تمامی فایل های موجود توسط کاربران آپلود میشوند لطفا اگر تخلفی مشاهده کردید یا مالک فایلی هستید که بدون اجازه شما در سایت قرار گرفته به شماره 09366785413 اطلاع بدید

سوالات تحلیل سازه ها آزمون نظارت نظام مهندسی به همراه پاسخ تشریحی

سوال و پاسخ تشریحی تحلیل سازه ها آزمون های ادوار گذشته نظارت نظام مهندسی همراه پاسخ تشریحی از سال 92 تا 98 با فرمت پی دی اف و قابل اجرا در موبایل و کامپیوتر
فایل دانلودی حاوی 1 pdf می باشد که سوال و پاسخ تشریحی تحلیل سازه های آزمون های ادوار گذشته آزمون نظام مهندسی نظارت عمران می باشد.
آزمون ها از سال 92 تا 98 می باشد.

بخشی از متن :
لنگر خمشی در وسط تیر ساده بر حسب چقدر می باشد؟ (خرداد 93)
1) 240
2)320
3)160
4) 480

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g9O40agSxWFp00yT2SLomPdEHKInXRtSPpat8eJD6yrk507Uj3Wrt2ZlddTO1IvkvrWB409ONQAio6DsWtgcUqAXlqPXgQZM0X3ZSBPWVgxQqQJav143ACKjoOR64BKgEloAQSLwEVncSb95pyJaAElIDDCajoOBy5BqgElIASSLwEVHQSb95rypWAElACDiegouNw5BqgElACSiDxElDRSbx5rylXAkpACTicgIqOw5FrgEpACSiBxEtARSfx5r2mXAkoASXgcAIqOg5HrgEqASWgBBIvgbghOjKt/P79uikDLQNaBhxTBg4dsm9W8sSrEbGe8rghOs7OIFOeR2dOpgkTzHtlgsTo3G+5Z9iw6MfBYkO+hw837cg09dbH7d2XKdeFicw3Ze+91tfL3FtiZ/r0mNkZP960IxNaWtu3d1/iEt28tg7rjz9MO7KsgPVxe/dl0lCJj8wPZu+91tfLPF5iZ8aMmNmJLT6xZef33810RWduO2s+slSDxEnmc7M+bu9+bKVL4rNuXaxXqGrw+QTihujIH14mXDx/3v5NFoeSe2URrejcb7lHKmexI/MxWY5F51tmKxY7x47FzM7MmaadfftiZkf+1BIfmek3Oumx3LN0qWlHptu3HIvOt8RFtujca33PxImmnRMnYmZLxFjic+BAzOxIpSx2du6MmR2xIQ8c1mmNzn5s2ZGHDYnPqVMxi9PUqaadw4djZie20iX/dxFA/TicQNwQHcvTTnSSLxM+yv1nz0bn7if3/POPacfeFQ2fWDD3ZCVKiU9Mp0vfsMFcZMyeNWLCx0V+y0Jg8+aBrB8Tk4+In9iRCjAmH2EjdmL6WbbMtCOTfsbkI0+7Eh+ZJj8mH1mzRuxIV3FMPrHFR5erfnYuxBbnZ4eiZ20QUNGxQFHRsZCw/a2iY5uL5aiKjoWE7e81a0xRvnvX9vmoHo0tsYgtO1GNt173mICKjgWFio6FhO1vFR3bXCxHVXQsJGx/q+jY5pIIj6roWDJdRcdCwva3io5tLpajKjoWEra/E7DoBD24j9vVKxw5dIiTp87i6eNLSKi5TLU1jAC/u1w4e5rDR4/h5n6Hh8HWi0tbXwlhYSHcunmdwwf3c/biFfwDbS+j/vBBAFcunWffvv1cvHKNwIdWNsNCuXPLjSOHDkSw4evlwenjx7jk6kZQcOjTgb/gXyo6FsAqOhYStr9VdGxzsRxV0bGQsP2dEEUnLJRbrudZMHMSP7VsRrUqVahVpz49+g7FZefBJ0IRFsLlM0eZPHoojevXoWq1GrTv0oOVG7fjc++BTV6hwfdZs3g2jWr/QO8REznlZnvM0dv9Mn+NHkrFipXo0nsY+05cJizMFLywkCA2rPyHpvVrGDZOXvfGOBUWym6XVXRs24Ypc1dw936wzTi8qIMqOhayKjoWEra/VXRsc7EcVdGxkLD9nQBFx9/zBk5jBvPFx1lJ9W5qsmbLRvq0aUj5bloq1vsJlz3HDRaebhcZM7AbH2XNwHtp3ydL5oykfi8NJSs3YNWW/QTbaBWFBPkxZcRvZEyZlPIN27Dz/C2bXN0vHaVd05q88koS0mT5mL5/zuT23QBEdkS4Zo0fTNZ0b1NObJxzNwQpNMiP6aP6k+fTLxk0fg4BQSo6NuFGelC91yJFY5xQ77Vn81HvtWfzkSWgxSsvKOjZ1z3vbAIUnRO7N1CvYjFSvJeR2j+2ZYbT3/zetxsF8uTg7TQ56D/6b+49DGHHmoWUL5SXTDnz0v7X/kyZOJqq5YqTKnUmOvQZhZvXvQj0bIlOWFgovj5eXHW9wrXrN/D1v89NK9FJ8sprfF2mBiu2HDCELDLR8bt9ib4dmpKvYBlmr9yKr+9d3K5d5baHl7F/5sQRXDa5sP/wSbz9AggKDODyuVNsdnFh++79uN/xJvRRaypCxKNwQFs6Fkja0rGQsP2tLR3bXCxHtaVjIWH7OwGKzunDuxj6WxfadO7F2u2HjHEct7MHaNuwCq+/loZOvcfg5e/LrHFDyPb+e5Sp2ZJtRy4T/MCXGaMHkDVdairU+4ndp65FYBZBdM65c/PKWaaNH0Grlm0YPWkOF697PBGdV1/hlVdeJXnq9DT/ZRBnr92JtKVz8fBWmlT9jtLVm7H1yAX2b1lLn87tGTpiDBMnjKdJ3eoUK1qUH2rUZ+zkGcz9eyZtmjagWLGifFf+BwaNmszpSzeM1lSEiEfhgIqOBZKKjoWE7W8VHdtcLEdVdCwkbH8nQNG5H+DPjatXuHDpMp6+Zmvl3KGtNK5WhhTpcjFo7Bzuerszom8nUqVIScN2vTh709fgs2reFPLnykT+0jVZufVYBGbhRWf1jv1MG9WPLz7JSe4vijFm+mJu+QRg6V57LWlKsmf/iGwfpCdHvqJMnLcaH3+/CN1rhIXw78q5fJv/C5p26sdlDx+WTBtJ3kzvkTXHp1SuXo/mzZtTpsQ3vJsiOdk+yk2pspWoXa8RNatU4IMMafnwk2/4a44z962dFiKkIPIDKjoWNio6FhK2v1V0bHOxHFXRsZCw/Z0ARSd8Qr3cXZk0vDef5cxK0e8bsm7nMQI8XRncvTXvpExBi+4DcfU2X2beuGQ2RfNm57OvK7Fozb7wprAWnaKVa9Gld28Kf5mbnHkKMGisE1dvme87WUTn9WSZqP9jG1r/WIP33n2X7+u3ZtuBY0wb+/SYTkiQP7PHDyFv7i/oO3ImAUGBpuhkTEXaDz6l1++TOXfRlX+mjKFAriy8mjQl1Zt0ZMehk+xxWUndCiVI9nZaOvcbzZ170etyVdGxZLeKjoWE7W8VHdtcLEdVdCwkbH8ncNHxvOGK09ghFP0yD3m/KsF4p2V4+QcS4HGFQd1akSJlClr3GMw1n0CDj8uyORT/PAd5CnzPQue9EZhZi076D7KSNUcO3nwrOdWadODA2SezizwRncx0HzgW5yVOfFvgU9JlzkXPoWMZOrDHU44E/p5XGdytNfnyf8uMJS6EhDxkmbR0Mqbis+KVWOSyz3A22Ld+GZUK5eWtdDnoN3aW0arxuHicrk1rkyzZO7SySkuEyD/ngIqOBZCKjoWE7W8VHdtcLEdVdCwkbH8nYNHxcLvMjJED+ebLvBQsWpZx0xbidsfH4BDofZ2hPdsaLZ2mXfpzycPshlu7aCbf5MlKvqJVWLLhYARm1qKTJEkS3njjDUN0SlX9kc37Tj++3lp0egybituNK4zq05Es6dLwZdGyVKxUkfSp3nzsveZ6fDet6nxPycqN2LT/HPBEdApWqInzrmOG6Bxcv5wq3+TjnQ/z8MeMhYSEhuJ56STdm9Ul2Vvv0Lz7AK4+arU9jkwUd16e6MgcZydPwrRpULcu1K4NMoOxTCwYlc+dO7B6NXTubN7brRvIZJT2znl2+zasWgWNGpl2ZPbif/+FgICoxOLJNWJH5l1r2tS0M2RI9OzcugUrVkCrVqad/v1BKjR75xhzdzfttG1r2vntN/jvPwg0n7SeRPw5ezdvgkyq2qGDaadnT9i61X47MieZTBpav75pR2Z3Fs86e+Pj5mba+fFH047MDh6d+FjstGhh2hk0yJwU9YHt9yYipSRz2omH108/mXYkv2TST3u9vcTO4sXQoIFpRybZ3LHDfjtXr8LChU/biU58XF1NO40bm/GRWZl37Yp+fJo1M+1Ifu3ZAw9tv+wYKWdJlzwYSvmpVQtkws69eyHYTndfSZdMgWOxIxOISnzstfMoot7ursz8cyCFPs9HifLVmbl4LXe8/R8nI+S+FxOG9iRdqlTUaN6Fo5fvQNhD/pkxmtxZ0lDsceX/+BZjx1p0UqXLwvdVq/Nd8UKkz/wRPX+fjLuPKV7hRScg5CFHd26gQaWSpEjxLqlSp+atpK9Srr64TN9k55p/qFCkII3b9+G8Mb4UTnR2Py06KbJ9xoiZixKQ6MjaIfXqQfLkkDKlWWEfOfI0/ch+SeUsf4QcOeC11yB//uhNtCmVs0zf/uGHpp2vvzYLt72iE95OoUKwaJH94iV25I8p8XnjDShc2KzU7BUdqeRF+LJmhddfh2++MSvr6FTyAwZAliwmnyJFTBGy145Uqv36QaZMpp1ixUxRtNfOtWumncyZTT7Fi0ffTt++ZnyEc4kS5sOHvaIjlWHv3k/slCoFa9faXzlfuQIi6BkymPlVsiRI68Be8bp0CX791bQj6Spd2pzCP7p20qeHN9+EMmVg/Xr743P5MsgDYbp0pp2yZc0Z4e0VHUlXly6QJg0kTQrly5sPmfaKxYUL5oNq2rRm+ZH4yOS69toBHvh7s/zvCRT5/GPSZc5Bsw49WbR8FRs2bGDDhs2cPneZoOAHLJs1ni+yZSRf0YrMWLSO08f20+vnpqRN+S4N2vXk9DXPCLWctejk/646C9b8y9/jh5E3exa+LlOLVVsPIa/3RBSdUB74e/HPlBF8njMz0kqSTURn+6nLzJ88ki/zfknvP6bi+0AEOzGJjmCWil2efqVilU2e0KTS9fR8/iYtHXlyr1MHsmeHHj3g9Onn3xfettiRloQ8PYmA9eoVPTsyG7TEp0YNMz5SEZ05Y398xI7Ep3p1yJnTrGBlBu3w8X7eb7GzeTNUq2amSyrY6NgRPps2QdWq8NFHIAIkM00/L/zw58WOLD9RpQrkygUDB0bfjsSnUiUzXYMHg1Qk4cN73m+Jj1SiFSqY8ZF1WqJjR1q4IjJi5+OPzQeYixftj4/YkZa7xY48eMTETrlyZnzkwUwq/ufxCH/eEh8Rm08+MZcliK4d6QEQ8fv0U5B1h6JjRx4ypcUtom6xI0IdPt7P+22xI/GRB1VZ3sD/ScskQu3/jANnD26lWY1yJH3tFVKkTsun+b7km8KFKWxs3zHqrzl43w9FrmtVqwJp0mag8LflqFuzKrlzZiVr7oKMnrUM3wdWU9c8Cs9adCwvdl46voe29X/gvfc/4Ofeo7h629em6IgJt/NH6d66Pu8mf+ux6Gzae5Bhv/1sjDlNXrAec/abxCY6QsfHxyyI0p0ka25I0zeqmyyUJk910lSWSiOq94W/Tux07252ScifPfz5qP6WBcW6djVbb2JHXqqL6r3W10l8fvnFTJe0wqJrR/5QFjsxSZfYkXQ1bGguUmcdV3v2LfGRrkypDO251/pasdOpk8knJnZkHaeOHc18l+4+6zDs2ZeF9iQ+ki7pFrPnXutrLXakSyumdqQ7VOIj3UfWYdizL/H5+Wcz32NiR9aGat8eJF3SLWZPHKyvFTsSnyZNYmZHFtqT/JI0iQhF4xMW8oCVc/6icN6cJE+ePOL2Tnq69PmTOwHBPLjnw6YV82lc43uyZzFnI8ibvwi/DZvAmSvuNkMX0Zk5ZgAfZUxN1RYd2XPhNg/v+7J41jgKfZaLwmVrsdxlPzcuHadLm4akSpvL9EYLMedRC30YyJaV86lYPL8RtypNO7B83Ua6tKrHd1WasH7XyUfT5TxkldM4CuXMRIlqDVm394Rx/PAmZ+qU+oYMeQoyZs4yo3vN68pp+vzUhLRp09G297DHThE2E/CMgy9vTMc6UvJEJ01c3ZSBlgEtA44oAzL+Ky2uaH5kXrOj+3cyecJYRo4cGXEbNY7N2/ZzP9icBy3w3l2OHdjF7JnTGD9+IkudN3D5+i1CInmzX+wf2bedSeP+ZMlaF274mGPMN6+cY+l8JyZMcWLf0bP4et9m07qVjBo7he37jmE9wnXX4wYbVi5m1MiRLFnjwqmzZ1m7fBFLVm3khqefOQ8boZw7uh+nSeOZu3QVl256GETcL59n2Twnxk9z4sCJc4YQ3b/rwX/rnBkzeiwbt+3Gz0YLLSo444boRCWmeo0SUAJKQAnEewIqOvE+CzUBSkAJKIH4Q0BFJ/7klcZUCSgBJRDvCajoxPss1AQoASWgBOIPARWd+JNXGlMloASUQLwnoKIT77NQE6AElIASiD8EVHTiT15pTJWAElAC8Z6Aik68z0JNgBJQAkog/hBQ0Yk/eaUxVQJKQAnEey+sn4gAABN/SURBVAIqOvE+CzUBSkAJKIH4Q0BFJ/7klcZUCSgBJRDvCajoxPss1AQoASWgBOIPARWd+JNXGlMloASUQLwnECdE5/Tp0yxbtkw3ZaBlQMuAw8rAjh078JT1d/TjUAIvXXRu3LjB8OHDKVeuHD/++CM9e/bUTRloGdAy8MLKQLdu3ahTpw716tVj1apVBNq7eq1Dq+iEF9hLFZ2AgACWLl1K3759+emnn/j111/ZtGkT+/fv100ZaBnQMvBCysCcOXNo166dUef88ccfRhgJr2qPuyl6aaITEhLC7t27jVaOi4sLu3btMhZCkv2H9q6fHnf5asyUgBKIQwSkO+3vv/9m0qRJHDt2zNj/66+/uHbtWhyKZcKOyksTnStXrjBhwgTmzZvH3bt3uX//PitXruTPP//kxIkTCZu6pk4JKAGHEwgKCmLdunXGw+2hQ4cIDQ3l/PnzjB07loULF+Lv7+/wOCXGAF+K6Pj5+bFgwQLGjx/PpUuXHnN3d3dn6tSpzJgxgzt37jw+rjtKQAkogZgSOHLkiCE4q1ev5sGDB4Y56XHZtm2b0eOyfft25Ld+XiwBh4uOZOqWLVuMTJYuNXnasP5Ik3fUqFE4Ozs/LhjW53VfCSgBJWAvAXmgnTJlCtOnT8fDw+Op26WFIy0dafFcuHDhqXP6I/YJOFx0zpw5Y3ShLVmyBHEkCP+R8Zz169c/bgKHP6+/lYASUAL2EJCu++XLlzN69Gjk9Qxbn6tXryJjO+Jk4O3tbesSPRZLBBwqOjKI5+TkZAziubm5RZoELy8vY4Bv8uTJPOu6SA3oCSWgBJQAGD0pe/fuZcSIEYiTUmTdZ9Ljsm/fPuNhVzxo1ZnpxRUfh4mOpQUjXWeWQbxnJevcuXOMGTOGxYsXc+/evWddqueUgBJQAjYJiMPSxIkTDYclHx8fm9dYDlqcmaRFdPLkScth/Y5lAg4THRmrEc8060G8Z6VFnkj+++8/Y+xn586dkT6hPMuGnlMCSiDxEvD19eWff/5h3LhxXLx4MUogrMd+1JkpSsjsvsghonPr1q3Hg3j2ZKR4uUmhCe/lZncq9QYloAQSFQF5aN26davx0CrT3UTWrWYLytGjR41uNnVmskUn5sdeuOhYmqzRff/G8j7P3LlzeV7zOOY41IISUAIJgcDZs2cNbzRxWLK3e94yFCDjQAcPHkwIOOJUGl6o6FgPzskgXnBwsN2JFxt79uwxnlhkgC86NuwOVG9QAkog3hIQR6SoOCw9K4EWZyadreBZlKJ37oWKjrghynQTMutATFop0lqSWailtXTq1KnopVTvUgJKIMETkFaKzDpgaaWEfw/QHgCW1pI4M+lsBfaQe/a1L0x0ZDxm0aJFxnhMVAfxnhXVmzdvGuNCM2fOjPBy17Pu03NKQAkkHgLisDRy5Ehj9mjLrAPRTb30qsi4kNizd1woumEmhvteiOjI04VMLSFPG7E5tYQM8InL9Zo1a3S2gsRQOjWNSsAOAuJ5Nm3atFidRsviASfOTLHx8GxHchLspc8VHREQWfNG5i2K6vbvv/8aa2HIkgXyhBDV+553nby89fvvv9O5c2fD9fp511ufv379uo4HJdhirAlL7AREHMTZqGPHjsa39X8/pvsrVqww6hyZoDj8FDqJnXt00v9c0bH0kcriam3atKF58+Z07dqVLl26GPtt27alQ4cOxr58d+rUiRo1alC2bFkaNGjw+Bq5R+4VG2JL1s+R32KnVatWtGjRAllcyToMsS3X/PLLL7Rv397Yb9KkCT/88IOxtW7d2ihksvibXCvXyfViW2yJTbmme/fuRqvr8OHDEeZ6iw40vUcJKIG4RUDmTOvVqxe1atUy6iepC5o2bUrLli2NukDqmGbNmhl1hK2FIqW+kLpDNqmrpB6SekXqM1nnSxZ9kzpIBEw/MSPwXNER/3bp1pIJ8aSVIZkqTxMyRY1kqGSGtGhkFb769esbXmaS2ZZ9yby6desa94ooyf2ycJKsFlqzZk1DLCTDK1eubBSIAQMGUK1aNSOMoUOHGvZlwSW5XsKQMCVsi7hJgRBxq127ttH1JoIjoif3iqDJ/sCBA437ZYYDedM4JoOLMcOtdysBJfAiCNy+fduYSFjqKdl69Ohh1DWDBg0yHJkGDx5s/Jb6Qt79s1xn+ZbrpJ4S4ZIWk4zjWOo6mRFfrpM5IXXdnZjn3nNFxzoI8UCTNW9kXEXGbGROI6nIZeZWmSivf//+iF/85s2bjZaFeK3JvrwRPHv2bKTbTbzZZOkCETJZKlYESDJVpqoQURPXarlv2LBhxiqico0UgLVr1xpdajJOJJkvrRYRH+lrFdtiRwqTzGAtXm4SJxkEFJdHsS2zG8jiTdJEVuGxzlXdVwIJi4A8VEp9JPWOzPcoH3GBlv++uFLbeu1CvGNllmmLqIi3miyzIpu97/kkLJqxnxq7REeCF+GRN3VFXCxjPeJRJpX9hg0bjEyVmVxlVVDJsAMHDhgCI9OKy/iOuCFK5S+iJQVCpsURsRABE/EQkZE1duTJQsJwdXU1rpGnD7lXREkKlDSnZQEmGTgUQZKpckTMJDxpAkvYckxmtbbET140lXvlenHD1o8SUAIJj4CIitQFUgfI8IDlI4IT/pjlnNQv8hBrLTDyMCwPrTF53cNiX7+fELBbdORWWelTKnDJDOl+E2GQJwTJsMuXLyNeJLJKn4iHZQBfRELukacQOSbv8Mi9MgAox0WA5D65XwRBBuxkX85LOHK/TKFjCUOa02JL7pVwAgMDjeslHlLo5JiEYQnPclyEUuzG1J3yCULdUwJKILYJSN0g9YD83+3d5HUNERHpUhMXaqlDZDVi6UmR4/I7vE3pwRkyZIjxsCz1m3iqSa+KiJTUTeGvj8pvWbrFVqsqtlnFN3vREp34lkiNrxJQAvGLwPHjx42uexn0l3EY2Sz74hgkYzbhj1uukXMyPlOkSBFjHFgcA+R30aJFjd9yneV++ZZNnAbkvIwny/Xyu1ixYsZvCU/CDn+PxU5kx/v162cMEegD7tNlT0XnaR76SwkogThAQGYeke6uPn36UKFCBUqWLPnYO7Vw4cKGiIiQFC9e3PB+bdy4sSES4qEmzkYlSpSgYcOGhierRUzESaBSpUrGOblGPGzLly9vuENLGN99952xL96xpUuXNpyVxNlJ7hcHJXGEEiGqUqWKIUoStoQhzlKyb/Fw+/bbbw0HJnGQEscoeVdRhedJoVLRecJC95SAEohjBKSyFocgcSyS1T/FAUnGh8WBScZ85VvGdWWsV5yURKjEYWnWrFnGeIzsyxiyOCPJHI7iUCTdbHJs/vz5hl15D0fGlsUZSRwKZGxanKVk+huxK/fKWLC0vsTJSa6TcxKWOCvInJBiT+Ii18sYtTgzyXGxJ/fLeLYKj1m4VHTi2J9Mo6MElMDTBGR8WByPxAtVXhCX8VpxFJDKXUREBEIqd4sgLV261BjDESEQcZBWkwiMjOfI+LMIgIjFxo0bDW9cEQhxfBKBEg82OS+/xdtNwhXnJAlbzsuYsIQroibnxNFAHKBEkMRRQTaJh4Qr4ctxcY4Sb1pxfNIPqOhoKVACSiDOE5BWglTg4o1qcV6Syl2ci+S4LEEgg/viACCvU4gzgDgPiSOBuEvLml6yL99iS/ZFjMRJSYRM7Irjgtwr3rfi9SbOB7IvoifXyqsWclycmMRDVhyixMFp//79RhjyWwRKHKLEEUrCcHNzM8KQuIrg6UdFR8uAElACSkAJOJCAtnQcCFuDUgJKQAkkdgIqOom9BGj6lYASUAIOJKCi40DYGpQSUAJKILETUNFJ7CVA068ElIAScCABFR0HwtaglIASUAKJnYCKTmIvAZp+JaAElIADCajoOBC2BqUElIASSOwEVHQSewnQ9CsBJaAEHEhARceBsDUoJaAElEBiJ6Cik9hLgKZfCSgBJeBAAio6DoStQSkBJaAEEjsBFZ3EXgI0/UpACSgBBxJQ0XEgbA1KCSgBJZDYCajoJPYSoOlXAkpACTiQgIqOA2FrUEpACSiBxE4gTohOQADcu5fYs0LTby+BkBCz3AQG2nunXq8E4OFDCA5WEo4mECdE59Ah2LPHLASOBqDhxV8CXl5muTl3Lv6mQWP+cgjIg8qRI3DmzMsJPzGHGidEZ/ly6N0bnJxg/nzdlEHUysD48dC+PfTtG7XrlatyspSBGTOgf39YsyYxV/8vJ+0qOipy8VboVXRURCwiYu+3iE6fPrBq1cupeBNzqHFCdA4cgF27ICgoMWeFpt1eAtK9JuVGu0jsJafX379vlh3p2tePYwnECdERJwI/P8cmXEOL/wRkEFjKjVQg+lEC9hAIDTXLjjow2UMtdq6NE6ITO0lRK0pACSgBJRDXCajoxPUc0vgpASWgBBIQARWdBJSZmhQloASUQFwnoKLzEnMoJBgC78ODIAgNe4kR0aDjJQEZ05LxrKCH8TL6GulESkBF5yVlfEgQ7HCBgX1gwVLw8H1JEdFg4yWBgLuwfgX07QPOGyBA36yPl/mYGCOtovOScv3MQWhWE5K9Dg1aw/kbLykiGmy8IxAaDLs2wg/fwptJoXNv8NKpgOJdPibWCKvovIScv3MdhvWEzGkhSRL7RCcsFO56g9sN8PV/Enk/X3BzAy8fCAl9clz3Eh6BK6egS3NInRxefc0+0RHB8vIAt5tw75GrubgPG2XKDXz8tKs34ZWYuJUiFR0H50fQPVg2C4rkh+TJ4Y1Xni06Ukkc3AkTx8KadbBpHfTrBW1+gsEjYOde2LUVhg2A1m2gRx9w2Qb++uTr4Jx1THD+njD5D8ibC5K/DW+8/mzRCfKD7Ztg4iTYsBFWL4Nff4E2bWHMZNh3CDavg749zfIzYBjsPggPtLvOMRmaCENR0XFgpksr5chOaPADFCoJpYrDe8/pXgsOhAmD4IM0UOxbaNQISpeEDzNDmvRQsQo0qAelSkDuXJA6NVRrDLuPOjBhGpRDCMgDyH+roHxxKFoCShaBd57TvebrBv07QMaMULos1K8LxQpDpvchc3aoWgPq1ISSxSDHh5AmHbTqAqevOCRJGkgiJKCi48BMv30VBnWFz7+AfqNgYDfIkPTZLZ3g+zC6D7z3Bnz4CfQcCM6roFMLSJMc3k4FtX+ERctg5ADImx0y5ILJ87WbxIFZ65CgLp+EDj/CFwVh+Bjo1gZSvfnslo7vdejVGt56HT77GoaNhVVLoUkNeOs1eC8jtOwIK1dB706QJQ3kLQrLXBySJA0kERJQ0XFQpku32pKZUOxrqN8GDp+BKUPtEJ3XoWRV2HIEwkJg4V+QOwNk+BgmzIOHIXD0X6hWApJlgGGTIUTdsB2Uuy8+GL9H3WoFvoIOfeDEcRjcJeqi8+YbULsVnLwKYQ9gwgBIkxTyFIVFm8wHlE0LoegnkDkvTF8KWnxefL4mxhBUdByU68d2Qf1K8OmX8MdEOHocBnSGtG9A5drgsgd8bLhNP27pvA5Vm8ORa2aEV0yFzzPBx0VgwUbz2JltULc0vJ4OBk6EYHUocFDuvthgpFtt22ooVxgKFIepC+DALujYBFIkhSZt4Mg58A+IGI/HLZ1k0KonXL8LhMDUIZDhTShWFVzkQQbYvgxKfQbpP4VJiyFMVSciUD0SYwIqOjFGGDUD/0yCj9+HjFmh7PdQpw4UyAtvvQIfZIfG7WDLnoi2rEWneis45mZeYxGdT4vDos3mMRWdiPwSwpGH92DcAHj/HciWCypXh5rV4LNc8MarkOtT+KU/HDodMbUW0UmWDNr8BjfkwcZKdErWgP+Oq+hEJKdHXhQBFZ0XRTac3YWT4euPIFOmJ1uqFPDq/+Ctt+HLkvCPjQWlVHTCgUyEPx/4wcTBkDvrk7KTMQOkSA6v/A+SvwPla5mt5fCtExWdRFhg4niSVXQclEHnjsECJ5g+/dE2DRpXh5SvQaESMGYGnL0cMTIqOhGZJLYjMnvF0b0we8aT8jNxDFQtY75cXKYSzFsBV29GJKOiE5GJHnm5BFR0XiL/qcPscyTQ7rWXmFlxLOgAT/scCbR7LY5lYCKOjorOS8z8/1abrs9TnOCWj+2IyFPuhqXQvjmMnwXXvM3rDv0HfTtDr6Gw75R57OZZmPQHNO8AKzer95ptognjaJA/rJoPbVvC/KVwL5JJP+97wxInaNUK/l4CPjILQSj85wydWsLv4+HMdZPJ2YPwR2/o2Av+3ZcwOGkq4h4BFZ2XmCd+d+HaFbjjYbo8RxYVX2+4egVue0DQozfFA/zgxrWnpzN5GAh33OHKVduecJHZ1+Pxj4C8aOzjBa5XwMs78neyQkPA2xNcXcHT+8kUSX4+Ztm7eRsCHy0TH3gP3N3gqhv43Yt/TDTG8YOAik78yCeNpRJQAkogQRBQ0UkQ2aiJUAJKQAnEDwIqOvEjnzSWSkAJKIEEQUBFJ0FkoyZCCSgBJRA/CKjoxI980lgqASWgBBIEARWdBJGNmggloASUQPwgoKITP/JJY6kElIASSBAEVHQSRDZqIpSAElAC8YOAik78yCeNpRJQAkogQRBQ0UkQ2aiJUAJKQAnEDwIqOvEjnzSWSkAJKIEEQUBFJ0FkoyZCCSgBJRA/CKjoxI980lgqASWgBBIEARWdBJGNmggloASUQPwg8H82Gc46i6l9ZAAAAABJRU5ErkJggg==
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