLbTlpotp20EEVKNyhNTDFfRUgcZlz2HVFmv/pIC8vVnWp7kkq7Cnh1%20b%20org%205LlUk9haz7aSFZttJC1GkdIPSxBTzVYTKktXPytXaBeBSc6otQI6x%20NqrPEDqzp1Yq/JUdUCdHEHVgliEoEg5QmliivkqQmLJwZ%20DScQijXS/kYhFx17lSQFCqaqI2UeQNIhFCIqUI5QmppivInJLlg5K8UwcgJ2KMGC7aoXqJcaTWNxXKx%203gqj6yB/%20UqXK7J1T82OhTuykhQHboUg5QmliivkqovlhpnjdwuxXH5dC9f5UlV21KpelypchNzceb2JxXaq02grU7aSFgdvJuRkeC4qUI5QmppivIjofZurnfrNffSoLK5QSzWNRrFPV2XlepIRPLipVmm8FWnbSwqBeylxepvTGTl2IIqUblCammK8i2h5mJSdRbeesoZ1Q6KaFEIpFok7psBWED3JzmcozO49UVOykhf7ZebfBXdl5K0SR0g1KE1PMVxFtlyxxKcJb95r4quCqdqi9tNdwc1Rbp4Kk6pE8PMHqioabKRgq96e6jaUyKFKOUJqYYr6K6PnvFfspU885a2tXEAovQfn3J%20DVFf23yzpF6VqIVMIkdk5KW0HZzv2WrKtY3IMi5QiliSnmq4iGh5nwTKnhnL7buag1Mv2pxM7X1mW3U4vFTZ0q/aHfC6y4drerq0auxc6pmZ20UMVOYrPXQywSKhQpRyhNTDFfRXQ7zMqdIHWb01s7iZO0y8szNZ9TpXyUm1OmPpL4UyFh5c1H5VjQfE4X28dLu1oJUaR0g9LEFPNVRLfDzO1lBo/svBU6qxRaRbGLdIVyO6dXQj9rRxV1yqfVVRb6VrZ03%20i1sJMWulQp9qdq7WouRJHSDUoTU8xXkTpcshs8iMWLzmSfSrFCKeK7afVx1TwT7lUsCtVKQwx4YfEjbwNi8QMUKUcoTUwxX0XqcMlukIxl8ytuBSTmqXld4BrvLbXNJyBHUgVL212lMn7HSTQWv0GRcoTSxBTzVYTEhV9pYZB2FYuTMy6fVn1OaZX%20dop1ikos8teuApyT1kuERFr1EEtgQhQpRyhNTDFfRUgcZtJC/%20xU6pHbbuXi2XSLRRM7x03goZ200AO7Cid/76oViY0uIVSsmqbGUhM7FClHKE2sT77WzLunDu%20NMsYYCzU9/crAT2at/F/cHTvd094YYYyFGp/qPv3eTP7n/NHM2Ovd7U0hxlioqb379bGZR26MSBxm0kJv7eS6jks7uafVIRY97SS2C%20FYXNQBJlutar8674QKfVLGzitV8EIUKd2gNLEu%20a7eyDzbyGL7j505/9bQd77ZtTsUejw1PM356nzueDNrSBw7PXjx/Jlj%202NsdzJ3l3PO5y8mmyOxxPEzg0ODZ44nYpHm5MV5F1YkDjNpoVd2LsuNh6tz2QBIbL5g7BzLqOMWJB9LxYIgVnl01aqKIQMXVl4W%20Y3ujxBFSjcoTaxJvitX%20nax%20IH0z1fz///wUmpHeMvRwTk%20me1qZK2vjS5YnHO%208E5vayTcOTDFV6azRyLsid7ROc4553OjvU%20w8AsDU84XpTRZsm4w0VUNN83GbGq7fImqpEJVg/m3ahlUmpBH1armmXjXCb2dqtYTaAmKlCOUJtYk3%20WRVAPbnRqZK/y/9bOT7VtDHZmJpVwyGmpIDS8X/mJuJLWbRZO5pdlcsoU1pEaWi5%20hJZmbdfTSZMlaoXhaNZjAcvCj%20sg9pxsvR%20ua4UmPkKpWNclEz/JUjL67Sk1BkXKE0sRa5rv68Y//bXt46%20P9769MZDpC0UT6xtpfLY2nO1jouczE9UxHnCXS4%20ui8XSCxTsyNx2fXW7J0kEFLKxKJXFuVrGroVBDO4n6Imfnsg9VUalk95ngtoJauRDYuehVga1O4aqZjJ2iEC8RQlCkHKE0sXb5WnfHMn/YHgvH9v/Z5ZlHfDydYLYixTrS49fSiaitSBU/siwkDjNpoRuV4umwWjsdhDrYuakjgW1090KXw7vZqWqwFaS6hiu7ai5Wqdt5ZOXWzkMhXiKEoEg5QmlinfJ9NDOW6Wnfzli87cW/LHwEz4srUo6v8uX%20V%20Un6k9SeVQ3vsKfyD2tPil54uvT01b4XyH%20bfTK20s4rfpGd4N6sDLD2/5IT1Jutsq9qvKTlAxT9ACH8lRpyV4cGp48Scnq5CTST%20LJJH48LYqUI5Qm1ibfRzOX/2x/LBxrPzZw9Z61/uPl4VRDWPQeqbmR1O4g3yMlHVTAwnIqthm/7XQTBmPHnPBpTokhVexcCqVDkLNzpbKXET/snHpVBTvXIi/mDESIlwghKFKOUJpYk3ytqXOH45Gmw2dvLVqb/0bwqb1IV3Za%20Km9yJHs9IqjlyZLDgyXp7F6i8UlKo3B4EirXVo9hFN2RU6lqqryRA7zNrQnoEg5QmliPfLNt6JtieS/S29w%20q9HJlb56vzwq62hhkTqjaHcm2dTB2KF75fifP7tVOvWWCJ1duji0NlUIra1NfW2f98jRZGqzlv1E0tVVK6expeDcqj8893U3FytYq0imV2eijFj43oOipQjlCbWI99PrvTts7%202RpO5Jc45f3Ar%209W2aIgxxqKf7cn%20YrGgshZvnetpizPGGIu39ZyzXc0SI7dklTNHkEJmu2Hv8nnqIRZ1ocseQHR1EsJygTgG5TJJlTl12wqVypNUpTIjFk2EAduhSDlCaWKK%20SpC4jCTFro5LXlrJ6EKXqhoV9VZX90uGFUFYVXdyCfUFyin8tDO6Z6eTVjlRSqisegpDNgORcoRShNTzFcREoeZhLDCecgPOxWVJ0L3p2FpOzfPXHlICccgVZ4QvKPLAaqaTV3ImMMbnso9q8DO3VOozBmYMGA7aWHAdihSjlCamGK%20ipA4zKoSqpzbJOzUVS6FPp13K1tLSORW56HQUeVtRP7NqTKw4opUVidRnqqwK//Ufm8FT4QB20kLA7ZDkXKE0sQU81XEpCWrnC3sT%20XhYFX5en5qVHlO9y56EszSAovFcXLVrSt/%20pRvTvLUxlWJwHYVWqBIOUJpYor5KiK3ZIUX3ICu2QRg54lK8SSnPmdVpjrvLYpJBjanV3bu12W3qyol4dM6XnYKOEzpUkVrowcmDNgORcoRShNTzFcREoeZS6FXJ35pofshqz3HBz%20n/nZVtYEazum3ncuFO9q5ydJ9XQk4zE3CakoV0Y3utzBgOxQpRyhNTDFfRUgcZtJCHezcnOl1mFN/OzdJemjnt9BzO29jcSxPckO68fVS6DQ39Y3ukxBFSjcoTUwxX0VIHGbSwprYuTzf13xOEnbVJqloF6TQVzv3cdmElf9ouku7Emowp46xaGCHIuUIpYkp5qtIHS7ZDdXGInG%20p0gAa5ErT7VFz6nyOOaZD1WiPFXeQDpnUkMQixAUKUcoTUwxX0XqcMlucBkLoZN9Oao9Tbo/lXo1gx%20r9pbAhvRwE3nYnDyYpm6oq8W6B0XKEUoTU8xXEbklSwcVsNAnO89PCZ4L/T3v%20YxiLHKq4IVClU95OjUnpdX5MXNVq/N8K/gnDNhOWhiwHYqUI5QmppivIiQOM2mht3aVX8c9t3Mv9OpU5MmcHs4gF0uttoL7BytuLJd20s1JZXUlKjcbXTEQN4l5vjppYcB20sKA7VCkHKE0McV8FSFxmEkL1e2qenUOYHWenD/IbQWd7ezCas7y1W24ynOqXHaSsKtW5XLhVdmpJyy3OmlhwHbSwoDtUKQcoTQxxXwVIXGYSQtV7CROct6uTvrcIGfnn9B4u2rxas6qmpNuW8HD/bmCY7UbRdHOJ1XwwoDtUKQcoTQxxXwVqcMlV8Cr13RPfD08x3g4Zw3da07NN5NP15z8oNoEAkuythuxzo%20gcqBIOUJpYor5KlKHSy5HACfCCnaBnYxV0HAk/6jtGXdtBjLNqQSVTII/CgLb0HV1BLkHRcoRShNTzFcRuSVLBxWwsCpV8QulH3Z%20vEaT2Hzuz1KKSA9ZrYVXsYh%206NycPLTzTxiwnbSwgkpxr/BwyOCFAduhSDlCaWKK%20SpC4jCTFtbczuXrb83ndC%20sK3zNM6%20SuOakYheYMGA7aWFVKvU9x8hY1IUoUo5QmphivoqQOMykhcHbkXh5raxyf7aoCr9Xpz6e3JBVCR1rk5tnCiBMcnbSQnU73fYxT4QB26FIOUJpYor5KkLiMJMWBmPn%20OqpyZzFKkUCGFJaqNXO6Ulz8mTOet4KAdv5cSgZEEsFUKQcoTQxxXwVqcMlu8FNLJ6UDJ%20o6qXc/RI0WZ1urMfiR20iCnaVEtSPPoNBkXKE0sQU81WkDpfsBjex6PPa52FVcjTydnLSuKlNdRsYdhUhxbGgSK2DIuUIpYkp5quI3JKDPxOTmDMAO0%20qknmxBGDneW0yIxZN7KSFZttJCwO2Q5FyhNLEFPNVhMRhJi2kbudJbQpgTvPsqqpN9ROLtnbSQrPtpIUoUrpBaWKK%20SpC4jCTFhKyk%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%20dtJC2OkgNNtOWohbe7pBaWKK%20SpC4jCTFupvp96TJCbVPxZCdtJC2OkgNNtOWogipRuUJqaYryIkDjNpYQ3tPGlIjj2JXCzm2UkLYaeD0Gw7aSGKlG5QmphivoqQOMykhd7aediNSnoS6Vjq3E5aCDsdhGbbSQtRpHSD0sQU81WkDpfMfatE7q8kEaU%209xZHEIsdZCIEsQhBkXKE0sQU81WE6JKDaUL10I2qguje4jeIxQ4yEYJYhKBIOUJpYor5KuLVhd9aNRufKhGJ6%20HSQtjpIISdDkKz7aSFuLWnG5QmppjvGo9mxl7vbm8KMcZCTe3dr4/NPHIjkz3MtPjj0%20qkhXiVrEM7aSHsdBCabSctRJHSDUoTU8y3wPzFZHMkljh%20ZnBo8MzxRCzSnLw470LnYZFyJzT55QCvknVoJy2EnQ5Cs%202khShSukFpYor5cs45X5nOHomwJ3pH5zjnnM%20N9j7Bwi8MTDlflCJxmEkLzbaTFsJOByHsdBCabSctRJHSDUoTU8yXc875bC7ZwhpSI8uF/18eSTWwlmRu1lFJdsn%20gliEIBYhiMUOMhGCWISgSDlCaWKK%20XLOOb%20Z6YizRHp8/Qfj6QSLd2RuOirJLtlfEIsQxCIEsdhBJkIQixAUKUcoTUwxX8455zfSiaitSEUT6Rv2hzIbbt/aXfEPAAAAIEeAp0uSJ3pKE1PMl3OOK1Keg1iEIBYhiMUOMhGCWISgSDlCaWKK%20XLOOZ8bSe3Ge6Q8BLEIQSxCEIsdZCIEsQhBkXKE0sQU8%20Wciz%201FzmSnV5xVJJdsr8gFiGIRQhisYNMhCAWIShSjlCamGK%20BebfTrVujSVSZ4cuDp1NJWJbW1Nv%20/c9UsaDWIQgFiGIxQ4yEYJYhKBIOUJpYor5rmEt3jrX0xZnjDEWb%20s5d2vRciOjvGQfQSxCEIsQxGIHmQhBLEJQpByhNDHFfAEAAADgEoonekoTU8wXAAAAAC6heKKnNDHFfAEAAADgEoonekoTU8wXAAAAAC6heKKnNDHFfAEAAADgEoonekoTU8wXAAAAAC6heKKnNDHFfAEAAADgEoonekoTU8wXAAAAAC6heKKnNDHFfAEAAADgEoonekoTU8wXAAAAAC6heKKnNDHFfOWwZt473f1UY4gxFmls7zk9dtfVL5QxkE%20u9O1jm2hJ5mY559y6O3a6p70xwhgLNT7Vffq9mbrIaPX%200Mvbosnc0saPyu4tdRSRPZb63nOsj0ZPfXFPNMQYY6Ed%201/59tXZR5xzzh/NjL3e3d4UYoyFmtq7Xx%20bebQmqeNYVn7UtyuyaWdZ35fqIBZr5r3TLz4RLSx87%20FT766tseze4usZiuKJntLEFPOV4m4uuZvF9h87c/7i4OljiQbWfDw3v1rrqWrC3aHux1hLV196nW%20PTC5yvjqfO97MGhLHTg9ePH/m2P4Y253M3a31tH7zaPb6/5Zqj7FNjaHc3lI/EYljqeM9Z%20FW5vlYfo1vXTj3zcM7Q1sKvyV9/mKyORJLHD8zODR45ngiFmlOXpznvN5jeTDUvTXS0vU/bOwsfz0yucrrI5bp4dTjodDurm9%20Z%20it/Bp3HM5%20YPEKe4u/ZyiKJ3pKE1PMV4bpbFck0tr7zgLnnFsLo6%201su2dA7%20p9Vg14UY6Ed1ydHCu9OeT2a5G1vra6ILFOecL7/S2RsKdA1PBDxgYy8OphlDpP5d5hb2lPiIqF0s97zkrP%20rbFQkfSN8snNpmR1J72JaXBueWp7NHIuyJ3tF8KnOjvU%20w8AsDU4/qO5ZVPp5OsOajg/bl1kEsn76V3B7Zkbr0MP%20/%20ZQ6B6b4Stm9xeczFMUTPaWJKeYrwVIuGWW7UyNrp4Dl4VRDaPPNnLpheTjVEHms991HJT9fyiWjoYbU8HLh/%20dGUruZ2RlZMzd%20%20INcbrC/s7F4pWX3ljqJqEwsdb3nLA%20nGsJFa1y4cfIACz2Xmfgol2xhDamRtb9YHkk15O941nUsy8sjqQa2t3d0vlRSD7F8OJjcfzA5OFH4X%20tnJ9u3hjsHpvhsub3F7zMUxRM9pYkp5ls9yxOZ50KsIz2%20vlveSCeioY7MRCWVoUwNdIbDDZ/Z3ZR/V0PT06nzv1zknE9kOkLRRPrG2uOWxtMd%20dfEGg4bCLO5ZEvRS3n5vaW%20IiqJBXtOER9f7muPhR7vv7pyM9MRZ4n0%20PpfjacTLN6RuVnfsTyaGnghzBo%20sye/s0Sa9r96/tYDzutvb1mcGD17bF%2048dnMjVVebm%2057vcZiuKJntLEFPOtnqXxdAez7aabdui6YfVa/14WiiWOnxn8x7cG/6q3szUUejw1PM3H0wlme4HbFJqplDTQW2iIAAAMt0lEQVSG8ntLfUVUWqSw53DOOX80M5bpad/OYs984/JHlv2VZD2Nuo7l02v9T7HCe6f%20cTDzx50tW0Ktrw7Pr9ZTLPmlMcZYaO83xhYswXmnkMY1v89QFE/0lCammG/14IpUee5f6N4W2nJ0cK7e/qW4Aa5ICbFdkSqh/vYca%20ZHmZ7fibFQtO3Lax%20qwhUpYSwlrN4fenlb/i1TdRML59bi5Ps/yOV75Nb482dvr%20KKVBVQmphivhIsj6Qa8B4pMWv/9Cl9u4OJ710QU9oYyu4t9RWRU5Gqsz3HmvnhN/Y3sNhTyYGfzG6UhbmR1G7xe6TqOhYb6xei6iAWa/bGD3Pv3phdfzPhp9f6n2LhFwam7pXbW/w%20Q1E80VOamGK%20Mgg%20E9HYlZ2s9VjBs3Dj5AEW6xqYWDtC5y8mm7c81vvuI9GnaSJd2ekaDhsQtsZQdm%20pq4hKYqnvPcf6IHt4B2v60kD%20jT4biD6HFTmSnV6pi72lXCzWz062R2OHzk4UqlX%20Kw/y7z03P5aVK327Nn1i8ZMrfftY5Eh2erHs3uLzGYriiZ7SxBTzlWJ6OPV4KHYgdfbN3NAbqURD4YZ9/bF668yzsfCmd7rEnj15dZ7z1fnhV1tDDYnUG0O5N8%20mDsTy74AxH/ull3J7S11FZHuPVD3vOdPZrgiLJJL/IZ0u/WKk%20f%20/vfsNbeu84jh%20rrB9JVxk6lQm6YRSUpylIulG4raoZcxeR9yW1e5I5DJmF4ZD2TzY8ItS026IUoa6LWRvrBclXkcjCqsoNCmsUVlJYDRmYwldbbG2wazOsjg4S0ISB8uN0X32QrJjObZz/az/jvP9vAuy7j33IDi/3Pvo0Rvd6%20uC8e692T9m93bHg3WVjZRu6bYs3F%20q8mwruG3g2LR3S7Rl%20kj/5qATeegn%2017N5Q4MPtvRPP%20pWPbT8vlOKI2DXlPFGvtrqfh%20pnOTKyLiuLFdmcX/s7x1XJs88lJya2P5q1du9LvP5f8zd0v%20ymhmV6y8SbG7qTPzfvFLLfSLstQzrGU/LbdOi25sy637yZk92rdBblBpjlccHeyMhUREJBTrHBwtzj/iuoXb4p05ku7a2lDe3DwUbXs%20P7/h%201pvizFesfCHPYk753Y237Cj5%20W5T8Xyn5bPc0JpHPSaKtbYXwAA4JPGQa%20pYo39BQAAPmkc9Joq1thfAADgk8ZBr6lijf0FAAA%20aRz0mirW2F8AAOCTxkGvqWKN/QUAAD5pHPSaKtbYXwAA4JPGQa%20pYo39BQAAPmkc9Joq1thfAADgk8ZBr6lijf0FAAA%20aRz0mirW2F8AAOCTxkGvqWKN/QUAAD5pHPSaKtbYXwAA4JPGQa%20pYo39BQAAPmkc9Joq1thfANXO5ZIRETeeOmF5gJlc0hWR7anCjDHFc2P/LBQ%20On15dqW3FFJxEYmnCksXIyIibjI3cyIVd0Uiydw5y9rKLhzoaHoyNzW53JVWrkDkMzgXsLZoHPSaKtbYXwDV/u8g9Wm%20/5vxeHx3ZuxTY/xFn5sEqfp48pnUi7nC7GcTpK7le9e3D51f/kpnC7kXU88k4/UEKWARjYNeU8Ua%20wusXecOdUdFajb0vVu%20HXQt37tORDb0HZ013uS76a6WJtcRtyne/vNs4cr8u6rjxdTJgy90Pbg54gbcyOYHu144eHJq7i%2094sncQOf9sXBN1UGq7kgtij7XJo/8pqctHnEdccKxB3YN5D4sGmMmMq01gcbuN6/ecAm5ZGTB2xcerXgy80iDSKD5x29PThVS20XEffz5wZ77mtyA23Rfz/6/j%20d/0X53gyPBph0/2j86f4GXj/Ztb82MXb/SZ1/Z3/2NBsdxm1q60u9OekueGoAxOge9poo19hdYu7yrh3oaRZytqVHPGDM13L%20lkqtKJ9ItYZFQNPG93a13B0Wcpt0HTn1qjKkOUqVLh5%20OOSJOY3xnx854oyPirH/q4MWSMcY7%201rX%20lqRUDTxWEci5s6/dD1IDafic4/IxI2nTnjjg20hR5zG%20M7v794Zb3BEgq37Ts4Y80m2%209H%20/H9vuITlgtRk8XhqR9CR0LfTI1eMmSkHKRHHjWy6Jxp2RMSpc%20tCkbs3R8M1IhJI7BsvH7I0PLClNf3xzNzBnTrXDV5/1z39x64sdWoAxugc9Joq1thfYC2bej15myM1D2cmZo35cF/iNpGNvfkL5YAV2JYaKRnjfZLt3CDibh4YLhlTFaS8D9I76kVCWwfeKxpjin9L7bhNpH5H%20gPPzHycTgTEqX9k/4RnjPdRpq1RJNyaGVsQpM4W8r9NRmtFwon%20V/KF8%20eHHq0VqW0fOm%20MMWeyHetullSWDlK7B/fvaQ6Ks7Hr9XHPmPkg5Wz86ZFpz0z/qXd9jUjdxr53po03nd%20zvrLEyhhjvI/TLVsGjpfmD%206EHkyPFD1TfG9ga0gktD09stSpARijc9Brqlhjf4E17XS2IyJye/vQuDk/1F4r0thz6OqV4f4tInXNA3/1jDHGu5LtrBOpac1MGFMVpMpvqeQwY8zsRObhmkoSGh9qv71yZGOMKV0u/DmXeyNfuLjioz1jzOzl0/84evD3e/sfbw46VkGq7o5Ig3O9YDMfpObCUvVJywuwKq/NTmTao5VnnYseYi75T4IUUEXjoNdUscb%20Amta6UL2iXoJrOt9ezrfu07K65AWfBVuocpa7wV5oiqCGDO//CmeKqywinyFIFV8P9O5yRURqQnH7o1/7aYrx5cMUnMCLamR6fIpfQep8aH2bd2Hzi04OEEKWAWNg15TxRr7C6xx5btKG55K/2yLSKQje9qY84e67xSpjSZ/nVsoX7hsjO87UmOZ1vAq70hdG9/3rYA4ocTA4bFLnq%20ksmSQCjS0Pbf3h3eJBBoeefmUZ1YRpK6%202R3dlb1QWnBwghSwChoHvaaKNfYXWOvGMq1hcRoid9RJ/RPZC6W5QBO4vfPVs54x5trZQ798Mpn8QfroVWNWXCNVXkVUXiN19fjAvY44obbB8WXXSC0KUuUj127s/0vJGDP9Tt/GOrs1UsncudJIaltAxPl635EL/oPU7NG%206PUHggQpYNU0DnpNFWvsL7DWVW4jycJFRZfe6o3Vlb%201l%20x4IOo6EmwZOHbRGHPzb%203Fnj58qWSM8U690tlU/a298ktVQWokvT0kEmzu3nvwxL%20G%207eIiLixRMdjiWjIx46XK2x/cCaXvFMqSc5nkJoa7m9J7Puw%20uAEKWAVNA56TRVr7C%20w9k1kWmukcruoorwF1PbKPlJte3537Gxl%206SV9pGKt/W8dPjU9PWDFLL9HffHwjVO%20K7E/BZTVUFqenTvdxqcyvYHpZMHnm6LR9zacCzR9avX9nfHROpivW9dWrb0FYKUmbsp1dx7%20N%20%20glTxeGrbQ6nRYvXBCVLAKmgc9Joq1thfAJ%20z2cunP7r5r8Qs7UtMMwQpYAkaB72mijX2F8BX2KKfiPmCzspPxADL0TjoNVWssb8AvsIW/WjxF3RWfrQYWI7GQa%20pYo39BQAAPmkc9Joq1thfAADgk8ZBr6lijf0FAAA%20aRz0mirW2F8AAOCTxkGvqWKN/QUAAD5pHPSaKtbYXwAA4JPGQa%20pYo39BQAAPmkc9Joq1thfAADgk8ZBr6lijf0FAAA%20aRz0mirW2F8AAOCTxkGvqWKN/QUAAD5pHPSaKtbYXwAA4JPGQa%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)
PS3 - quanto vale un cambio 6M usato? 600€ e' onesto?
PS2 - non riesco ad inviare il diagramma della Spinta alla ruota. Perche'?
PS3 - quanto vale un cambio 6M usato? 600€ e' onesto?