دانلود جزوه بسیار عالی و مفید مکانیک تحلیلی 2
در این بخش دانلود جزوه بسیار عالی و مفید مکانیک تحلیلی 2 ارائه شده است. در این جزوه مثال ها و تمرین های متعددی مورد بررسی قرار گرفته اند.
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Wk1bT08SX9hPqtvpjTqLue0hkhilnWPO4xpJPCrNjAMqDuKANeiuP8Ajn8Pte+KHw8k0bw54z1TwBqM15aTNrOm2lvc3cUEVxHLNDGs6vEDNGjxFmRtokJAJArsKACiiigAooooAKRm2qSeg5NLXK+A/FvibxB408ZWOt+Ej4f0nRNRhttA1P8AtSK7HiW1a0gle58pAHtilw88BjkyT5AcHa4AAHfBX40+Fv2i/hToPjjwTrVn4i8KeJrRb7TNRtSfKuom6EBgGUgggqwDKQQQCCK6iqej21hpyz21hHZwCOZpJordVXbJITIzMq9GYsWJPJLZ71coAKKiW8ia7a3EsZnRBI0YYb1UkgMR1wSrYPsfSnyyrDGzuwREBZmY4CgdzQA6ivlT9or9sS2vfFHwG8VfC3x9o3iXwpqvxTXwH4kg0m6gvrHUlubK7jaMypu2zW1ykEg2sPuurA54+q6ACiiuC139p/4f+Ftf8a6bqnivStMuPhzp9nqviZryQwQaNbXfnfZ5JZnAjG8W8pwGJAClgA6bgDd1b4seFtA1/Q9JvvEvh+y1TxPI0WjWc+owx3GrOqNIy28ZYNMQiOxCA4VGPQGugrxz4Jf8E9/gf+zh49vvFPgf4V+CPDfibUZpJpdWtdLj+2oZCxdI5WBeKMlm/dxlU+Y/LXsdABRXKfHD45eEP2a/hTrXjnx74i0rwn4R8PQifUdV1GcQ29srOqICT1Z3dEVRlnd1VQWYA9THIJo1ZTlWGQR3FADqK8K/bz/az/4Zr+GVvpPh6y/4SX4sfEB5NE8CeGIJStxrGoMh/euV+aK0t1PnXE5wsUaE53MgPc/s5+ANZ+Bn7OPhDw54w8YXnjPXvDOiW9rrHiXUm2y6pPFEBNcyE9NzBjliTj7xJySAd5XJ/F248cW+laOfAdr4Wur063ZLqq67czwRppRmX7Y0BhRybkRbvKVwELY3ECusrx79qf8Aam1v9mu60V9N+EHxN+J2mXcNzd6td+Ebe0uG0OCHyxuaGaeKW4kcyjbDbrJIyxykKdoBAPYaK434CftAeD/2nvhdp/jLwLrdvr/h3UjIkVzGjxPHJG5jlhlikCyRSxurI8ciq6MpDAEV8Q/t1ab8LPHf7Vfjy+/ak8YL4P8Ahx4P0fTtJ+G2kjxLNp13quoXEZuL3WLK2tZRc3N5HI1vbQbI2ZGtpdikuTQB+iFFeBf8E79e+I/xC/4J++BLn4hvrmlfEG60aW3nvNYsFg1NgkksVreXNuwwlxLAsE7xuoIeRlZVIKjD/YG/bes/iX+zCqfFHxHougfFb4XWw0T4n2mpXVvYvpWp2yiOe7kXKolrcFftEUq4iaOZdp4IAB6D+1foXgr4z+GbL4QeKPiFP4L1H4m+bFYafpevw6VrniO2tNk99bWm7MzxmD5ZzbgSJFKxDx5DDptMl8Bfsx+CvCHhWC48L+BtCaa38M+GdNe4hsIZpvLbyLG1Riu+UpE5WNMsRGxwcGvgP4r+Hfin/wAFO/2zfhr+0J8AH8GWfhH9nQ6pp/gzU/GdvfW+nfEK41ezNpqV3A0SGX7FbRrAIZQhW5lWYKwjAkPGftr/ALCPxMvIPC3w21rwV8Q/2hbXR/hc+m+D/EI1KCCw03x7e3Vz9s16/lkuEmtTbobaS2kVZTEjzJF89AH6r63rdn4a0a71HUbu2sNPsIXubq6uZVihtokUs8juxCqqqCSScAAk1j/Cf4s+HPjp8OtK8W+EdWtde8Na7D9o0/UbbJhvIslRIhIGVODhuhGCMgg18l/HHwLfftV/tQ/DL9m7xnrL654N8IeB4vHPxIhiJVfGV0lxFZ6fZ3QGMWks8V7dSRHiY20aEFN4P0l+0B8ftK/Zb8B2OpXPhbx54itZbhbC30/wb4VvNeuov3bMpMNpG5jiATbvbagJUZ5FAHmGuf8ABRbS5P29fD3wH0fR7qTWm1S8s/EFxffuVtII9ETU4J7bbuEyytMkXzbNpin44Ut7TF8cPCM/xsm+G6eINNbx3b6KniOTQxL/AKYmnNO1ut0U/wCeZlUpn1HvX556F8Xvh9+yv+1bq37SP7RPgrxV4P8Aij8WItVHw40t7Vr2807SLWDS7SLRvJt5HjbWr8qLhYQHZVeWMSIEkDavw6/4JSfGn40eIfH/AMVfEvxv8SfB3xT+0faWq+PvDvh/Tre5v9B0+281NO07TdSZh9jnhtJRFcTCKXzJTKybDhqAPuz42/tIeAf2bdK0m+8feMPD3hC117UodH06TVb1LYX15McRwR7iNznrgdACTgAmvEPhXft8R/8Agr/8XdQhlJsPhv8ADnw54YdQ2V+3X15qOoTD0DLbrYkg84lU9DXlHjv/AIIC+F/2gPFHgLxL8XvjP8ZfiX4t+HV5aNpN/dX1nY26WMGN9g1rDbiMpcFUM8xzcSGNP3oAxXuP7Q2r/GzTPiJfeGPgt8MfB+j/APCWGK71L4la3f25sLCXyhE8smnQlbu9uUihhSMMyRthA0iqmCAP/bC/bwX9l/R9U1/StF0fx14Z+Hk0T/E1bDXVj1nwTYypHJHeiz8phOqws8zxtJE4iQMgkzgfQkE6XUCSRsskcihkZTkMDyCDX5ueJvAN7r37OPxF/ZZ+EnhT4teJPF/xPvtT0z4lfFLxl4Zn0bTFe9Y2+q6qbieKGO9la3ylrBZK8ewW4DLGm6v0c0PRoPDmiWen2qlLWxgS3hUnO1EUKoz9AKAPzf8AFn7Od58P/wDgpP8ADfW/Ho0ldf8AGfxf8SeO18QNcK86+HtH8M3VrplmXbAgghGoOXj6b97k5ctXI/s9f8EwND/4KSftG/Fz483/AI1+IeifA/4i6vfWvhbw1pt3FaJ4r0+4hsrfV76ScxG4jstSl06AIkTxyPbwg7xHMEH35+1V+wt8Lf22IvD0fxM8M/8ACRx+GJppbFBqF1ZqVmRUnglEEiedbyqqCSGXdG4RdynFeq6Xpltomm29lZW8FpZ2kSwQQQRiOOCNQFVFUcKoAAAHAAoATStKt9C0u2srOGO2tLOJYIIYxhIo1AVVA7AAAfhViiigD4o+GXif4k/8E7PGHxD8Fp8EviL8WPBPiTxfqvjDwhrHgqTS5Ps66rdSX11p97FeXls0Dw3c05SQbo3ikTlXUqdXX/gL8af+ChUsdh8ZbOz+DvwbJze+A9C103/iDxcuCPI1TUbfZFb2h/jtrRpDLyGuNmUP1xrmtW3hvRLzUb2TybOwge5nk2lvLjRSzHABJwAeAM1h/Bn4w+G/2hPhL4b8c+DtUj1rwr4u06DVtJv0ieIXVtMgeN9kiq6EqRlXVWU5DAEEUAfE3xT/AOCSI/Zu/wCCaH7QHwz+D7+JfHGo/EzVF1iDS9a1SNrgWSCwthottczFQIo9Psvs8BmclcqC+BXvH7Mdt8dPib8e9Z+IfxLtF+Gng3+w00TQPhxFqltq0wnM/nTarf3MKbFuCoSGOGGWSNU3ksWbj6HooA+RE+GPxs/Yk+MXxAv/AIXeCfDnxa+GvxJ1+bxW2iS+Il0HWvDOq3KJ9t8p5ont7m1mljM+C8ckck8nDqRiXX9I/as/a0tJdE1C38I/s1eDr1fI1G90nWj4m8Y3ERzvW0kEMVnYuQQolP2l0OWUAhTX1tRQB+bnxq/4IR/sTfCe08HS/EjVb7RPh34CF1faB4R8T+PZIPDdg7CFr2eJJ5BLiRo4ZJkWXy2bkp853bnxW+E3iT/gtrpNpFoupa98Jv2efCFzDqvhHVF04Raj461i2ZXstQ+xzqNujW7gPHHIFa7YK/yRojN9v/Ef4JeDPjFLpb+LvCPhjxS+h3ButNbWNKgvjp8xGDJCZVby3xxuXBrqAMCgD5+/Z1/YfvvAPxjuPij8T/Hl58W/iibBtI03VZ9Li0rTfDVixDSwadYxs6wGZlUyytJJLJsRS+xQtd/4L/ZO+Gnw51jx5qOgeB/Dejah8ULh7rxZdWVkkM+vyurKzXDqAzkh5D16yO3V2J6T4ofDLQvjR8Otb8JeKNOh1fw74jspdP1GylLKlzBIpV0JUhhkHqpBHUEEVuRxiKNVHRRgZOaAPiLX/wDgkH4q8T/AGb4KXv7RfjOf4Gf2cNBg8MzeFNEu7+LSlAWKzOoXFtKzeVGqpHN5YlXYjb96hq9I+NL/AB/+BPj/AMJ6P8GPBHhfx38PIvCg0NLXXPEg0ptD1GGWNYLy5naGaee3+zBlKxK8hdOQN24fS9FAHz9+yv8AsW3/AMOfHOs/E34peIrf4ifGXxVZjT77VY7Q22l6Dp+4ONK0u2ZnMFoGAZ2Zmlncb5GJCqnNP/wR2+Ddm01po1z8VvCfhe6keSbwp4d+Jev6R4dbeSzothb3aQxRsTykSovtivqaigDifgL+zf4C/Zc8Cx+Gvh34Q0DwbocbeYbXSrNIBNIeskrAbpZD3dyzMeSTXbUUUAcF+0n+zb4V/av+FF34P8X2tzNp080N5bXNncvaX2lXkDiS3vLWdCHhuIpFVkkU5BGDkEg+C65/wTu+KvxE8Ov4P8ZftTfETxD8ObtBa6hp0GgaVpes6tZ9DbT6pbxJIFkX5JHhSKR1LAOpYmvreigDK8C+BtH+GPgrSfDnh7TbPRtB0Gzi0/TrC0iEUFlbxIEjijUcKqqoAHoK1aKKACiiigAooooAKKKKACvKf2lf2S9P/abudGlvPG3xV8HNoyTxgeDfGF7oK3qy+WSJxbuokK+WNjH5k3PggMc+rV4T+3z+0Z4j+B/w88OaB4Ah0+6+KfxT1+Dwl4RjvozLa2lxIkk1xfzopDNBaWkFzcuARu8lUyC4NAGP8K/+CSP7PHwh+J2leObD4babq3jvRpftFt4n8RXl1r2tCfqJmu72WWVpAeVYtlP4dtfR1eKeDf2lPAH7W/xY+NfwQht9T1if4bWdhpHjGcwGDTLl9VtZ3NnBOkm9pY4UzKFx5fnxgMX3BPPv+CQ9zOfgN47srLU9X1jwHonxJ8RaT4Fu9Sv59QmbRbe68lUW5md5ZoY7pLyKJ3Zj5UcYyQASAfTXjHxRD4I8I6rrVzb6jd2+kWc17LBp9nLe3cyRoXKQwRK0kshCkLGilmJAUEkCvEPgz/wUGsvjv8TtM0LRPhJ8ebTRdUaRE8U634Km0TSIGSNpP3gvGiu1DbNqt9n2Fio3c07/AIKG/HbxF+zP4C8AeN9L1FNO8MaT4/0a08bM8EciNod7K+nyu7OpMaRT3VrcNIhVgtu2TtLA+/E4FAC15h+05L8WrrQdP0/4P3fw3sdevJHF5deLhdzJZW+0Dz4Le3wZ3V2XKPJGpyMuM188ftAf8F4fgp8DfF/iDSIW1zxJBoum6mYPEFhbA+HtU1uzhEv/AAj9ve5xPqLgqBHCsgVmCEh8oIfhb8Z7TXP+ClHjLx18Q3s/Bj+BfAnhD4ewWU1150NnrviG7e9urMS7RvZnXR4VO0biAcLuoA+o/wBnL4Wa98G/hNYaH4o8d658SdfjkmuL7X9Vt4Lea7lllaRlSKFVSKFN2yOMZ2Iqgs2MlNM/aO8J6t8b/Fnw/h1AnxB4H0Wx17WyUxa6fb3j3SwCSb7qyEWkrlDghNjdGFdD8RfFw8AfD7XdeaB7oaJp9xfmFDhphFG0m0e524/GvzkvvgL4t8Yf8EUI/FOm6fdeO/Fn7QcmjfET4tNp13BaalrukXzW11qdjZSXEkcSrFpoFlDG8ir5EZA+duQD7G8Kf8FAPh98QfGnwq0/w7PqOu6L8ZU1geGfEVtb7dMu59NBeWHMhWUmSOO4likWMxSR2zsrlWQt7Re6hBpsQkuJooEZ1jDSOFBZiFVcnuSQAO5Ir8/vjH+1b4T8W/FT4A/F+w8P+JdH+CHwn8Gjx3aXy6FJF/a97r9gumaHomm2yDNxdtDd3G6KIFYme3QsC3HR/FD9nP8AaC/4KKfCuO2+LN78PPhH8MtVv9P1i68E2OgXHiHxVFa2l1DeLHJqf2mOCC8ZoQp8i0l8rcQjyMA1AH2p4s8U2PgfwrqWtapOlppmj2kt7dzv92GGJC7ufYKpP4V8x/8ABHL4OWHhb/gn58FPFWo+H9OtvHGt+AdNS81N7RP7SNlKXvYLSSbHmGOM3TEITgMzHAJNfOXiP9lj4i/8FLP2qfjX8Q/C2r/Ej4ZfCz4gfDrTPhnHD4w0670t9Wik1DzdVvbPTZdk0WNP3Qwy3EcZMt3KwBUV9M/s0fGvU/j/APti+IF8AXPl/AD4T+H5fBYkiRPsPiDxH9pt2k+yNgs8WnwW7W7OGCGW6lQBjCSAD3r4W/GHw38atF1HUPDGqRaraaTq99oN4yRvGba+srmS2uoGV1VgyTROvTBADKSrAnpq+SNZ+GPxh/Yp+PPj7xR8K/BWm/Fv4c/FHV18Sar4VTW4NG1zw/rDQQwXFxZSXIFrcW9wsEcjxSywskpkZWcSFRPq3xw/ap+PNo+j+DvgrpPwQW7/AHU3inx/4jsdXn0xejSW+l6ZLMlzIOSgmuoUyAWyPlIB6P8Atq/tjWn7KfwR1bXdG0lPHnjQalZeHNC8J2eoRwXWtazeui2liZCGEG8SCRndcJErSH5RXqHiTx3pngDwBfeJPE2o6VoOkaNYvqGq311eKllp0MaF5pHmfaojQBiXbaMDJxXwD8SP+DcLwD8WdLvdI134s/FjUdB8VaxZeKfGVvcy2FzeeJddtY5I11Jb2W2eeyd45XjaO1aOMRnYioM5o+Kf2S/Bv7a/gS5/Y++DcE3gf9lv4UQz6Z4y1bR55HGrauS8sWiWs7OWm8m4kF3fSlmLSCOEtuebaAfb/wAfv2ofCv7Pv7MHiL4s6hf2994W0LRW1qGa1mV11RCga3jgYZDvOzRpGFzvaVAM5FfM3xA+PNj4D/4KJeG/ib47tZ/B+neCf2bNe8S+JbVw13Lo0cuqaRcTRkRrukaIWMy/IuWK8LkgVc+Bv7Dfxi+JF38MdP8A2gNY+HreCfgpHZSaH4b8HPdzQeKdUs4kjtdV1KS5jjKLDt82KzjVkWYq7SyeWgG98T/2Mfg//wAFOfilofxSXxf4j1jQvDjXnhDW9F0u6Fvo/in+ztVZmstQR4vNkigv7d2KI6JNtXd5kZAYA9f/AGqv2pdE/Zz/AGT/ABR8Sn1nw1ZxWOhT6hor65qEenWWpXZt2ktLcySsgBlcIoGQ3zcc18afsNf8FVPiX46+Nfw/8HeIDF8Z9J8eoBe694Y+GfiHw23gy4a3MzfaZLmOXT7qyV18oTxXSPl0PlyAlh6h+wh8JdK/ba8T3v7S3xFtofEurTeINV034e6RfDzrDwFpVjfTWCNbwNlFv7hrVpprjHmDzFiUqkeD71+0J+2r8PP2ZPFXhXw/4o122i8R+M9UsNL0vR4Zomv5vtd5HaLc+Szq32eOWVfMkGQgycHpQB6szhFJJAAGST2r8iPht/wVm8d/tVfBH42ftM+DfjFpvhnw78HdfvItE+HGp2ulw6J4s0izto7qSKW6cNfG/uYXBSSN444ZmWMRyqHZvrH4sfHrWf8Agop8Rr34R/BHxNd6Z8PdKka3+I/xN0VwVgGADoejXODG9/ID++uE3LaR8A+e6hPQ/hV/wSZ/Zi+Cml6NbeHPgB8IrOTQIo4rK+m8K2d1qKbMbXa7ljaeSTgEyO7OSMkk0Aety/FrTrT4Knx3PbasNJj0T+3pLeCwmur7yBB55RLeJWlkl28CNFLs3ygEkCtL4f8AjW0+JPgTRfEWnxahDYa9YQajbR39lLZXUcc0ayKJYJVWSKQBhujdVZTkEAgiteuM+PXwE8O/tJfDybwx4n/tv+zJpo7jdpOuX2jXSSRnKMtxZzQzLg9g4B7g0AfP/wAT9bufhj/wVv8AhdY+E/EGu3s3xO8P6s/jrwu2oTXWn2Gn2Vuv2HWVgZmSzf7UEs90YQT/AGk5DNEWHR/8FRf2wH/ZT/Zb8RQ+GHv9Q+MHjDSdQ034d6BpWny6lqusasLV2jaG1iV3aOE7ZJHI2Iqjcw3AHwL9lLw58VP2HdC1vQtD/ZD1jX/ilrMog1TxzD4/tbvQvE/kllguZdQ1S/uNYhtwjbhbPDK0W91QP95vov8AZK/Y91r4efELXPiv8Vtc0zxr8afFtrHYXOoWNq0Gl+GdORi6aTpcchMkdsHJd5HPmXEnzvjCIgB8Gf8ABHH9hH49fCvxb8JPGGufCSH4Q6vb3OqXPj/X77xFavf+NtIuY7g2lleWNuryT3qTNaXBur2UTxstwpyH8sfoTc/tLatrn/BQWz+EugWun3mhaB4KuPEvjK9eN2m025uLuCHSLZHDbFaZIdTkZGUkrDGQVB+b2yvi240T4zfsrftU/HbWPD3wS1b4u6F8YtX0/WdO1vRfFul6VdaUkOj2enmyuVvZoXRI5LaWWN4PM4uTxuzQBq/sn29l8U/+Cpv7R/xG8NO7+GNM0fw/8Pb6885riHVdcsDeXN35LMSI1tYr22gdI8IZjNuG9WNZfiLwTqf/AAU3/aX+LPg3xZ4i1XR/gf8AB/WrbwteeEdHuGsrnx1fyadZ6hPJqU6kTf2esd7HEltEUWcrI0jOmI6m/wCCPP7EvxB/Ys8FeMdP8TXN5ofg3V7m3k8LeBrnxTJ4ol8LgGeS8nk1B4Yt8t3NMHaJFMcflghmZ3NekfHX9g2Xxt8Z7v4mfDf4j+K/g38Q9Ws4dP1q/wBFtbO/sPEsEGRB9usruKSKWSIMypMnlyqjbN5UBQAeN/Gbxn4e+OGsfsb+AvAvhDU/A8t/4sg8fjwtqOi/2LeeE9D0mzuTKbmyAzbf6TPa2yrgKXn4JANZX/BT/wCKfxj8a/8ABQr9lL4TfA7xxb6ZEPE58VfFDS7GfF7FoFrNausl0yo3l2sqC8hCOyieWSJQGCsU90+Ff/BN7wl4e0PxxJ4+1rxF8XPF3xMtYrDxP4k8QzJBd3lnES0NlbR2iwxWVrGzOyxW6p87s7M7ndXh/wAGf+CfXx4+Amha78PPAN58B/hb4R8R6hJPqvxC8NWOoTeM9Rt8sEza3YlhF4IyIxcy3dwqclYOigA7b48a5qX/AAUG/anuPgv4U8SeJNB+GHwzIu/id4g8NarNpl5f6m6BrLw9b3sDLLGyq32m7MTBlX7PEWHmuB3elf8ABMr4c6T+zh8Uvhw8/izW4fjHZ3Fp4p17xBrlxrGt6kZLT7JG7XM7M37mJUWJRhU2AgZJJTwB8A9U/ZZ8cfBj4bfCW2tND+FmkQ61qnjKS6tzeXmsOIUjgEl0x3/a57y7N1JM2Wl+yygkZIP0RQB8c/DD9uj4gfs0eEbPwP8AHL4T/F/xB4w8OxiwHi3wN4Ou/Eui+MYowFjv0NmJZLSWVQGkguFTZIWCs67WN/xD+1D8ev2p7GbQ/g78JNf+FVlfIYJ/HvxPt4rL+ylYEGWz0ZJHubqZQQVFz9mi3Y3FgCp+t6KAPya/ad/4IXftHfHP9gDxP+zpB8ffDt54I07V7nWfDd5rlreXWu+K5ZdRa+SPXb4swRImlkA+zQMXdIpDgKYj9b/8JV+2j8QNPTRF8Gfs/wDw1uVUQXnit/FGo+JUY9GntNMFna+7Kk90MEqCWwc/V1FAHh37L37Cuh/s9eLNT8bazrmufEn4s+Ibf7Nq3jbxEyPfSQbt/wBktYUCw2NmH5FvboikgFy7DdXhH7Qf/BJb4mftC/DPUdN1n9qT4jXWseMpH07xlA9lDH4Z1TRJ8x3Wn2elK22zbyTiO486SYENveTecfVX7SPgrxv8QvhtHpXgHxTa+Ddam1bTpbjVZbX7S8VhHeQyXkcSn5fNkt0ljUsCoMnI7jvqAOS+M/xk8K/sz/B7W/Gfi7UoNC8KeFbI3V7dOpYQxrhVVUUFndiVREUFnZlVQSQK+LfjBqXxM/aI+HcHxA+NFr8YvAXwj1S4jh0j4UfDLS7+88XatDIGZJteurBWubdXRTutbZoki3qk08jHaPev+CnPwe8T/GH9mGD/AIQ/SP8AhJtb8G+K/D/jOPw8ZUi/4SSPStWtb+WxDuQivKkDBN52mQIGwCSOU1H/AIKZeIPHun/2Z8Mf2d/jzr/jO5QrFbeKfCs/hDR9Okx9671C+CR+Wvf7KLh2/gVutAHj37MuqeMv2hbzxB8GPgp4fl/ZF+Fvw3mg/tz7RYw3Pjm+e/jN2vkQv51pYtMjGV57h7m6/eKWiiYhq+q/2bv2APhR+yvcS6j4Y8KWlx4rvWMupeLNYY6p4j1eUj5pbnUJ908jHk43BBkhVUcV8a2H/BATxD43/ao+GfxY8e/GT+1r/QtTTxj4v0q10Q7dY8Tfbo7s3VndNMDawJFbWFgiCIt9ksym4GZiv6YUAeTftcftreAv2HvDfhnW/iLf3ej6D4n1xdATU0tWlttPne2uLhGuGHKI32YxqQGZpJYlCncSPn+2T4ff8FJ/2jPDPiF/2T9M8W+ENGLb/ib8RvDlvpU/lojtAmmWd3A1/dIZihzNHbwgFnVnYAH7ZooAZbW0dnbpDDGkUUShERF2qijgAAcAAV80/wDBTP8AbE8ffsOfBq+8f6J4d+HF14H0W0367r3ifxFqNn/YUkk8UELizstOupbqMtKuQjI2fQfNX0zWX4y8E6N8RfDs+j+INJ07W9JuWjaayv7ZLi3lKOsiFkcFTtdFYZHBUHqKAPk//gi5rnhL41/s26p8Z9H8Q6/448WfFfVZLvxP4o1fRJtHbU5rbMMMNnbSZ8vToI/kt1VmGGcsxlaWvsSiigBrxLIVLKCUO5cj7p6ZH5mnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8u/tt/sb/FD48ftFfDrx18N/iF4b8FT+EtE1rQpJtW0N9Vm0k6i1nv1KwjEscZvUitpIV8/fGq3Dna3Kt9RUUAfAvw6/4JF/EH9myfx14F+EPxag8HfCP4q6hBrfifUbuzn1Hx1FemzgtdQktL95fJEt79nErXEkTNDLPM0afc2/a3we+Efh34B/Czw/4K8I6Xb6L4Z8L2EWm6bYwA7LeCNQqjJ5Y8ZLEksSSSSSa6SigDH+IPgDRPit4F1jwz4k0uy1vw/4gs5dP1LT7yISQXtvKhSSN1PBVlJB+tfM9v8A8Ed/hve6fHoniDxl8bfGHgW2Hl2ng3WviDqM2hW8I+5btEkiSXEKDgR3Mky4ABBAAr6Q8e6p4m0xtE/4RvR9I1hZ9Vhh1YX2pvYmysGDebcQ7YZfOmQ7MQt5YcFv3ikAHoKAONt/2dvh/a+CPDnhmPwN4QXw54PuYL3QdLGjW/2PRZ4CTDNbRbNkMkZJKugBUkkEV88eK/8Agl9e+Pf229f+IWrfEOZ/hxr/AIl0Txxd+CYNIWOS91zSbO3tbJ570yEtaRG0guBAsSlplBZyqhD9c0UANmhS4haORVdHBVlYZDA9QRXx7Z/8Eg7KDw5L8Pz8Y/iqnwCErm2+GdrcWltZRWztufTXv0g/tBtO5ZVthOuI28ssyAKPsSigDx79or9qb4d/sOeBNAs9Zs9VAvIzYeGfDnhvw/caleanJbogjtLS3t42AYAxhQxRB13Kqki/+yf4r+Knj7wNf698VfDmgeCr3V75rjRvDdjcNd3miaf5aCOK/uQxiluywd3ECiOMOqBpNpc+pUUAeXftU/sjeGP2v/CelaR4mv8AxfpcWj3xvre58OeIbvRLvLwS28sTTWzo7RSQzSoyk8hsjBAI7L4XfC7w78Evh3o3hLwlo1h4e8NeHrRLHTtOsohFBaQoMKiqP1PUkkkkkmt+igAooooA8x/ah/Za039q3wpY6Lq/ir4heGdOtbhpblPCniOfRX1SJkKPbXDwkO8LKTkAqw6qwPNdV8I/hB4X+Afw30nwh4L0HTPDPhjQoBb2Gm6fAIbe2TJJwo7kkszHJZmJJJJNdJRQAVj+B/h7oPwy0V9N8N6JpOgadLdXF89rp1pHawvcXErzTylEAG+SV3d2xlmdickmtiigD5B0z4S/HP8AYe+IvjSD4R+DvBvxV+GHjjXLvxTZ6Lqnih/DmpeENRvJDNfQxyG2uIrizmuGkuFGI3ieaVcSLtxQuv8AgnLrH7dvxS0rxz+1ponw916w8KpMnhP4b6Tv1TQ9GeYIJby9up4on1C6ZVCKphjgiUEhHc7x9m0UAfNH/BP34n/Enxd4q+J3hrxB8BNP+B3wu8BawND+HyRTwpLrlrE80c04tIR5cMJKRvGV+VlmwpcKXP0vRRQAUUUUAFFFFABRRRQAUUUUAFfMHxD+JH7U3xT8Xaz4S8FfDbwd8KtNt764tY/iB4m1+LXUmsxIyxXVjpVrteSZ49r7LuWBY2ypEoHP0/RQBk+BNBvvC3gjR9M1PWrzxJqWnWMNtd6tdwww3GqSoiq9xIkKJEryMCxWNFQFiFUDArWoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorxr4Jft5fD39ov4tah4P8HHxfqt1pVvNNdam/hLVLTRo3ikSN7cX01ulu0wLg7FckgEjoaAPZaKKKACisK1+KHhy++JN54Oh13SZPFmnafDq11o63SG9gs5pJI4rhos7hGzxSKGxjKEVu0AFFFFABVPxBqx0HQb2+W1ur42dvJOLa2UNNcFVLbEBIBZsYAJHJHNXKDyKAPEf+Cd37UGr/to/sj+FPilq1j4Y0seNYTqVlYaHqkmpJp9sx+S2uJnjj/0uIho50VAqSI6jOK6PXP20Pg94Y+Ltr8P9S+K3w3sPHl7dJZW/hu48TWUWrTzvjZEtqZBKXbcuFC5O4YHNec/EP4qaB+xRcfC/4F/BjwFo9x4m8T3H/Eq8M6eFsdO0DRoZ4zqOrXbKD5cMYlO04Lz3EyIMlnZb37BHj+3/AGnfAniL4nX3hTwlpsmq+MtdsdEu7HTljvbrTtP1CfToLi5kOWaeT7K75BACOgA4JIB9B0UUUAFFfOOj/GrxP48/4Ko6r4M8Pa9PcfD/AOH/AMPUl8YacYLdra31y/vUfTQknl+es4s4Lx5EMhj8ua2OwM248j8avEnxF/aS/b6174JaX8TtT+DfhPwx4M0zxSZvD+n2sniHxf8Aa7u9gn8i6uklitre2a1gR/LgMpa6X50BUEA+iv2ivEt54M/Z98daxp+oPpN/pXh7ULy2vkhjmayljtpHSUJICjFWAbawKnGCCK579hnxz4h+J/7E/wAHvEvi68Go+K/EPgjRdT1q7EKQi6vZrCCSeTYgCJukZztUADOAAK+UP26f2WtL/ZX/AGVvGNvoHjb4s+Ofiv8AGqxPwn8KSeLvG+oasFutZIgZorVpBbRiGMSXUkixBljtX+YKCD92eAvBtl8OfA2jeHtNTy9O0Kwg061T+7FDGsaD/vlRQBrUV8CftOf8F7/C/wACPjb4m0Twz8NvF3xU8FfDm6TQ/Gfijw9fWESafr00iJBothDdTQ/2nfY8zzYLZzJE3lrtYl/L+4Php4zf4jfDnQPEMmi634ck13TrfUG0nWYFg1HTDLGsht7mNGdUmj3bXVXYBlYBjjNAG3RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXinxw/bY0b9nj9oLw54O8TaZfw6V4n0e5v7TV7OGa+k+0wON8BtYYnk2iLLmQZAxgjGWHp9/4ludc+G82seF4rfUru701rzSY7lmt4rqRot8KuSNyKxKg5GQCeMivTr5PjKFKjXrQcYVVeEn8LV2t9tGndPVdTnhi6U5ShB3cd11XXY4L9t79oTUf2Vv2atc8eabp1nqs2hT2Rktbl2RZYZbyGGQAryH2yHaegOCQwG0+s18YfEX4ya1qfxljvviZ4O1LSvgl4ut9L8L61ovizyXjs9aaa4liuLdFZ0kt1ZIVeTIyXR+RGdv2fXrZ5lUcvwWHpTinUk5yc4tSTTjTtC6bXNTkp3t0nF9TlweJdetUkn7qsrNWd7y19JK1vRhRRRXyx6QUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFBOBRWD8UfHtt8K/hl4i8T3ozZ+HNLudUuAO8cETSt+imgCx4E8e6H8UfB2neIfDOs6V4i0DWIFurDU9Mu47uzvYm+7JFLGSjqexUkVrV8p/8E5tY0b9kD/gj58I9V8a6lbaNp3hj4aWviXW5mU4s4xYi+uyqKCzCMO/CgnC8DpS/tx/HS48SfDL9nPUvA+t65pcvxK+KHhJrD7NLNYT6hpryG/vIZo/lcxtp8Fz5kUgxgEMARwAfVdFZGkeP9E1/wAW6xoNjq2n3et+HlgfU7GGdXuNPE6s0JlQHKb1ViueoU4rh/F/7Z/ws8BftM+F/g1q/jfQ7H4oeM7KbUdH8OvKTeXkEQZmfABVMhJCocqZPKk2BvLfAB6fXmv7N37Yfwz/AGvtO166+GvjHSvF0HhjUW0rU2sy4+yXC87SHVSVI5V1yjgEqxxXpJ5FfPf7JP7Jvw//AOCYvwI8QT3fiHTbaO6l/tfxR4o1UWukWYEcSQxKsabLeysreBI4YYE2xxRoByxZmAPoWiuU+EHx28EftCeFf7d8BeMfC3jbRC/l/wBoaDqsGpW2/qV8yFmXPtnNdXQAUUV81/sbeLNV1n9sz9rXS7jU9QvtG0TxtosenwXFw80dg8vhfSJZ44QxOxCzK5RcAO7nGWNAH0pRWP8AELx5pXws8A654n126Wx0Tw5p8+qahcsCVt7eCNpZXOOyorH8K8M/Ym+LXix/2QtV+Mfxj1htIg8XNd+O49Nu1jSLwRoDQrJaWTMigs0VpEk0zNk+fNOB8oUAA+gtZ1m08O6RdahqF1bWNhYwvcXNzcSrFDbxIpZ3d2ICqqgkknAAJNQeE/Fml+PfCum67oWpafrWia1aRX+n6hYXCXNrf28qB4popUJSSN0ZWVlJDAggkGvOP2Sfi5q/7Vn7NGleMPFvg5PC9t42juLyx0O8cXEx0iaR/sRu0I2rNNaGKSSH5ghkKEkg15D+2d4bsU/aR/Y7+GnhuAeH7Kw8aXWvR2mlMbO2s9K0fQb1Ps6wxFU8nzrmxiCY2KGAA6UAfWtFfLH7DP8AwUV1j9qfxF8f08XfDz/hXOifBPxPNocWq/29b6vbarDFEZZHaS3zHHPEgRpYVd/KM6oWLo1c18GP20df+HX7Dvj79rP4xahqNt4O8Q6VH4q8OeDrK1Rv+Ec0NUP2GLdgPJfXiyxyzPIwjRpI0ARImYgH2TcXEdnbvLK6RRRKXd3baqKOSST0AqDQ9csvE+i2mpabeWuoadqEKXNrdW0qyw3MTqGSRHUlWVlIIIOCCCK/N34tfFvxH8SP+CMPxa8Yaz8WPDXj7xB8a5rbwzdReHdWsNV8OeBV1u9ttKGm2s8AKuLa3v082WRnLyK8gwGAr451r9uXxj8PP24/ivF8OfjnrXg+b4A2l74Q8KfCUSQ3/h/xO1pdxWnh/QLHSUHm3E93b2d7JcXsJaS3F3aLviEToQD98q5TxJpXjKf4teGLzSdX0SDwZb217Fr+m3Ni73t5KwjNrLbzBwI/LZZA6srBlk4IKivCv28v+Cgfiv8AYwufgrDp/wAGtd8df8La8W6d4QvLq31iG0s/CtzeyxRR/aH2SO2S77SEWMmEhpULIG7j9qL/AIKEfCP9jTxHouk/ETxX/Yl/rkTXcccWn3V79itFljie9u2gjcWlosksaG4nKRAtjdwcAHtFcV8cv2kvh7+zH4Wj1v4j+OfCPgPSJpDFFeeINXg06GaQDOxGlZQ74/hXJ9q8n/Yz/aW1P9pb9o3493Ol+ILXxP8ACnwzrGl6J4Xv7VIXtTeJp6SapHBPGP38SyywgsWfbL5yg4XaOP8A2WPAOkftLft4fH/4qeKdNsdavPh74jg+Gng9b6BZxoVnaadZ3l7Lb7hhJLi8vpA7r8xW2hUnC0Ac18Mv+Dgv9nz49/BH4teMPAWoeJdcm+Enhi+8U32nXuhXmmm+t7fcsYinli8ndPIERFLb/wB5kp8rBfq7xN8d9A+GuheDbjxle23hW98b6jaaHp1pdSFjLqlzGzx2SsBgyHy5ACcAlPcCvLP+CqXwn8TfGv8AYd8UaD4S0O48T6v/AGlompvotvLFFPrFpZ6zZXl5axtKyR75bWCdFDsAxYDPNfLvwU+P3xb/AOCgv/BX3SbvxF+zh8SPBfwQ+Cdjcf2Vf+Mp4dLNt4gntyDqJtV8xL2URMbeEQzOsCTyzMweVY0AP0porKk0O4Txj/ax1vUVsVsTbHSisH2LfvD/AGkt5fneYANmPN8vafubvmry79t79r7Tf2SP2f7vxFbxL4g8Wa0P7M8FeHrZw114s1iZSLSzgUZLb32l3AIjjDyN8qk0AbnjPVfhJ+zF4u1Txz4l1HwH4C1rx5Pa6de65q97babNrckMZS2tzNKymQom7ZGCcZYgck16RHIJYwykMrDIIOQRX5G/CH9nj9pb9rrU/gpbeKfAskWufD74car4P8deKPjZoNrqlkuqahdWElxc6ZYwzn+0pFjs5oFkk8mIxSqzSSFmRvobwjqXiH9kT4XeCv2PvgP4quPiD8V9G05m1XxZ4gRLmz+HWlSzO63d5FHhd4Enk2On5yyRJuIiiZiAS/G3/gpV8TfAXxt8a6npGgeAH+EXww+Iug/DTWrG+luv+Es1291NdNLXNjtYQIkR1W3KwujtMsE5Dx/KK+oPFf7S+m+HP2p/CHwmh0++1LX/ABRoeo+I7ia3KeTotjaSW8IlnyQf301wscYXJJSQ9FJHlX7P/wDwSN+D/wAEfisPiTqdhrHxI+LU1zHqF7418YajLqWoXN4kCwJcpESLW3dIlEaGCFNiAKuABXD6j8fvA37N3/BXb4o6l8WvF3h3wGviT4b+GrPwXqHiLUItNstQtbW71mXUYoJ5mWJpo5p4HkTdvCPE23bzQBN+wXJ488Y/8FIP2pvEd98Qte8VfDy0utH8O2ulyzyNouja3bwyPeW2mxO7CJYbaWxjuHUL5901wzKpQInRfGbxh8Sv2oP209c+EHgD4haj8J/C3w38OafrfirX9I0yxvdY1O81KW6W0sLc3sM0EEccNnLLLJ5TOTLCq7RuJ8R/4In3/i7wr8R/EPgbwt8UbD45fAPQNKu79/HEfg8aKl94lvNUkuZEt7tZnXUy0clzJcToDGrtbhWBZlHu/wCwoP8AhK/2xf2vfFI5ibx/pfhmBj/c0/w3pTOPoJ7uf8SaAOd/Yl/YE+Lv7NP7e3xa+Ivjf4t23xZ8I+ONB0zSdHutb02CLxPp5syzCF5LaCG2W23TXLFI0G9mjchWDl/A9M+C37XFx+xja/s3/DPwzrnwc8RaH4mvjf8Axavdc04aZJYSa1c3fnWMELT3lw89tKpKvHalXJVnAzn9Q65n4xeEde8efDbVNJ8MeLLzwLrt4iLaa7aWFvfTaewdWLLDcI8T7lDLh1OAxIwQDQB4b+1H+1l4k8FeItI+CXwiisfG3x31zSxM81++3TfCFnt2HWtWKAlYy/8AqrdRvuHyq4VXdPnX/gofpHxR/aG/bJ/Z88KfArxTJ4j+Kn7Od6niz4gS3OpyaJ4cu7OWGJDY6hJbxTCO9vxHJ5MKxv5cUk7soRkJ+g9I/wCCbt38NPhHJ4e+Hfxd8ceB/EPiTVJNW8beNUstO1LxJ4zmlTY7zXFzbukLquBEYY1WFVVUQKMV67+zN+y74L/ZG+GUfhXwRpbWNk1w99fXVxO91qGs3kmDNeXlzITJcXEhALSSMScAcAAAA+Of2cv+CePxTuv28ofjHq2jwfA7Sptdu/E/iTRdD+K2teKh40v57NrTZNaSw22n29uFMblhFLLm2gRDEq19VftS/sX+Gf2qZ/D+qXeqeJ/B/jTwfLLL4e8W+F78WOs6N5oCzRo7I8csMoVRJBPHJE+1SUJVSPXqKAPkw/s9/Dn9iTxNbfG749/G7xF4y1rQlOlaR4n+I2p2Fjp3hn7V+7dbO3tYLa0glmX5HmMbSsoK7whK14p8ZvH/AMVP+Cmv7Z3wu8V/sp/ES10r4YfBhdTl17xNqsN3P4R8X6jdwpBDbW0NvLC2pm2Tznd/NECNIgDl961+jc8CXULRyIskbDDKwyGHuKWKNYY1RFCooCqqjAAHYUAfG3/BOf8A4Im/DD/gn9Dp+pm5vvH3jLTZ7u6sdU1YMLTQpLqRnuDp1ozyC2aTO1pWeW4ZQqNMUVVH2XRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB8n/wDBQL4X+LbT4yeB/i94egMtl8JdJ1LVrva6Zk2vbmS3KE72Etr9rAKD5SgyRwG+qdL1O31rTLe8tJUuLW7iWaGVDlZEYAqwPoQQade2UWpWctvcRJNBOhjljddyyKRgqR3BBrxb9lXxFJ8KbiT4N6+0sWr+FYpG8P3EpJTXNFV8QSRMerwKyQypnKlFb7rg19VWxVTMspp0Wlz4VNK27pybk2+/JN9Ok72smzzY044fFSn0q/cpJJfivy8zzX/gpzq2j6pd6VoHiOSFNHi8JeJNZtrec8alqYt4bGzhhX/lpODfyMijkNtI5GR9Q+ALe+s/Amixank6lFYQJdknJ84RqH5/3s1Nrng/SfE95p9xqWl6dqE+kz/arGW5tklezmxjzIiwJR8EjcuDzWjXJj85hXyzDZfGLXsua7vo+aTei6ee99OxpQwjhiKldv4rfggooorwDuCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKxPiRceIrXwBrMnhG00e+8UJZynSbfVruS0sZrnafLWeWOOV0j3Y3FY3OM4BrbooA5T4F6T4u0D4LeE7Lx/qum6745tNItYfEGo6dB5FpfX6xKLiWKPA2xtJuKjA4I4HQee/tyftk2X7IvwwQ6dYr4r+Jnip20vwL4Nt5lW98U6owxFEozlIEJDzzn5IYld2PAB9S+JHxK8P/B3wJqnifxXrWl+HPDuiQNdX+pajcpbWtnEOrvIxCqOg5PUgd68FHwK/Zo/4Ja+EfE/xjuNE8N+ArOJIo9Y8XX5uNQvIYri5SNIvtMplnWFp5ox5aERgsDgAZAB8AaX+21+2L8SPC/w3Wx8C/HbU9btPhxrXgjX9Xi8NJpMF18Qb9LcRTT25iWKKy014z/p5iEG7zlQtkh/1K+KnwS1f4x/sf8AiP4cav4jKa94q8HXPhu91+K2XK3NxZNbyXixDav33MgTgduK7vxNon/CU+GNQ04Xl9YDUbWS2+12M3lXNtvQr5kT4O11zlWwcEA18xWX/BM/xF4rghj+IX7TX7RPjKGzjEFrBpuvW/hKNEGBmV9Igtp55CB8zyStk5IAzQB5XYf8EHtF+OU/gjX/ANoH4geIPH3irwMlrYaZY+Hy2ieGbLSIY0RtIWxd52kt7jy0NzI8nnTbFXekY8s+y/tH+EdA+CHx1uv2kPi941t4/A/wp0SS08HaFBYMg0i6u0WG7umw7PeX9x8trBGiLtSRkVWeVmr1PwZ4l1H4f/FnSfhfa+DfGFx4S0vwhFe2fjW91NdQtZZ4Zltjp9xLNM14955Zjm82UMJQZCZC6NnmL3/gnr8Ntd/aTX4pa1b+JfEmv2l8NV0zT9a8RX2oaHod+IliN5Z6dLK1tBcbFGJEjBU5KbSxJAOe/wCCeXwo8XQx+Pfi/wDEXS38O+Ovjdqdvq8vh5yC/hbSra3W303TpSOGuEhDSzkcCa4lUcKCfF/iJ+xdoX7Kv7VPxA/af+MnxLs7rwBpPiNfGmkaRFozJfDUzpkekWkc83mO939nieeKztYY0/e3zsQ8jDH3xXzyP2GdT+Iv7TNp8Qfip8Qbv4g6Z4Q1ObU/A3hNdIi03R/DU7lhHdTIru19ewxnZFPKQseXZI1dtwANT9hH9tu0/bV+Eeq65deGNV+Hnifwxq9zoviTwprU8bal4eniO+MXAXhfMt2hmHbEuATjJ+XP+CjPjTRv+CnPizwR8L/ghqF58R9f+HvjGz8S61c6fdA+ANKmtcvCmu3aIy3fly7JBp1u5lkaPD+SoEi/VHx7/wCCbvwH/ai8fDxT8QPhT4M8VeIfJS2lv72wUzXcSfcjnIx56L0VZdwAJAABNer+B/AWh/DHwrZ6F4a0XSfD2iadH5Vpp+mWkdpa2qf3Y4owEUewAoA+Ivil+zgf+CWP7EvjvXvh/rhvfjX8X/E/h7Sdf8d32nw/atR1HU9WtNLW6jtEAgjS1ivZXt7ZF8tNgDb8uze3H4E+BP8Agn/+xb8R3sfEfifQrKHRtQ1vxB4w1LWXv9bnuhaESalJc3W9Tc/IGUbfLDKoEYX5a5jUvgB8Z/2tPjj4P1P4uWvgDwV8M/hz4iTxPpnhrw9q11rWo+ItRtt4sJr66kt7aOGGF2FwIYkkJlSLdJhMNvftZf8ABMvwl+2x4ku5fH/jT4q3vhq5SJk8J2PiQ6fodvcRL+6uljgRZWlRwJV8yV0Eiq2z5RgA8I1f9q74kfHn9j/4W/A3R9RuX/aK+Ivw90u9+Ius2MHz/DixubGM32pTpFjy7+TdIlpbrtZ523gCOJjXY/seeCf+FAf8E/vi348+Kuo6x8Kx8S9R1rxlq1zq9yV1Xwpp0ltHY2H2iQkt9sj0+0s2cfeExZcbhz9BfAf9kLwh+zB8KdX8MeAk1DQrjXZJ7zUNemujqWtajfzKQ1/c3V15rXNxnBDTb1G1V27AFry7w/8A8E2L3xz410TWfjh8XvGnx0h8LXaX+jaDq2nabpWgW91HzFdz2dlBGt1cRtlkadmRDhljVgGAB8sf8E4v2Qf2i9T/AODffx18J/iTJo8ureLvh5rOneCLI/av7bRdRgvpYxqclwwCuWuoY0hVR5KRYdiW2x+l/ED/AIKNfsl/tT/sQzfDT4l/EKDSJvFGgw6J4h8DwS3dv4vsLgRoJrL+z7dTe+akiFCqxsrgEfOjc/f9RCyhF35/lR+eV2GTaN5HpnrigD8x/hZ+1h8UPh1+zN4j8B+HvE3im7+KHxe8TSaP8EtF8Z3FrqPjHwxpTW0EU+razGiER29pIl5d+XcRs6KIYJSZHCL6h/wUi8B/FTR/2kLDxh4P8M/EHxKL/wCE+veA9E1vwbaWF7qPg7XL+6s5BqBtbu7tY9rR2yYkEoCmAKxUMDX1p8MP2Yvht8EvFeua94M+H3gjwlrnieVp9Y1HRtCtbC71WRmLlriWJFeUliWJcnkk9TV/wRYeMrbx34ym8Q6hoV14cub63bwvbWVtIl1ZWotIVnW6djtkdrkTuuwAKjIDkg0AfH3/AARl/Y5+PH7PPwH1rwt8b9Z0M+BZNPg0nwt4GttM09JtGtgri6mvbi0UiWe5Z9zr59zglmM8jOSOk+Hn7H/7S37OPw4sPhp8PPi98JtR+G2h2o0rQpvGfgW+1HXdH01RshtZJINShgvPJi2xq7xxlgi79xyT9j0UAfPP7Nf/AATi8GfBT4QeOvDXilofifefFi+bVPHN5rel2sdp4gnaGODYLGJBbw26RRRokSqcBcszuS57jSv2XPDHwf8Ahm2k/CTwx8P/AId6xpmlTad4evIvDMUlrpBfcwzBC8DvH5jF2RZU3kklskmvTqKAPzJ1749+EvA/7Ss8vxo+K/iX4+/Hj4W6sbbwX8JtA8Inw9C2py26+VqNrpvmTPcAx3DKuoXVw1vArTMvlsC1fV37Fn7KGteC7Xxl4/8Ai0NI1r4ufF1kk8TJABcafo1hGjJaaFallG+1t43cMxH76aWeVh84A6b9p/8AaZ174Bahp1r4d+DPxK+Keq6zA62knhuKwWygmDAJDd3FzcxfZ1Ynd5hRkCqxznCmT9k/w38YoLLXPEHxk8Q+HZdX8RyQyWPhXw9aj+yvCECKw8hLt1FxezuWBlmk2ISiiOKMAlwD0nwT4F0T4aeGLXRPDmjaVoGjWIK21hptpHa2tuCSxCRxgKuSSeB1Jr5w/wCCV3/E18K/HLXBymv/ABr8XujdnW1v/wCzgR7f6FX1ITgV89f8EtfhN4r+DP7GGjaZ450KXwz4t1LXvEXiDUtMluobmSyfUddv79EeSF3iZhHcoCUYjtnigD6FooooAg1TTLfW9NuLO8giurS7iaGeGVA8cyMCGVlPBBBIIPrXiP7O/wDwTP8Agb+yp41i8SeBvh9p2ma/aWxsrLULu7utTudKtiNpt7R7qWU2sO3jyoNiY424r3WigDwf9oD/AIJ/eHvj98Tn8V/8Jx8XPA+oX9lFp2rxeD/GF1o1vrlvEzGJZ0jPyum9wJYDFLhypcjAHlf7LGqyfs3f8FB9d/Z1+GfwDTwl8G9A8Ix+KNX8dfvQ2razczBY0aeQM15I0aSh5JJHlLRtkgIA32ZRQAVleMPAuifELShY6/o2la5ZLIsy2+oWkdzEHX7rbXBG4djjIrVooAZb28dpbpFEiRRRqEREXCoBwAB2FeUfs1/svSfs5/EH4uarF4ludX0v4oeLT4tg0yWzjiGhzSWdtbzosoJaYSPb+ZlsbQwUDgs3rVFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFec/tKfB+7+KXg23vNBmisPG3hW4/tXw3fP0hukBBhkPUwzIWikXoVcnGVGPRqK6sFjKuFrxxFH4o/c+6a6prRrZptMzq0o1IOEtmcp8Dvita/G/4S6F4qtIZLVNXthJLayH95ZTqSk0D/wC1HKrofdDXV14t8GD/AMKk/aW8d+BX/d6b4m/4rbQh2/esItRhX/duAk2P+nyvaa685wtOhin7D+HJKUP8MldK/Vx+F/3kzLCVJTp+/wDEtH6r/PdeTCiiivKOkKKjubqOyt3mmkSKKJS7u7BVRRySSeAK858UftnfB7wRf/Zda+K/w10i6xnyb3xPZW8mP915QaAPSqK8z8P/ALanwc8W3Pk6V8WfhnqcxOBHaeKLGZs/RZSa9KhmW4iV0ZXRwGVlOQwPQg0AOooooAKKKKACiuI+A3xutfjx4X1XUbbTr/SZNG13UdAurW82+ZHNZ3MluxypKkNsDDBPDDmu3qKdSNSKnDVM6cbg62Erzw2Ijyzg7NdmvTT7jmPjJ8YNA+AXwy1fxh4puprHw/oUQnvriK1luWgjLKu7y4lZyAWGcKcDJPAJrp68Z/bTS4+LP7PXxD+HXhO30XxP4z1zQZNPbRZNZisp7WG7VoBdvkMyom5pBlfn8vaDk1yX7Mn7U9r4N/ZM+FXij4n+NZNR1b4p6lZaVYyHSPIS31K8VvL01UhViqxPFKnmynkoSzjIA4ZY9QxLpT0jy3v0unZpu/nHRbdd0fVUOE6mJySGYYZOVb2rg6au5OMqanTcYRi2l7tVuUmlJJcifLM+k6KKq3Gt2drq1tYS3drHfXkcktvbPKolnSPaJGRM5YLvTJA43rnqK9JRb0R8Ze25aooopAFFFFABRRRQAUUUUAFFFFAHz58Rv2F7r4+ftBWHif4k+P8AVvFvgTw1qcWs+Hfh+umW1no1pexKBFcXjqGmvnifMkayOI0cq3llkUj3rWNHtPEOk3Nhf2tvfWN7E0FxbXEQlinjYFWR1YEMpBIIIwQas0UAR2trHZW0cMMaRQxKEjjRdqooGAABwABUlFFABRRRQAUUUUAFFFFAHnv7LHw68ZfCf4EaJoHj/wAaXfxD8W2LXJvvEF1bwW8t/wCZcyyRbkhjjjGyJ44/lReIwepJPoVFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHjH7YIbwFH4O+J0S5X4dat52qYGSdJukNteH6Rh45z/wBe1eyxyCVAykMrDIIOQRWN8SdQ0DSfh5rtz4ruNMtPC8Onzvq8+oyrFZxWgjbzmmZiFWMJu3EnAGc18C/sz638Q/8Agod4WfwD4f8AG+s+BPgN4V+U65bpc2HjfxxpMss39nxxPKitYWT20a/6WmbidANnk5Zz7zti8sTXx4f/ANNylp/4DUbv39ouxxfwsR5T/wDSkv1iv/JfM+kPj5/wUa8J/DL4hS/D3wRperfGH4ugDPg7wmY5p9MB4EupXTMLfTYc4y1y6sQfkSQ8Vy4+D/7U37SbBvG3xI8LfAfw5Mctonw5tRrWvMh/gk1jUIhDGwHB8ixByTiToa94+Af7OXgT9lv4e2/hX4eeFNF8I6Dbkv8AZdOtxH50h+9LK/35ZW6tJIWdjyWJrta8E7T5bsv+CN3wF1adbvxx4c1v4u6uXEk+o/ELxDfeJJLkg5G6G5la3VRx8iRKnA+XivSvC/7AvwK8EWJtdF+Cvwl0i2JyYbLwhp9uhP8AupCBXrVZfjXxjp3w88I6lrurztbaXpFtJeXcywvMYYkUs7bEDMcAE8AnilKSiuaWiQHnfiH9gz4G+LbUwar8GPhRqcJG0x3fhHT5lI9MNERXmF1/wR8+EXhZ3ufhlP49+Bup7t8c/wAPfFV5pNpGevOnF5NOkGf4ZLZh7V9L+FfFul+OvD1pq+i6jZatpd/GJba7s51mgnQ9CrqSCPoa4n4B/tQ+Gv2itX8cadon2qDUfh94iuvDeq2t2EWUSwOV85VVmPkyYbYxwTsYYBU1k8RSUowcleW3nbXT5DszxW60b9rD9l0m6sdZ8K/tOeGIvmm0/UbW38JeL416HyLiEf2bdN32SQ2menmV6T+zF+3l8Pv2p9Y1DQNKuNV8N+PdDjEms+CvE9i2leItIU8B5LWTl4iek8JkhbPyyGvZ68q/ae/Yt+HX7Xul6enjTQzLq+huZ9E8Qadcyadrnh+Y/wDLWzvoGWeBs4JCvtbADKw4r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برای دانلود جزوه بسیار عالی و مفید مکانیک تحلیلی 2 بر روی لینک زیر کلیک کنید.
آمار بازدید: 535 بار
ارسال شده توسط دکتر محمد رضا سید حبشی دکتری فیزیک هسته ای دانشگاه امیرکبیر (تدریس آنلاین-حضوری)(مشاهده پروفایل مدرس)
تدریس دروس ریاضی و فیزیک دبیرستان و دانشگاه، فیزیک هسته ای، انجام پروژه های دانشجویی توسط فارغ التحصیل دکتری صنعتی امیرکبیر رتبه 7 کنکور تدریس کرج و تهران حضوری، آنلاین سراسر دنیا