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Question
একটি লিফটের মেঝেতে রাখা একটি ওজন মাপার যন্ত্রের উপর একজন 50 kg ভরবিশিষ্ট মানুষ দাঁড়িয়ে আছে। লিফটি স্থিত অবস্থা থেকে 2 m/s2 ত্বরণে 1 sec ধরে উপরের দিকে উঠে, তার পর সমদ্রুতিতে উঠতে থাকে । লিফট চলার পর থেকে ওজন মাপার যন্ত্রে কত ভর দেখাবে?
first 60 kg and then 0 kg
always 50 kg
first 60kg and then 50 kg
always 60 kg
ANSWER : 3
Descrption
<p>পৃথিবীর সর্বত্র বস্তুর ভরের কোনো পরিবর্তন হয় না। ওজন পরিবর্তীত হতে পারে।<br>W = m(g + a) = 50(10+2) = 600N</p><figure class="image"><img 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cJoiIKj0KHg7HR2PvKZ0FtOgoZGlG4ingSM1xo4lUSNE/XDqB9FfZ4TL+8xRXDO9oLAGYKhh+E4FB/wV2+odI47aqqTn5HhdMrNde77y19Ac8IJRSLO0vlfOifiXnZ6muNLS3N+/aPzYCQNTl2g0ams3eqEwgGnsWa7c9b3T3DK8/OdW6+/3qnZth3KByUNwZkEG+GgIJu6RmOkXuMNG6UPq6Gj43HNZI03iPKNNQ2GTgKPSDQC8la7vc6p3VYLoww60eao07h5m7N27pfOt8bv53TKyXFuueFGyL/GCUUbnC2N1Y4/XOfU+Tc5jauWOhOGDnT6lJU6G5cvQ3NxkBN33v/nS05pbo4zYfQoZ/vWbUrHX2652cnMSFdD3V5VCQLiTv22amf6oZOc0uxs56rf/Q4GCTlD/sEG8Ij+DsCJN8GIg3CWNGLbR6SbBspz2zdquOxeJJZtgMPaWrUVcoPCg1fm1YNPOir2mavrqsvWaL1GjDm3GmqgsQnyblbjMYaJPofh8p7qJ//jaA3WDghq2Eov9BEGxcEIyI0Ou+22B17jtX2lRuu2p+fufSZLP4E8IGxOtpMSB+waUCeZuNDR2Nio4c+ugEO9L8cnWVl8pqrBigLxZLvPWS0UIiQoLCqSfIRdGajHhRSGjSiKsNKEvcTAuSk6UvxIwaagWxvRBOjh3I5hDsszhCF+hh6cZzFxY4TuXcY9jLJ65CJOTm4OQnu0ibL6/BMhE4OY8u5d5cSTTpKcvFwNcRubmjS84d0hw4fLn265RYqKCtFOhgwcPFiyUY7hYU5eNnClAW+29OxVIYOGDJITTzlJSstKtI20dPKXhTlgHubT+R5ZmBAPPafTB10JtotbFJ4blmk47cqO5Ukspwfkh6vhOZC5yt6HKUhaQhr8DXLttdfIoiWL5YJf/VIu+PWFmOd2Qp1MCSDkj8Qp1Ux56annZOPa9TJ0yBCp6NsXISrD1HSZMGmiDEfeokWL5KXnX5Dm+kbMcz+SNEyHJkyaLEWlZRJ10oCzWM44+WTMu2PyDubSjX6/0pQJ2fvy88CnT9mIYM5ugfehqCpXytws8PGGSeSPeYWFBVLepRzyNTs9uEBYWFAoPtDAF0esKhEfZamy8OgB5aW0ZGTqUwSrGxm4ZuhKPYA1qeyZWFYTyunLJKCJuq840CbrGgINjcxvD3Su6uIzQAZbgPUpA1vG0k9IvW6xmA6CRUrg5BlDuZ53BCgcUKfnlmQS0wKYhaKzmUehUjH1yB1IEI5lNzMjCzSYMvl5mHeFo7oIYoHMx2JRI0+05/CRJKcVFgFXTTThPzobLs/Nx384FtORRkihCOaH7BDQNHnyZKnoWaHOav3atap4LMuV5n6DBst+Y8fiXkyeeOZJ2bZ9q2SCRl2xBZ7m5iZ56aWXpH///tK9Rw/O+uEcMAeNkWfOT91OR4Lua8+okpE+lINnNqKj43PlT1AZQSHUoWl98mzK8pq7z+iQqF98MeHt99+R1959QwqKO8m3Dj8cc88YcIfFByfStQhzdPpziOPp11+XcDQuQ4ePFHgzCaIMhh7JyvPJMBgvKJN333lX1q9YJYsWL5FOUOLevSvEQV9F4Axp7AdOOUy6lpfKyhUrZOH8z/X5bkZ2hs7x6cBpfOQR40pSIciPlT95UofkAuXIe7rOQRG4t1ShcU790qcPRId63rpeoFyIh45EdTIV2G+UJWAHHLjmPTpZ0mFlznweOzKQWWC/KgAH8cShs9Sf9kAdm9s+YbeN1wKREBk9UEcNWAVBXl1iCcRh65NxnvN5pFVGHaVZFnWNP0a7MSgzV1Kh5Zz8cxHM6wSIkx5RG9N6zMMpdxgoGDwEotadQlzp8AL5QwpHIxIKh9QZ9O3bT8aNGaOLHZ/O+VRqa2sVDbuAEcKBE/aTrLQM+XzBFzJz1kdEIpjLoFMiMvvDD2X9+o0yZvRIRCC5OqJHo/TspBEKDX5odKSdkYOSh1scaVTBlQFkuvxYUL7BBJ83Wx7M0ZwDhVFunPib/PLCP1+QuuZmjSSKYcAvvPyUXPTL8+XVp5+UsL9JiuEMEdLLW+AvynaJG3XrI03on7A6g4GDB+noVF1VJWuWLddRtU9hkQyoqMDIHUcCD+i30v69pH+fvhIIBmTOJ58oPUorX98ETsrdKDt4Is34r04K5+wr5UJ5xn9ea4ZJLMMFOUyFcM46dIR0RK2NZwfjA6j+USaUHZNKqTWwjGmbeuhm4px5/KcjMOopHjoMFkJx9lNbbbYF1CnT16Y86+lC7k6A8rL4WzR+N4EK4cvMlpzMHMF8Uwk3f6jKbROPGYMJv9xrnoB1RnPaCWlQfCY+PwxC6TE5R4hqPBEFxg0B0CYICp6bPHKEQXsMTQuL8rUcgaF5FmgjKRRuLIJRGaMG5ixqeIkIOh4hYiKCETockwCUWYlhJyX7EWE0nAOCWPM6Ha9z8mTaiSeJD4q7etlSWbF4kWRTgk5QwvGAzF+6UOnhY6MXEFJiPitlRZ2kvsEvjzz9tOTm5MgxRx0L1Bid4KTSEJrR8XP/dSgEI0fHp2dBIlAMOjAqsqGHMqVnpuS4Io97VknQfiZGM5UH6MQNOC5jrJg1SSAS1DeHIjCm9cu/lE8/nyudMAIed/gUmTX7Y3n43ifltRdnyJk/Plduuu46qVq9GuHyShhsQnwwkIE9eyOIRljpZCEc5vDNp7dB0Ap5hB1Z9MWXUh8MwdBBu04RuF0VUxbez8zTUbsZfrRq5SqlDRNnSQ9hqkJnAx5zET7z0RpHVS4Vq9MGfZrIOvN5gmvVVs00EOPzd0ZNfL0QMohqtGUKJNBOKBCWSCgicTpJOm6KzwKLIUELdHpkdph5kMMgdYqGQphqal+ozaCMMVae75jomNQ5tQWsj0S6I81BnS7ReRMv5u84Ai90jjK0wOhWHbqbCHbgozi+Mvh8OTry5WOu9nWA4a/2ERIft+QX5MIATWdwJKa3ofDIFJ1GOrw/bVjtGHnZDAsxv1TvDTCelTf1UkcvnjNPcaHDaRwECi4HfHhHbgKrMhzlCKMjO8M4ZE6cPEl6IOwNwzDnfvaZdq6DTlj45QJZ/OWXksu5JZRh+dKlsq26msTI9m3bMEKtlIMOPEAGjRypNMTQPp/1cgskQ0UNCXFUAFFsX708z3HPzpW0E1Gf97UTcd/KRZnxgMrBYNJdUuuWrxB/Q6MWGzNhvJww/fvy94cfkhtvvlH69u4tD97/N3nk3r9KWnNAHSrlpe/NAkifwQXHEwVNULTKzZtlzfr1Kvd8hue6My2hsqGjVojEJROi5tzYcQ0kRqcLIsgLaSTtjBaUejbhggmhyZeb4YLKD9MZRjvcl8466twt/7jW6QSND1lsx+qGF6x8dTRzDUMrWDwAyp2go7w6/x3xeCFVj9oCGjefz6sus88pA/IJsAZKoI5oGTexn72GveuWdgJskB21c3Z2DXxDJwPe0+HkFFpjvoRBQRilNQIxisvGaERM+twTZeilTUegGBMVwCYeUI6bJNi5Sivq8IybKyggKoEauwW3Lg1L51AQLh0853JduneTqUdOhQI68swzz+gzaUYe/3z6WZFQVM6YdowUwqFVb9ggX3w2V9us2VYj/u218j+/ukh8cHRUFoI1TM7ps6D8bFNHHtBCmrRDec0y6GTlEde6CKcyIQ49KPC+F9S4STvO2eWbVq5W1rJhkMMxP+/Ss4f07NldjjvxezJ92vEqozdefFE2r1zJ6kL3RkfJOr4MODCeAGKkAXij4UaJSohES3FhoRRkYzoAJ8vwNYq8BJQ0iKgmFwTk6BzRzG/1HWLXmLjbS0NPnJNcJZZJu9rwqzct4JKOnI5EDRv32De8NnriAvIpP3V0OG/Vvy6oc0Ointm6KmMlwAXWRVKHj1GQhpcqZwsGl4eGdoBltL9JPvG7eTZZUKdCetxE0D51Ydct7QSIPDc3txXCnQEJU2/LCxKDFAoh5KQDwCU7wHQqOWLo1zLi0LgZQrMps1rNf+w441XpFXGl+NWLE4/rxGi8ujgBI8nOydaRPjc/VzuJ+DkCUjhJo0I9zkHjnA6gEa4+834Y7UOccu75P8V8sUiWLFkiLz7/nH4O592Zs+T7p50gv73ySukzsK80B5tl2aLF8EWOzPlotnTr2kMOPeJI2qLiotzUi+Kaqsu5JGm2IZkeqHBkEkzrKAgnRSXi6jNp1w517/MbTTzaDuc5ZcHRBxnK1zZEANyaqN9zgkz8zY2yvbZGEuD/0ClTJB0y2lZTIzW1ddKvd4VGNVm53Djg6IIWp0mJRFTqGupgvDE55KCxMnr8MMnOzpTK7TU6vchGmQJML9ArmDbEpLKyUnIwTZh48MHiaJSRJb48swGHCqw8gj7SStqT0Qf5goemYatxUhTMg1wYDTGfjoL9RP0gh5yWaL/zQkWAqV2O+caUkcCOwHveEY249MUIV2YEi1PLgT6vvrOcLat66sHVHuiARMfCdRsC0JEOReui1r5DOZURbnjbtPC1jJdEtxL4LoDCZrhABVRKkQzzrrEgJNGthlAUzlkZzpIBWzeEuZUFen59n9QVbBqYVSbVsHcE3lMRWwEh8VEODZlAOjgK82hIM4pj76nDcPns3a+fHAxlZJk3XntVNq5ZIVu2bJOjvvd9qRg8So489lgJR2Oy8Iv5Em4MyMLP58vR3/2eKi2JIE/EqQ0R9GDkoPlgSxWGueCLL/mHMScOBkLaycl6KaAjtece6dPyaIDYSsvK9JiDyICPSTjnzMzy6fesKvr2lzj4C6G93NISmTBmrC4+NQUDWj+LSg7UpCvQ2Kwv9w8Z1F8mHzZJH9M0gsbGhgZ0B0Lo3DxMH3IkUOeXrf4GpatrRQ+zw4vzUuCjgtuQsT2gLDQp1R5AHeocHQB5pPz06AJHZio/+0zbQfuqL8DFfPYzU1ug0Rn1E0cmlmd7DM+5wsyIyALvaX+5YPVnV5Bc7LI0o4o553qGcWKpuAmp11/LeAmKrgMEE6hIXJxJruxqPQgVcRTUTBMmkGrEzNfRyMXNRQ0+FtKO4QojRsU4DCSGUIYGbN8EohCS+F3ZMM/Mq1s6WAGX+lI9T3HP0MfOMte2PPPoxUkKFbAAIeKUqVN1Lvzxhx/KG488Jv3LusnIoeMwF/TJGaecKUVQXj4i2bBwMUagCEa2w7UdOiG2Yz2qsodEl2PCN8wJMcLTWDnykxduiWO4xvm/Or5UcGXEeVnqaivbMurvyMFTj5DSkk7S0OCXJr9fCvMKQEc2ZADF5P7oHIyKxcUyfPwE+e53v6v1121Yr0fKnzSi+8SP+SvFVF5WLoOHjZSuXbrrW0hbt2zV/uKH+8jbqgVfShj09+rZSwaMGK5TjTj44Ojf3Nik4bUuIKp8aWgthkGgwdm0A7CP6FCZ2I88cjQDLiq/Oi1W81SlLO18kwtBNDaGwtQpC6YpRjDmNUn2O/cEGPyUgAHyybaIyy5Q2agn1chSgbwyelBkKEqHyDrUxSjbBV3qdMiDB1KdztczXtTOzMmUuI6kzOAforQstgYqJV/+NiMviNbi9KIY9RJhHCn8qDQ1Nur8i0ZJkwZnpi0f5q7RAEagJonGcD8D+ZwrQw6JLFOGxdMzjaBbSDGjqUrKC3SAKMPyVO76+np99MXR33pgLt1rGIR5eC4Ul44lLdMnRxxxlHTt1l22YbR58pln5bBJk6Sse1eJZMRl0KghMnb0SNmwdqM8eP3t0iUzR4YMHCiRaBjRQ7N2MjuQoTF5QJdIPB0drw+FwSfCUK46Oxje0iATWA7myj4p6lyoz0nJk9Z3E2VI+vm8maOzLqqoiOG0YBBQA5CfJoPGjpfDDp4oQcj1o49mSRZ45OCXDX6XLVkqvuaQDB4+TAYMnyDHfvd4GTVihHw26xPZsrkKhMIonLjU1W2XBStWSa9BfeWIH50jBSXlcFYnSQAj74xP50g8FMCcFrxEwvLYv16QkoIiOe/Mn0jPQYNU4BkCw0Z74QSiiRjmkE4M5cFnNmjkVzooE5vYP24fJYH96ClDmakhoa+Ii/Kh/Ey/ewDlKCo+xWgINklTqBFZqEvDMQLV5/l83ynkwMChh1EuurEe8ggoqtMBLrzB7UgCU75EOCjpwMnVc47K7Nt2gTQp/egZDiYcOICf+815JA8+TOu4CMx+TTVeXmt/u9D67m6CRbQrT2OBHoqPf2w9HlmXIRB33BAyMCKF6RUxqqYCw42cvDx0EOZeuGbZLJ/ZkcRdWO2Bt732gPf4dg6FH41iNGeXUsiookLDP3paPm5ip/cd0F/GjR8Hg4xKmi9XjjlhmgqftHNOOeXooyUIPE+/+4qMnHigFHUt15VbfeECfHhpYiJuK0dec2S23pdv+vBawzY6kjaAdUz5NIwqLXM2KievI6G4FOSXyI/OOlu6lJbKfXfdJW88/7zUrl8jNevXyvsz3sI8PE9+9OOzpXOXct0BdsEvfi5r16yW+/58h0QDQamt3Cx33XaHhHB+6aWXSfeeFdoHp/3ohwifD5NXX31FPv7gfYYAsnnjepn56Ww4nFIZe9hknXJQnhzd01BH532ucloZfF0gPu0r4iI6N9E8kan5fD85F8aRl5OL/oC8MM+H8piydIKQG3vbx8eNoJP1FAeNC8USaRh80AUJjsjojygiJL5FZcdu22+7A5Zum9oD4lWaXMi46qqrrnbPk9BRQbIcG2NHdKQOyzBxscYSqUvmarwIkSEldnAOBGt23xjBaeLBrU8BZ9JowYy9tsBr75HA+7aMNRImr6BYnsbB+wzBTZhsHsNYOoiBcz2G4OSZmxNefeUVhJjflh+cc44u/KCiZKMOjfStN9+UOkQRv7z0YqkYMAC6AVkx/HRpZls8t9faFs4tPTbtrEO9oGXRBpWJUw5VItDOMDUa5TbULBkweIj0LO8mb77xmsz+ZJZUr10hn340W2bP/kyuu/EGOe6kE6GcMCwoab9+faVh+3Z55qmnJVBbK6+99C95/sWX5Oqrr5GTTj3VdaLoz/x8OXC/A+S9116XylVrJAd5Tz7yqMydN1cuuOjXcvyJJ+rOK8ovA/QwmvChrtUbm74OUH50vOSZ7djEZ+eMoqwe8ZFwGpyqf8sWaaiqlrWIIjhFKe5UorRxV1w25B2q90vNxrUSqtuCqVmQDYDfHBgx6gNdBBGaf91mee3p56R6Q6VE4LC69erZqg87ArZsR+qQP6sLKjMoEHlsBV9XkDsDCtke2Y5ep9GgcIDP0yAmjQLgtekAzuPYCRQMibcEK5UunlTwzg2UUTcR2CbvU3kI3nsKtgEARy69h/+cs6VxzgpPzawqjERHTzlCzj33x3L+ry8UjtdZXGyDAtRu2yaX/epCWbdxo7zw+mviKyjQKJ8dT4OyYOXQHlh5WbBlbei9g2EjZG5uRGiOKKCwuFDprqutR2CWKSUlBVBOyBPRw4LP58lHM9+TpXNnIVTrJCeceqZMPuIIMADFBM+ZaZAP+oOvHH784UxZvGChNCNqGjxyjHz/5OlQ5EwJM4hE2QwkfgN63sezZd4nc3Tu5kdoOmb8WDn8qGN0bYA7tRhQclQjR61nt20DebfJ8s1jW/JiGTpDyoP32QZlxCOvOJ9OIEyvr9kis997T+Z+MFNWLlomnUrL5ICpR8rJiDg4qHDFvAFz98cfekg+mPGy9K/ojDLlsjWYkP+5/Grpg4iLwIW85/92v1x75VXK0y8uvlj+59LfJXWqLfDysUeAxpua9jbYdiBc89pWIuqEoyEnFAk7kVjUifKNGExA4M1wjGteUyDgBMMhPQ8nkA+t4bsVmEdbpOboAvF6E4w1yVurtpHP81bAYm5KgBZtCAd98yuCP/yvOGLOC0886Xzx6SegJ+o0BBqAz7yJRLyvv/iCg3AU7WG2iExtP4VOS1N7wPvE5aWfwHObvEB6a6q3O5UbN5s3cgCNjU1IQUMzZKc18CcaDTu12zY4DbXbtR7zMc9z0AtOIBaE7PnWDviJQ+bBZifU3Ig6kDcKsmwIZYPsD/RLUN/mSWCqG3ZCwaC+6qlca18Z2hO4D2zA3jEgz3yLhrh4bvvLHncGbM++gWPltHTRl875Pz7LGdSjm3PeCdOc1x9/3Fm9YIHTUFODvjVM8c2tO/9wg9O/U2dn2qSDnWVzZjqv/uMBZ2i3bs6J357mbKncAq4cpwl8P3DPXU7PkhKnS06u88Cf79lRj1Igta++Luy28bIDMBKa3ttNUPzu0QqVnWBeN4MSQCB87Yz2wjfigjDmYCziYO7oBKAgYRxpvIE4OpTlgCuMMsSl71R6wPJi2+AxFdrKU1AiTbLGy6IR8K6v6yEvCsOlHOLhiBOjwkLRQzHzbijrxZQmvioGBcSRJsNEI/ZCuzR4wMhq54qRBBTjK5N12+v0/WVCmO8xN8PUILsYDJHvu6qu6hGGAZow2oIHJPZDHI4U5eg8aXxkSMuCjgiOdKhRHMEteEb5QNBpbOCrcXGnuQmmH3ENXF+hQ5/RYajeKHlqwB0BNJEEnpIGS8fO5MZ7fB+br/Ypo0hbq6qdM04+xemcV+CcedJ0Z8vGjRSs0oJS6lDYp3Nmz3Z6lZc74/sPdD6fPUcJrq2sdn76g7MdX3qW88crrnFCTUGVWXNtjTPlwAOdbrl5znP3PWzswoVW1OEClLs088xAqzJfATo0mWLooRNyhEerFiyW1598QZbMW6DPZncLEDIwkOH+ZoZ3XKGDF0XohTDKQZDGfZ4MU1E0E40y1HEwR4SPkQT3fkZjKJOQbMHEHaXScYOrqQxF9KE36hIXcXNvqwLv6WIWQ3SGLi3JMMYLc862k0nzgAe4+AiGz5TTuYrLFXHko/cESgoiEY6Rzng6QuZs0Juu4WEEtEYjcQmjTBxHQX3+/Ak/eA5lSrbJ9vWadBA//xM/CVA6QAPDUy2K6+S/FkiWJ0B4Gb5MKSop0lVX8pIJGaThPIGQ3knj0wHQjpASDlKiMbOxg5MRUs5tkXxRIiuRgT6A3JDiUfAT5g4jypWPoyALNMfvVnH9GLGi6Mf40Dfc0sq96YYdqhemOhAT+4btkEf2LYE0w7GafBe4fRsGgwq4AC9uUT2a1xKRyakTz90bPCrZvEY7XFkPc2rCvsF13dYtcuPvL5W33nxNfvSDM+T2v9wj5RUVEkMDEdKKvspwMDVDKPzsU49Jc0OdHHzIRBkwYogiLenaRU44/jhJQ+e9O+Nd2b51K8qjV7KoWyYULir0YWrAqZquQ5seYzeTKLAHJ4ED+eRf3AddXPVnlnLPsm5525/JPm0HOrRgxSsmbvK++7bb5Prrr5GVK1bKkcceI7n5eVqmI6B4QA/nCIEGv34WZf2G9TJvzmcyYOBAWb1ylTz/3HMy64MP9VluRc/u+i3vTStWyZP3PyxfzPlc1qzdIMNHDdf5LwHeTJn0TuQ3Y565aOFCqa2r1QWxYHNQarfXSH1tnWzatEn8aJt5iVBIAk1NmCM2Sn5+gRLH1eIsvnJI4VG4euRCAZwIFIKruchRhaPi0TkYB8GVQlduqMO905GEu1Ge9bg4AxJ1AQV1WdJ2TnIzCNpnxypo2yLN/mZZt2a97iEOhMKSwZcaAmEJNYVka/VWdSINtQ2yef1mXazi639KhavgBhVw8pwo0T4/ogfBGaekj2dYlo/r0D7KQvf1CQDGT/BhKMKIbZ57oh4X88iD9/krd3LxCUFTU6M+6mAb7Bs+LyWf3MpI+rQO/vOTs5QZy6jzJU0AOgf/thrziAuJq7nctE95R9Ff4VCz7mjz1zVo2Sz0C/uGlGAsU/kSuPDE/koLR+Sh++6Tm+76swzo0kOuu/Em6T2gH8rjH++THCT2XR2Mkr8AWbV2vZxz1tky7tDJEJkpw+2d999zj2SlZcmkQw+R3n376kLXU489LjXVW+TIw6fK4PFjIB9HVi9dLl9g7p8B9fDxCUYGH4eCTtDLF2E2rl4vSz/5QpatWS4LZ8+BnCNSXlICp9GoPOvzZDSaaoep0JF1A+10Ah/zrFi1Cp3oSGVVpW4eKC3vbG52BFw87MxZM2fJ5ZdfKltqayUHRL4z8n25+8+3yVNPPqXPeYsKCuWBB++RsWPHyzWXXSxffDZfahsaxA9lWrpqqVx97bU62rLT1SCAN11Xgxx54/VX5bo/XAeBZUp+YYHk0vNjtKBCFBcW6W4ZLrnX+BswAkV02+Nb77yrj0hokE4Wuowdi3/0oun04FQM8M3xiR3Nd3GZgBjt8FEVN9zjLnjRD5nDk3N7IV+eIE1cA6WtxvTtJj6EJy6MQqAR1QEtIwnbJV9cALr31js1Qpm/fAl8ekIOO3iy9OnSXZYuWy5LViyVQQMHS2lpZ/l07idyxJSpcsm1V0pBKb+N5eIDPeo4cKTc9ZOsqrRcMceIYIZapc1s5LeGQOpoyHSM1G7NxTlGZCgiN5sQN3PV8CAfXGIEKhAft6JSJsARQ0RiHa1ipCMhjyhsR9ykkiI/UOuXG35/paxauVLyOxXB+fKd8YD4SvKluKhQ6uprpaG+QZrh+Nmfg/oNkF9f/DsZvf8EpVkdKvD4snyq3TWbNsuLz7+gz24nDB2hspr/0WzZVFkpw0aMkD6DBuiTC46UjY1+2V5VLaW+HCmB/pGqEEbWXMistKxUCtBefV2NfLlwsUw6/DAQDgcBY6VD9IMm6mGwsVluufFP8sxTT8l+Y/aTS665QsZMniRl2UX6wYh/Pv+83PfAA5Kb7pPfXnmJ3HHPXbK6eqNMHX8A+AzJd044Ub531g/M4hn42ZkBd/BREQnk5zx9Mn7CfjCosXLE0UfLqHFjdrq61h6QWXbOY489JltraqRzQZ6cdvop0tDUIEd86zCp37pN1m3cIO99+L4MqOguab4sOfv886RzYSeZ9+V8+WLBfJk+fbqUdi41CGHEVFSqkqoTjIzvt44bN14mII0cO1JGwSuO2W+cHDL1WzJ6wlgZMmqYDB0xSoYMHSb9+g+Qw488Qr0jjVpHA1VWjlqqaSbhnF9q4JEy4aMX7nvmPcqMNsg7HHX4KISjQhY6nEZBbDRsjpx8xMWdTSzN59McyQiMSFiGuFi+rqZWFsz7TAoR3QwcNkj69u0tFT26yzFHHyUbKzdKXnGBDBg8SB1oj4qe0rNPLxm933jJyc/V+kwcYbm6zB89I24d+dCX2g5ukzLc0ZVlnpMG+8uIHL2yQCtFkZ2ZhYQgGbzRWK0clFbFlaZGTceoj4PYPtvTEdeUwR+VKw1Y7wGPrW+BjmrZkiUSRQySB2PNLcqTok7F+mw2C7hKO5VIr169pUtpuXTGeTF0YMToUeC/wtDlOiqiREsy++0Z8vfHHwOpGXLsoVP1MdUj//gHBorb5YO335YiyLZv//6SmeOTVUuXyBMPPSw58C9nnXuOdB84QAKQAXcgxLnp5O57pBoG3mfAIDn620frfoDnoMP+mu1y4ne/JwOhY5vWrpN7MEJX9Okrv/7t7+TAQyZLMZwQvJi8/frrcsH5P5Mu5eVyxwP3yf4H7i/54Outt96S6iXLpTfqnPjDH0j33r1UFl65tAUde1SEEvRM9NFUMx3geHQVvKPAasRDBYnAy5z/k/Pkkacel55FxTJ/2WIpKOmkjxzeeukVOfPsH0ogFpZ/Pv20TDxqqn4mZsnsz+X0M06X1Rs2ymOPPyHfP/kkjHAmzGMye4ngLRFqcusk3+AhL04GKTd8JUcBQ4wCt2xqPstC2ZnPshwZGNLqyEIgu6ynR4SYDCk5ovNBvwtJ2enBFt4RGIrTIRK/hs22mD2iKrfuNSE8zIGC0eCtJ86G4XM0omPh5haOjDb85A96J2kAjvqt22XGq6/JkEFDdUpQVFSkn8ZhQ3whhP1Bp0V+6HC46SQcDkl9c6O+rF9YjFEc+Pn52/raGnGijpSVlauhcgM/N/4TB+fRDKmJm/VxCTpEX2yw0wJOT/judNeuXaW4W1cdDAjkKwk45XRK+aGDQAYHazoUyoZ+zoTtyEc9vvmV7bZhRcc+ceg0omG588Yb5ffXXCv9ynrJpVdeIUef8B3oXkBuvfYPiPKekE6lJXLdTTfL8aefJm+/8i85++TTpHtOvjz+2ssyZOJEqQfeTmgn3FQvh/TqL8saG+S0H/xY7v/7A9KMKcL3jz5S1ixaLHfefJNMOeM0ueuWO+STeXPlhltvlYEDBhuDwegdRqh/8a8ulGfgHP73okvlZ9dfBY+YLTWbN8sPTzlZoss2yi8v/7187xc/Sb6GuauRd7eMl0EOaeGv57nZSYERUq9TgThADs6gMIgn7wSDF13yOxnRq5/MW7ZEwxdGcZ+8/6EcN+04TOjj8unMj2XQ+NG0J6ldtU7OPP1UmTl3nvzhuuvk4ssuRVgKpwKUbJujBxdSPnn/I9m4Zq1+HrMYyhcJRvXVszKETCwZbEbIBQGFM/mWUEK698So1asXRghwR0WCgtKrPnz/A/qucvfu3bVeHvDRkBuh2HxJgqNubk6uFCDVYE69uXKzdO/WXb/tXFpeJlVbq9UpcOSlIzBzTRgcRuMgDKcZHcqvcYwaO05G7jdBFVHF4wqxDoa3EvOnwoIi3dXEjQF5BfkanmkozyOVFv3B+VcJ5k19hvTTd5sVBYRWifnyKccfL7lZObJh43pjMMiPcGsiDJVzXPvJH27s0OYhh611tUYPXFroKFjeh3bpMBiyqtND5BDRHWkJ5GfrLi0zz6XEHPcecXKk5cifLr16VMh1994lkyZNam24ABrurBnvY3TFSIo+Yj3+gBw38nBfdDNkT6L4w2cc1Tt1LpEyOAKuvWhUwXbBE3dAYbIsV1z8W7kF89gjBo2Xv776olQM6C3poLuhulp+fNrp8v7MmXLEkUfJg888JYvmzZPTpp0gndIz5WlMvQYfeKD4Id9iyDngr5FD+w2S1Wj/3PN+KbfcdbsEmvxyAqKgJfO+kF//7Dzp2n+g/P3hR+TeRx+WgQjJ+UECHVjSE+CrSX5x7nnyzhPPyu8vvETOveEqCWM+HITenHPqqZK1tV5u+PPd0vuQ/U1UA9iV8e4Q81KUtngruQIJxyxF26qQe8A1jZtl2m/O1DcGnJBcKDX9pQ8dnsAkXbMz0eUYKRkIByH8MJQ2SzdxZIqvAGFcXpb+tEh9Qz2Ku3VAKLpZjZj4t2+plvv+cjdIBnZ2eiAicSh+t4IS6dKpTPwQZH4x51NB2diwVUYesL/84dab1OjU42ely5bKarmdHdTY5C5exaUgL18F2gDvy1cQubm8KL9QumIkYv669etUqam09Og1fMsGRqtzTCgbFZ8fSWNIGgW+JrQfxIg2bsIEefKlf0qRu37A+oxANi5fLXdcfb3O47i+wBGNCxrqBHDkR9RpSMWIXPg9rb79+srVd/xJSrqVKR5iKijtJD889yf6ZlKI+3BRlzRS8Wl4/E41DcwaEe/TwHnNTwBxAz+BsuZKMufAFLkxqjRp9DdKdXWVdIKTLO1s2lUHAXSkt7HBb6IZlOf2U+In7l5wloRU5eSvMzx839+kvnqrbj+kc0YlsAtZZ+XK+rVrtM/DaIA607tPH7n+1ptlEKZBdPDUQ2oBf2I1kglnEUcEBS3vUQD6ShBFwLDjmEKUdOkmkw+eLO/AeP3b6oW/AlnauYsUlXSW5to6CdQ0GN0kNuhfoLlJ6tBeCebDg3v00rbYGLiT2kRMHnjiackGjj5DB0pBMV+J1Io4Ql4O5/3Z0qVLOUbyNJm5Zqmc1hSG48fIu2WLbK/eIk44LvVpUenvEcfODJew48iLK52X4NQmGiQTz73G672m4diRmamtZpUR/GN1PvK558ab5ML/vVwO2+8gmfHpLOChp3Fk/uw58p3vfFuqYKCfvTtLxh26P2plSU3VWjnjlNNlxqw5cgnmEzfc+Cd0hPmMCedn/II/H0PEQlGpx1w6E8JhW/TSfMwUbGiCknXS8iSQWxVD8bBkYY5Y3BmGg/YZVVBfaHQfvve+hnkUbnVllX5gjQs2nLPxK4MMG/MxL+sLBaLuV1VWavjGlxvqMA9imMpRgIZO51KUmy8FhXyEwz2xIfFj/tSMEK4AjmT6D8/UN3soTHVCoCOiK8pbJIjwjwag20EpR+DkDNXmcZ7OkZ3bNYeNHqGPiBTIPDqJb+9oCErGkmB6SI1Wsz33KAMkOhGF5IGK6CkHoLOjc6FDSb4uh7oE0scQ1oLO7c0tfZ2PhpwKXN2eN3O2fuSAym/f++WqLSOr9ctXSklZZynuWqZ7thtr6+XAwyZJbkGeGeWIBH8YgUWcsNx8+dVyxW03yqmjJsu9M16W3NIiiCRdckDX288+K9NOO1WmHjJF/vGvFySKaOrs00+Xz2d9LI8+8oh865STJARecp2YrF+5TA4YPU56w8DveegRGX/0ERKDE5923LcRHc6WkcOGSkEmnEvVBrkCUeFJPzxb0qF/IehaDnSGj6IWfvaJnHnKaei/DPnjH2+SA6dNxbTwebn8t5fIX++5W6YeewwGlWLls0NA401NCjhw44O/we+E+H1cTGp4R++6RRRwzofWfCDOR9TeW6nADQq8r4+y43Hnjmuuc7LSMpwpB0zUPN0thcnMsi/mO/26dnUyMtOcT9+b6cQTEdDlOFs2rHKmHnyAA8VyLrv4EkUEQ9SNHdzoEeamAuBhWR65vYAP35m0zWTjLnjLob5uXgBdTATd+GHrtJd4v73kvc9zNmSTBweadu+jYJS8gA5csh55sbe9yaJNTeZPC5CHhH77GDe0kD2aRFyUmhc3U0v5NpJuuHAT8es5agG36pBbF04jWYVgj15I6psLuoGDWZQFj0xKkHu0srP3vNc84KgokaLxiPPX2253cnxZzlHDxzrbt2w1G0t4OxpzZr30L6cIuvTdw6c69XX1utnk/LPPcYqRd/Nll+vOsRDKx6B/8z561ymEPztq5Ehn/aKlaDLmhOprneMnHuQMzc1zHrv1NufT2R87vbqUO6P79HVeefxZ/eY2v/nMzR8kNFC33bnify5w9hs8xHnzuRedbVuqnBuu+4PzxKOP6EYf2gR/IKCj0MrE6bWSfhID8oaVq+UaeIXnHn4U8y3zaVXU0aMWpnfDHOXOP94oN//hetmyYZPOWY372zWYt3eAA7jpvXXOCeDcl96WozSEmvTkLM+FE44KHGnQBeae3seoy5AMZ3xwhL7DuSEkuafYAs+ZWBUHemmOjCzHUElHHdTXBTktgOJAEEV4pA/Yca7zd83HyMaEax45atrE+8yP8T7O+eob8/hWCq8Z/vNo7rEdFETCXwM44TnpS01KvwvaJ8kR0Zwb/lEWMtH3XHFFuejnZjEK8B7ztAbyiIMytXj4Ohwfd7GkvmOKEYTXMAxEMvxgXkjL89VN9on50Bvux9AKRk8YOGTOR2qGDkSxuqhlEpsx7VhZW6AYFCAHyrZFGKjjXitGHpH0kzrMJwrqnuofS4An4Jh02KEyavBQWbl5g3z+2Wf6+IpRJCMxfmcsCxHUQYdN1u9x8w21iQdPxGifLW+8M0O2bK5EvAdc4P2LeZ+TWDngoIlS2rOryoXtwuQkBl3tXNFTxu4/QS7+zW/0efGN110rSxYtRLhMVpRhWQV7mvnRx/q05qDJk/Tb5L+48JdyyhmnSbpuokExTh87CElZWbBVuThx3XV/kAf/8Xe59pqrZN2q1SogFbQH/xaEdXfeebvcctOf5M7bbjP3Oth+DUJbdt7qNaulsnKzyUTdrdXV+lFzLszUYk5g0cFLo30EPVBI/tAXN2AQqHz6vVsoioZ1wMnrBMKqTCgRdzVRflQ8Kg+LJMFlh/f1Ehde8k2bqIcjQ7pkAl6g04SBRkNzazAuKm2H2zHgS3X3UQSJ5yyP0Vbp0bZBH8uqEvLaHBSIk/pIuq1u6jVDf+RpWRy1XzTxmpnuqTaABJnBnNQo1IDAMFfqCazGxSfKlnjJBR0L9wqpg4EChuC4IjR6KJfDBTjgo+vlbw4xNDTG6aUT7eDI3V1UMuok5/GGeJdAF+gEKGcmkqrgFtWSOCeNlDHXCtQh4JqyoWP0YmN9yoJUsOXho8fIj884S6r9dXL7TTfL9kroUyQuqxYv0W+Q9ayokO+eeIKutFNvvnfCNJl86KHyxcKF8sbLL+vOvspNG+X5F16SbhXd5KyfnCu5mOaw3+swsFRhWlWJuf2aqmpte/op02XCuDHy5fLF8uCDf5XNa1dKMNSk8n17xtuyaNES2Yqyf77tFnnoulvlyRvvkgev+JPce+m1MvfVdyTR1M6XJ9uAVs952bgmChyds3bdOpm/YIGuoE4/9VRdhCGDvG+Bix8z3noTCh2Tc372Mxk6bJhB0gbYzqBw+djgzddex7yvSfLz+BxzmAzoP0CN7pGHHpIVK1fK/gfsL/0qesuI8XyenC2b169DW29jvpmro8+okSMh/F5KE/Fa2nnUlUcaLo5GX8yIox4d1yztYUMrU7es8dpEBSHwL78FzegAkZS5xohGHNbw2bKO3ObS4Od9ngAP75EezlxJRXKkZxuKSP8bwDXPVWY4Vzrc0UhtAApvy1KeyrcmZNiEP8lL0kjjIBogUFqogeDH8sg+59s/vOIaAuf/LMcFNuJgXhQ3SY9uR0Um57lcCaaB6lHn1mgX1mr1hEeXfOCxeSbfnAMf2rbnLGJ1xZRgV5q1DfKuj8Zwl3RzjYE1XVRagYar5ZTuNOkNHVq3bi0Maa0sX7AII+4yefnFF2TL9m1y1bXXyoEwVm0X+LhafvCkg2UrBg1+xmgbBpVnn39Otm/dJvc+cL+MGDte0sAzF8Teff1Nef3tGVLWtYuMGTFaug3uKyVF+RLy+2XlsmUSavRLuL5ONuM4eOAQcTCYzJ3zsVRvqZbFcB4fL/1SZs6dI+998pG89fGH8srMd2XAqCEyZOBgl5mdQ6sFK3til9yjCIXmfPyxPuvjQoiGskkpAdwKSxcv1m2Hh0+Zoo8bFDzFLNCn0zNTSH54rcqNG6FA5tMffMxR0auXeuHPPvtUO7NPj15SB4/Zf9Ag/SkQvma3cvkKyU7PgterVaFxU4KGqcBNY2gLdFRyoRX9Hmgv3wsWDRdKKCPz/StmttTtAJp2wUtnW9ARGncGOiJ52tCRLj1Tw32Gh3yJnh9YZ1SgvwjA8igXxV+OytkwBl5jEqeGwdFbN5mwDCMd3NXHOjAuDe+Rb5/xEjrSD+0B65Je6sWu6mo7KKOlqN7wBHXba2T5okVSuX69LgDmI2QdPGKYDBk+TD8OoJShHvuV/7bou77LZMmXC8WXmyvDRo2S8fvvT4ZQDs4DeroAAxv1vgKjN1fYy3r1lJLCfKnbuE6WL5yvXwop79FTyvoPlfJOpbLsi8/kg7delXH7HwQnUSpZmbmwsaA01G+X9evXygP/eFgOmDhRbr/3r6Rml7CD8dLjkQEVOTPsXWRQeHrq6ZDdAuBSdQB+ok224ekLCt7bOfSuNE4W0vJuBxL4WR193slsIOKXcNoCLz6vAnlhd5SJIy9pZtTZinycUHG/KrSl3G3l7QkgXsUNWSoPmCZF4FD5LarVK1bL+MMnQ94c6Rn+ok9QiOsCMUxVtm+skjXLV8q6jes1rP7O8cdL5+5dtK8Y1hL0F/Wp6HsQrPG2Be3pJvPVHLVfDM/kV5OVMRLL6IiNaE3pRjlFpTcZ+dBBccWDn8HFyMu6lB/BPY+6fc+XFtIwzYAhmegAkluyYKH85mfnygknfEd+dvHFmG7kQL6UPWkC3mhEHvjLfTD6JXLHQ/crnl3BDsZL0RvvQ4ZMIrSpWPp3R7B1dgAjX7PQwyMF5OKyoO0gj0e2Y5hjOTCKoyZUYTF9rJOsbxTsq0JHDINtWmBxKzpv3Q6gaReUd0AqLbub3xawrLccIxy9DgMHhslNK1bIjFdelqf/+aJsrayWD76cL8WdOmmkFIFBZnOEDUVlOUaj++74s8yZNUty8vJlzeYN0gtTlzvvvRcjyn4mCoLy6qOjPWi8NELykGqclic7b2Z0qEDR4BanSzRf/mVwz9qsYesRJ50Tpwu40GtOD4iA0wtm81FfcyAo6Vn80bYMyck20cYOYJYhoJ8J/YkXrsVwxxm3wj7590fkovN/JgcftJ9czY/cDxmhe9zFiUkMhltdWSmP/uMxOe0HZ8qYAw50ERJf637zwg7GqzynFOZVW9Vt+VRor7w1XkrQnqaCNVbSYGYsmmkAFzxlJzFx91LS+JVwc/qNANqj6LRZT7scee2I3M4gsU+ANQYaGDdi3H/PXXL3HXfI2qpKVfENVVVSVl6OOa5ZofYhb/3i5fLrSy+SpV8ukiv+9wo5AHPDN954XW69+Wbp22+gPIiwb+CQwehbcg+54NCe4u0pIA8E8kMDpk4wlFdA06SFA5JGcLhP6+J+czoBUsb6HAyoj7ymxqnpEi/6l/rFbbDRGFwAZMVf8uB8XgsrGB0g8BVV3mB7Tc3N+vmh4qIC4Q67ebPnyjWXXCZzP5klfQf0lQGDhuimGW7p4Q+dczHzpDN/INPPOkt8OS2/QGKdbJsRB403NVngmU1tgfe+N7ULbgEe4NGTZd1sNz9hXmQHHfYRnr3JA/Pao/ObBD7LjIT5RQelMAkki488+VWJfR1iMX7lgs/BE05jY63zzmsvOVnp6U7X4mL9IXQCP3oQVqYSzo2XXunkpqU5Z04/ycE8DXejTjwSci45/+dOeUGRc/nvLnFCQX5fg8+NTdrb4NXbVL2wwB7iM/xQNOpEYi16xWMY/ccPDPCJNFMSh/43uPhFDv5GdJxfiGDfmoOLo6UutAEJ57gfisadRv6uNPJYkvqyae0G5/4/3+Wce/J055j9D3SGV1Q4U/eb4PzhNxc5qxcvUuUhTi8vTDBg5O4IO+6wAni9pfElexZsg+3hBV1Kg4bwSFoOlayHdP1qEg+PTDZ/b4O2Bxr5TJPfayKRZv5ibpJeho88Mu3LgMCNzGCeFpdAfa2M6jtQ571zly+Xit59JAqJc/Spq6qWs085Qz6ePVN+9dvfyGXXXo0wMksXCT9990OZevRR0nvgAHnxxZdkwNDB2leEdgLMPQbsBy/sbKRnRETQEm4x/jwsbECy+VVL/IPt6Y40XYzkHBb/+Z4yLFLXV8yWWxNOE0zr9i/0FnrAR3+xCCJDbs+kfqjWmpGzqbkRMnMk4G8Sfi+CH03Qj/EzWgAalkpgvmz54uKhjRK428wLbYzFrcGlcY8Cce4Mr+0AGmOyHE547jVQXjORiW/EcF094UEXO9Awn99FYwEJNvvF72+Qhro6nctwtk5g2GMqeNI+BTRcUJuWIZn5uVKakyvNsYg01NcrrTS+DLjRjWvXyOr1ayQ3M1NGjBgh6Zk+hNNaW/oNHYq/CVm9erXMnTlb+48r1a6t7FXQtjxpZ2A31VjguJWAowo3NcPaYHiUA5gKNAXMr/bBcJiXji7klttEBPPqOMJnyMWrezQtpuScGn/S9TvitiAycOQCKx9FZeflS+eePaRbRQ/Jyy/QWvrY0C2uHy6A4+A6D/Hq10vsl2FcoHGzrf/CVwDObxDfi7+hQZ598lF54h8PyYP3/0V+ePrJ8qdrroSyr5JtGK2WYH5YW1Pj1tq3gY87uMDC5MvjPmsqE9QJvK5bs0a21dWKA+/Pd4gZWXAhizvP+L5tRVmZZECxVy1eSotWcA/7DKgd8YSE0VBgINxhxTeSzN5v5nGPNlwWHYE7+uFCdwDy93RVHopk56DrMZ55Ko2Nm4r8fn/yly9Jg470ME5GABzxrdBsXQTRSov5lFML/Nd4vwJQaHZzPjvo7jvulF9feIk8/tSzUlJWLqPHjZM77rpbjj3yKDn+2G/LRRdeKA/9/SFdgdWljQ50/DcOrsIQuIDFbXuFMEjSSprJ7sbNmyQYDkk2QuWi4mJdAKIsGCjyowTdSjvrKF29udKMTB3T8b0DaJ9GoUM/efMm5ru0E/TFBzgrGgjrqIHinIte1oB49Pn4nWmE1tx8orm7D2yTz4XrEJ1xeymBRszEdnmkRC2QDpsw83VzW+C/xruboAqLxC7ka4OPP/IoQql0uezyK+UHPzxHLrnscpk8ebKsW7tOMhF2/e43v5NjjjnW1RuzwrsvgeVHzzH342dnGBoavXdpxX39iVSccv7LN5lo5HaDBuvzJX6i4Y47A2Yn2Z6CjsqNIyTp5zfK+Bu+5pfzURf/OZ3hK4fMo6GQH7pUNVzg5zNezn91VCRwzgvAbXXUCsS1m2Bp58aX/v37S3l5ub4eSdBbwG9+DYNz6haZ6VtYuMl+IU+p8F/j3R3w6iKEXoVRZvPGTdKzvKuMGjFKFZs/QnbU4YdLTnqWjB02UqZMPVJGjBxpFAH3vZ2zLwAVw2gQwmAYYFOgWerq66QxaH4dkP9INz8vw/kiDSLgN7/zw40YHGU5J9vO74FhblzUuURxMf+bVi4ann6NVC3VkWAgqB8xUCsFcPDiYx+Hxoki2hPgjXlxGjSnAain81rzYbEW0L4zRyOt3Qc+g87Ly9PpCZ0BjZo/YsY2VdJtqIZ+KAFyzkZ0kAr/Nd7dAHYaFZi9To/NqMoH4TY01osfCg8twM24jBw8WBcnlq5cBmU3L0+ossCTftWO31ugz8nJDwiLY97FxZUIIga+LUaiOQaTZr5sz29y8QN6/KUI7hvn4g7LRKIhqcZcLjstQ19Gp4zUXr5hZukYOaJxzppbkKu/wZxXmK+rw+SR7znn5MFwfHREjDjMKBtBH+nvFqM+Q2R+cik50gLIBvuTHy3gSvDuAulKTZrvjuwM3bnvPjm1IrEUIk7VmXDXmimaBBr+f413dwDC1NcBKVQIc9CwwXLktw6RrTXbZcZr/0JYxu87OPr1ywQ899CxY/TDZhzZ1Ej2QWD4y29NcwGKP0vCL2/wjSF+y5gmyI8dMGro33+AlBYUSBijW52/HqFzuobPFAp/tTGI8j1LOsuQMSNUNvwwgrHgPQNW4XcGrQwD9PF7Xq0+LYRTvnrHxEdB2icwGPKtH84DPxzhfLk+7cdkqA7++XJkVD/ly/1aXx00PHfx0ljpFOgiaciUqdIPAdJoo/xJV8hVN5ekNMoo47/G+xWAizUUXj6U+YILLpC++QXyxL33yWfvvScL58+Xvz7+mAxCqPyTC36uXtV1oirsr9Pxew1AFGnLyvbpJ0ezkcHfQmYwRz3jPc7VenbvIWGMyvX8LSRW05EjLutWr9R95SOGDJP+ffsrj8rnPsmsAa+hc7TVxSkaj7t7KozpAfuYwHI+X44uWpl56FcD4mPyGrA9p+Owoz2Nmp/WZdlgKKiOxGhQC8Qwf//qlPx/CBSiFSTnIRRu59JS2X/AQLnovJ/qXOrLhQtl9AEHyE23366fxqUixNEZ+ypAhVUvdAzF3JXfcsqGt/FlcI8wRgOqCK679+4jRx9zrO51nvPpXAk2N2Nei9EIIefLL74oebl5ctzx06RLt65mtZn4/gO0iwbjXUjkgWfcm02jNYtFHPnM4xprfLsLXmMl6IIZcFmwjkRBz42OZXEagKggtUXSvcsdVrsCErM75fdV8HZIe/xwxI04CJ3Qlwy1mutr5dzp02X1xg3y/AvPS6eKHkCEOVN+IeaH7uuT+O8defc1iGAOxy0lmfDk9Zs3y8T9D5A6/jLg7LkyZL/RSj+NEdxLzZatctaPfySrlq2QRx97VMbvP0E2rFsnp540HcqeJU8+/pT0xFSC6812hxkEy78Ke0NP9oT+caccw1SGrdx8oxSTfhqXh34C2zKfpO04eHWLRqsOA7i9dNvHUgSaND91S8dhpiZGnt5Wle9U4/UKY1dC6YjC/6dAR3ixxutgOsjN5sGGOtl/2DCpCYdlxLDhkl6cLz7cY0hZmp0nAwYNkrPOPRdz4yHa4WyBmPclSVFBItCWLWvWyLP33Sf3PHi/FGUVys8v+JV8+0enSueuZZKLkDGWzp1YCanctEGmf3eaRPxNct7Pz5eVGzbI+x/Nkr89cJ+MGztBgrD0XM6jLbPtyHVP6Y5XX78ytJCSdLRMdsfTDrCbze0ur2q8TLYaLpiX6jLUeImbnoDWn4p6Z41pEAms3Bmi8wY74W6/yj4LFIJVhPZ4pvHy6SC3zGkJ8H3kwQfrp23GTRgvy9eulqbttWY7WyAk66sqpdugAfLAww/L+LHjVfo0bO5t7UgnJsHtRA3Z8X9PyVj5BS9cdV06f6F8+emn0qmsVEoLS6SwtLNwZjtw8ED99jVf2Kf7cTBSr1uxSt54+RVpDgala0UvGT1+vIwZi1EatPEjLtmgjyTvARL/LeCKu4V+yEkz3dXhvQ1tya6tvDS+/cJbMYQOHE1YSl8oZ8mkC2DRdgDl+ZwMGmWMn+5hZ+X3UWA4Q6Pwhi+pQGXnHhj9vArOVy5eJj895xy54Jc/l+NOmCahcMg8YuGvAwaC8sgjj8iNt94sd/75HvnxT8/TiaWK1GO86jkB7Rozb5sicLA4ceu2fi1t98HrrOi4LdhFE0LMdcpe4DXr2e8589nlzmT2X9h74EodSotOtIqkQD3BPz6w5nygFfDSZkGB2Hk0+K+xEPdvh1a8dwCCgYDccMP1snzlcikoKJGcnAIpKimTzj0rpKxvH6nA3O+8C34uAzqVS9+ybsnFG25y94I1oo6Aytjtp92ltz0gPtN/JlncTLoo4mnPJuZxRxA3G9g6/4VvHvSrlEx83ueOBfpXAZ3ExwHsrKTBurfRjeg0c64Vv8Yo0BHwKo/SgMGCb33obwRz4GgZPDoMHHGs4nEHERWxo8CfKZk/f77+zMiMN9+QxThfu2y5rF2yTDYsXykbl66UGU+/KFOmTJWxkw/SuZSCe7TtqmzbgCSvBI98uTK6J8I3tmsNk9AWPfbca9xt0evNa0U3wF63l+fN3xmklm2rblt5ewu+ybbag7QEf2EZoMQwfEIH8ecZaSAMJTnq8oeT0dVagcCydneIltOwGf9dQ0/e24PgFRTnaTQ8SxPvaaiv7052HCzOthTSC9629Wc96bjA8zOPPSm33nyTrFu3Rn8KhVhyM7MkLzdXirNyZczg4XL5fXdK5149k4sNxMSwWWVIWbXTdpI2YnWbb3E2lDG6qp1Vz47ytTeAOkOw4bdXdqSH1wzHvb8u2RadLOfN9+Ih2PvtlWkL556Cb6qdXUFaLBh1SAANlyTZz3eSQE0w3uRCFIB5nHtxzyXL6we28U+3/nFUAOiLzHuYJ6/A+O4lwTgJQ7teZ3V85CQYXsyS/c5GXXViKMtle0qJG9j1pz2hp5vWrZPHH39E5n/+hWQBD3/Zj78BfPjhU2TKMUdLeZ8KFAN+FxeBzw3ZLtv0zjG9YPn1Gq+eQvZ0lupQ23GSlqe9oVjefmgL/86Ml+eswzJevlPxsByTt0+8eAgWl7duahkLbdG5u2BpInjx7QncXxXSojBekGb0A3/092NpBMyFoqiQcKk06qSWN5CQwfv8oSpVQhi9VS6W0W1pzPAAn1XxnqJiHKnCwNHN3wFcwdiOssJzIi4OruW77znqPtusthXW5U4h9X5bHeIFGgJBFS490zUY1MF/GhZr6w9w4T5xcCGHo4qPv1CvKA1ey4M9t8bbql2XTN6nI/S+w6mLR3Si+Me6qvyeql7YFU9fB9i/+tYRaaCjT3F6et/yZp0LyOF3l8mT/SG25AYO3EtuHbX88wT/vfTzlj46sUWpZzxHaotPI0NWYDDpNmYuW2DHasl6xMl/FixNFpL32sCxA3SkzFeAdApYX0CGMvDc/OyGTeZTNJSTfjkC/0m/fZDNMTeGDuHnPqniugKKxC/sp/70B5PWBRI1Pfw3CI2wzD1m8Z5JVpDWgFSgSJjqok3zExy6NQi0Jkg7DNisyCLPm3YCFmd7wHvsfP3RZv4DPn28YkhS+kgP9zAz5RUVSnZerpER8i0PqW3srE1W1Ddd4BBYl2LiHlhes4+so2wPdsXT1wErD0ZacW5uAH1W5pSJGpWS3NK+8s9/lJsW1P8KyVLk0wWWVb494DVcBVx720iFdvlvjXYHaNUuT92k9Lty9bZLfrn2ksSbQvfeBI5dLn1QGBLirvyQCRU0pQaFAdVqxExkhYlbyPhr6dnc5M2yuMmxQTe7w+CSRucm/uwIV1t1xZW3UCUaNfNqYxTIg1e3iXvimfiZFv3mCoWkt+AsSB9o4o9oa31XsBTeDgb8NcGGgkRPfMn+4TnaimG05e/16LeOQJ9VYvLvTSpTNxFaKZhm8Y/hRZ0ps8wN4zzc8l4c/w5Q+tD3us5AKj208B4HA5d4BfJO0vULFe4N/WuroT6nX/rOqouLvw/kBfLLL05Qrh0FOpnkqAvQt4ii7hcr2gGl301eHkiW9ilobCV7nqIcdSTEr0BCF+z0ce+CyP8Dax8hYQf/Ia8AAAAASUVORK5CYII="></figure><p>ওজন মাপার যন্ত্রে সবসময় ওজন নিয়ে তারপর হিসাব করে ভর নেওয়া বা বের করা হয়।</p>
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