পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
How many female were rewarded the title "BEER PROTIK" to contribute in the liberation War of Bangladesh?
কোন সংখ্যার ৬% বেড়ে ৩৭১ হয়?
কোনটি খাঁটি বাংলা শব্দ?
'যত বড় মুখ নয়, তত বড় কথা" - এখানে মুখ বলতে কী বোঝাচ্ছে?
বন্ধু পেপারস-এ উৎপাদন মাত্রা ব্যবহারের সুবিধা হলো- i. পর্যাপ্ত মূলধন ii. উৎপাদনশীলতা বাড়ানো iii. যন্ত্রপাতির সদ্ব্যবহার নিচের কোনটি সঠিক?
বন্ধু পেপারস-এ উৎপাদন মাত্রা ব্যবহারের সুবিধা হলো-
i. পর্যাপ্ত মূলধন
ii. উৎপাদনশীলতা বাড়ানো
iii. যন্ত্রপাতির সদ্ব্যবহার
নিচের কোনটি সঠিক?
If the area of a right triangle is 6 square meters and the hypotenuse is 5 meters, what is the perimeter of the triangle?
আলোকে কে তাড়িত চৌম্বক তরঙ্গ আকারে ব্যাখ্যা করেন?
পরিবাহী তারের রোধ নির্ভর করে কোনটির উপর?
তরুণ নামের জয়মুকুট শুধু তাহারই যাহার শক্তি অপরমাণ, গতিবেগ ঝঞ্ঝার ন্যায়, তেজ নির্মেঘ আষাঢ় মধ্যাহ্নের মার্তণ্ড প্রায়; বিপুল যাহার আশা, ক্লান্তিহীন যাহার উৎসাহ, বিরাট যাহার ঔদার্য, অফুরন্ত যাহার প্রাণ, অটল যাহার সাধনা, মৃত্যু যাহার মুঠিতলে।উদ্দীপকের সাথে 'আঠারো বছর বয়স' কবিতার সাদৃশ্যমূলক আলোচনা করো।
তরুণ নামের জয়মুকুট শুধু তাহারই যাহার শক্তি অপরমাণ, গতিবেগ ঝঞ্ঝার ন্যায়, তেজ নির্মেঘ আষাঢ় মধ্যাহ্নের মার্তণ্ড প্রায়; বিপুল যাহার আশা, ক্লান্তিহীন যাহার উৎসাহ, বিরাট যাহার ঔদার্য, অফুরন্ত যাহার প্রাণ, অটল যাহার সাধনা, মৃত্যু যাহার মুঠিতলে।
উদ্দীপকের সাথে 'আঠারো বছর বয়স' কবিতার সাদৃশ্যমূলক আলোচনা করো।
He _____ the ball so hard that it flew over the tree.
নিচের কোনটি ইকোসিস্টেমের শক্তিপ্রবাহের ধরন?
ফাইলের সংক্রমিত ভাইরাস কম্পিউটার বা যন্ত্রের কোথায় অবস্থান নেয়?
Which of the country is known as 'The country of copper'?
জনাব সালাম যাকাত দেন। তার সম্পদ পবিত্র, কারণ-i. আল্লাহর আদেশ মেনেছেন ii. গরিবের হক আদায় করেছেন iii. হালাল রুজি করেছেন নিচের কোনটি সঠিক?
জনাব সালাম যাকাত দেন। তার সম্পদ পবিত্র, কারণ-
i. আল্লাহর আদেশ মেনেছেন
ii. গরিবের হক আদায় করেছেন
iii. হালাল রুজি করেছেন
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2fPn5cL+neDkml+I8oq5Aag6YTQkT7aObSXEEw0bPgQEmCHwDrLly+TsrISKcjPM+1uTEz0PWt3IYDkNzY6Jp9+ely6u7vNt3Lr1s2W5mJyyLXj43rd8RPS2NgknZ2dRsaMeCnXog0grBA5CHVnV7c06HV9A/1GgNFK34xsokEkUM+pU2csUNHoyIhpcSF4Tz/5hJLX7M+RTID/LoS+rqFJLlVflo8/3iNd3fissiVKpNWJv9G6Yo575PARI8QA8lxQUCCr16yTH/3oB7JiWZnExWJCnKF5BEtScpJFp/WJ5prVq7XN4+x58AzYV/SaklL+pq6fA+Rz4auDg4ODg4ODg4PD1xVfquksvodoMd967x3p6uqyTf3RNKWmpsrKFSvN5y8jPd3bHF8JF4Bgojnr0WshcARzgXBASLdv2aKkYdmS7W9oGjQlRWhSB5QMdykpAphT9irBhNBgWjo0PGSatbm5WQkP9SKrcg9EEi0fRJqIqTC3yYlJ+w0CExcXK8XFJUaWCVxDm/Ab/oOQOkgaJp8cVRWV8szTT+pvSUqswo1g3ozE3Qlo8SCxEKv/9Y//bGarZWVl8p/+4/9byVj+59KEVA0MDMrf/s+/l/PnL5hWM0oJGqD8IEzrSkRY/g4ODjHyH60E+LFt201rmJyUaCbQ+JL66FGSfe7CRfnZz35hml+6ZPmK5fIXf/5n+uyTjaTeCJ7F2PiEHFACWVffIHv27JHCwkIzgV1dtdr6AD6Y77//vrVda1Oztm2xkVXKnZ+fL8uUYGIijDk2pr4sYHy8b7/U1tXLm2/+QRITEyVVCf0Pv/89KSstUaIcbppM9h/t6ukxghwbE2UmvWiY8RlGO+w9C+imRzppQyOoCwyUNjeSeg2S6l1DuWhf6oWJLuVh2xZMgR0cHBwcHBwcHBweNXxpGk0IBZqufQcPSE1NjZGdSCVfuTk5Ur5suWzZuElys3MkKSHBMwkloIwSMEgbpqIpScnmI1dbV2fas8GhQWR2u4fr7xcI/b7pq7+PI5pTzF7PXDgv+w4ckP2HDlr+l2tqpU4JM/tS9vX3KdEctqimkNKwkFAjDGglKVeSkpc0JdKYp0Ig4+PiJScn27Rocfodn1OPVAeZP6ZvEkz7QE74DhlftXKlrFixTNOMtnZZrO27F0CcPBI8ItWXr9h+mpipbtu2xYjW4nTJH7PSU6dOm4kt7cL+mBApfuMw02HT8HrBjNBwch2RbdmRMjI8woijr3mGdHV2eprPo8eO2Tk0szsfe0xWKtnk+83AfRDJ2qt1RvgxLWaBAoJJuWlzNMzHNM0h/ZzXcuF7ijaTckLWMbEtLS01H1eILyQP0goRbWxsNHIYouUsVZJJwCNCDY1PTsqI1qujq9MWRlhU4Fz/4ICe67LPIe0nA5rngPbJYS2jHSxAjAxrnx80ktqu5Ldd0+jRduxSoo3JLufbtP1b29u07J52m3bi+To4ODg4ODg4ODg8SvhSNJqQkda2Vjl05LAcO3nSCBwCNVq6HVu3S2ZGukUtRUME0bkViYJgYo5ac/WqmZ9CGN745jeluLDwpvdQVYgPZpd854AM+sFfPJNVT6PEOUgVmstaTR/Sh48o2kjMOseUPIQrmQkODTdCYluDKFHG7y87O0siQsNMawmxNM2s1onvEGXIDsQHhKIJU6KG6eiFS9Vy+UqNpcU5AvOQ34DmOzU5bQQ0Oztb1q5dI1u3bDKTz5tp++4FptEcHzNz35/+/Bdy9OgxKSkplv/Pf/qPUlRYYHXzQXuhTf7vf/v3ZgLc1NSk9cowcgyxm9R2QdsHqaaeEEzaAyI7Mz1r38vLV8jLLz4vlRWrtB1CrC+cO39RTp0+I7/57W+NLFZVVspf/sWP/sR0dzF4Ppdr6+RXv/mtmR3TZk/s3m1knjLRn86cPWuaTgjvyOCwpc3z5V76B+X+0Z/9UHY/vsMWLVhU+Nkvfi1Hjn2qaddYe2dkpMkzTz9j2lA01PjNopluaGr0+oESSAgs7UR9aQcCKPGM0eYaydV2Q8tJf7Bnr/2PNqEvTkyOWR0tkq22B32etDCPLszPl6pVFZKt9blVOzg4ODg4ODg4ODg8jPhSNJrDIyPyx3fekk/275fu3h7bmqNUBfnnEegLi2xTf0wHb0cyffD7nAryCOL44JUUFZmQ7u9xCLHgPAQIDVdbW5sFFDp3/rwF4CH4zsdKRtBQEpRnzyefyKHDh+X4iRMWsOfU6dNy7NNPpaGx0TSVkEuIANpO9pqsVFKEyabVQQnaav17x7ZtUrlqlaxYvkyWl5Xp7/mSpr9Tr9jYGNO6YV7K4fstQlKamputDGjTICP4d/IJCFoDeYIMowEtKSq0oDv3S0AgjzPTM6ZZo64EHkKrvGHDei967EI7+iAA0N59n5jvI/duWL9edux4TMnaLiktK7VrIFQJCZiThtl1lBGTYsgVaeYoWc7Py/WeraaBNrO7p0da9dlAUtlKZcP6dUbabgaeKebKkNN33n3PNJCY+UI0s7MybDuSSCXg1ZcuyUU9aENMlCGO1IcDX9R+JfGDSuLXrlltzwXSe1HJPvuLsmUM5Yf45eflmYkyJrgHDx2W+oYGi4xsmloljpSZ72iDSRfiy8IEixT0ORYK+KTt0MKyYIE2lGuGh4ds0YLzEGBAmvThpMQkSdZ2hBA7oung4ODg4ODg4PAo4YFLr5AEtDxNzS1GAOJj4mXVilWyZf0myUhLNxJ2J3LpAxIQHRUt4aHhStiUlFwLVrLSbmabmOaircQEsbO7R0njFTl85Ji8+da78v6HH8veTw7q358qoTwtFy5elrNnL0jt1Qa5cuWqEr0WJQGDMjY2qQRpXEb1mJ/Tss/iUzktQRIiEWGRsqp8lTz1+OPyzO7H5ZsvvyQvPvuMPLZlsxQp6SFwUU5WpqQoQYlRggMZuZG0QdQgN/hz4m+IOSpkgwPSwvVoMmNj4kxjR7twbnrK08CarfB9AnU226mQ5+zsnJWTtMmL9l0Mysszg+zyidYS899VK8ulqmKVPLZti3zzG6/Kju3bZFlpiZkIcw1p80nZ0dxC/C0dzXdCn9WgEvixiQmL4Mo+nJi+ovm7FbQYWka2NWFPS8/HERJfkJtjBBbT33TNm3YL074xN6vXap2g7DxDnmW4Pr/g4NDrZaEdrM7B2qf0eUGKDUHB+neMXu9pomkSNN3XNP9gzdlrt1lrGwAhpK60I0SVe/CzhHzziRYXf07yoMxx2v/T0zIlNztXcjJzJDM9U8ueLmnJqfY+oAX2t4pxcHBwcHBwcHBweFTwwDWamBuePH1ajp88LuNj47Jy5Up57ZVXpBhNZFzcwlV3B0gahHJoZNQ0luwv2d7eYZonNEZoId96513Zf+CAksqjpqW8eOGitLW3e9qkkRHzpYQ4QBbQHKFJIgAR2siiwkIlS2mmbeIaDogJJAFC861vvibFhQUWTCZVD4gDpBKNFKSKA+JxM+IMuYEIs2XJsU+Py5Gjx+T8hfMWzdU3l0UDBgOCbEBeyJ9zkCH8BtEMLg6q80WAGfGIkj/8C0+cPGn7TGZmZsr2bVslITHhc2STMvcPDJpWj7JjogrJXLt6taSmppjJKCbCaFyL9HlCQgmSRIAcSCH14BxBeNA6YlJaU3vV0kPziVZw184dslXJOu15qwUHzH3HJ8bl9NmzcvVqnbUzpribNmywdoLIwT5pe7aKoS0hgvw2Oz1rz5BnnaH13KrkuKqywsye5zTdNu0/9CH8Ksk/LzfXtKuZ6Wne/VoPCKRfNggl3zDZzc7KlIL8fNNsl2v/WVZWJqXFRVKiB2awBXn5Zo68vLRUVpWXS+WqlbJ+7VpZt6ZK23CNrK6okOXaNiWFRXptnmRpWzptpoODg4ODg4ODw6OIL4VosrVHQ0O9CeubNm6yTf4R1G9FLICvTSMyKKTFAvUo2YFc4jdXX1dvEVPr6+vNfxCzSvao7O7ukUElR7NKLrgeUoJZLcRyanLSiJuvwVuxfLk8vnOn7Hhsu22rsbqqwswmIXjkARFC0wXRhABs2bzJ/EJNq3abst8I6oLpZ0dHl5LME/Jvv/+9Bdjp7u4StuYgUE10ZLSRMggQBMcC62g5ITYEDSpfsUKyszOvmwh/UdCmQ8Mj0t7RYe2FthmiuG3rFgtUtLheXMt1+w8esrLg85in7YN5MAQbcD0mr7QRgXwam5rtPqLVmhZPyeuyslLzY+VaiPWhY8ds78ywiHB59qmntM1zrN63A2146VK1mafSPsuXLTPSa+auSszQAmKm29nZo88Nn1cvCm6QEvPxyQmJio6VilUr5Fuvf0PS0lLtPghsY0uz1DU2Wr+gTmhX161draQvwzS0kEYWRXJzcyQvJ9cWHNh+Z9PGDbJOCTea3TUVlUYYWYQoKynRo9g0vNxbUlhopBONd3ZWlhdVOSVFkrRdErRP2RHPHp8x1o43apUdHBwcHBwcHBwcHgU8UFUJ5ATChL8a2ki2woD4QThuJGpcCzFEYzk+MWlat6GREdub8qqSyTo9Ll2ukXffe19OnDgp1dXVFnkUbSBkiU/IAxqkVatWWhAa/PgSVaBHgCc/CAkaTDRtnIeoPLF7p2nH8MmzwDLpabJmdZVdxz0QVDRiaL0IEoSGD6KGRhUtH+VGU+ebUt4MpMEejxe1zOwbCnGmHcLDI2x7jk0bN8rTTz8pL7/4gry4EDjH144CAglZ+rfO4q5BOrQzBB6YRtBMRHken8+ALKmnb26KWahp9G7gQtxLutQzKjrqenAcngdaWIgszwBz1KLiQgtoBJmHHJI3gXFuB7+vmCmrffOCA2H6y/6WPvB/fWz7VtmoJNDbIzPITFjRui5fXibr162TFCX11JnfSJZ0pqanzFSZ82wd45nN6vPR9BKUfOdp+ddpn9ixbas8sXOHbNm0QZYrkeR8lhJHI4pKUuk/mIL7R4zmDYHmO8GHMKUlTerMggHP2D+cFtPBwcHBwcHBweFRxgPVaKKFxGyVIDs9Pd1GUmKiomXFsuUSrMI1FGFGBX20nl1d3dKoxLG+vkHOX7goBw8dMvPSj/fslUOHDsunJ06Y1vLChQtyta5OOjo9jSNkhnQhFOvXrZW/+LMfKdnYZqSifPkKIycE9IGIQoYgGGjaCpWEvvryS6bBZMuQxUI/hABi29PTaxFHIVkEfWFLEOpypaZWrtReVVI8fX1bk/HxCUsbsrIYEFFMcQ8eOiKXr1wxc1W0ZmhIMdN85umn5OmnnjANWWXlKttPkkizbOMBICDpSpQqVq6SrKwMLd/9ERLKg/ku22qgIYRgpaely8YN682UeTHh4VrINUGUIHUQRkxs2ecUQubDJ+MtLa2yd88+GR4cUoI6LsXFRfLsM09JQX6eES6IHeT66PHj0tbWboR/nT4zNHyRkTcPBOTDfDQ1HzSsLFpMT87Yc8eM2SuLJq7/ocWcxZ8yKFSSkpItcNMTux/Xdt5tZDM2Nvp6Hb36NUhnV490dLRLrvYFtLqYUScvRAwOD/vM5xKNLYQS0riYLJKeT4YdHBwcHBwcHBwcvo54oGoTBHlMRtH4ocEaUrKHdpM9BDGthPxBeNDy/fHtd+QXv/y1/Oznv5Sf//JXprk8cPCgXL58RVpaW82XcH5+Tklakgn9kAwinfIdH0P84yBBkKGU5GQjIEQzZaP+XCV0EFLKgAaLPS3L9HpMViEMi4GWzdNsecF8IBCQKPJj/8YLSoLx/3z/gw/lkwMH5e1335ffv/mWvPnW27ZXItf6oP4QtAsXq6W6+rLU1dWbP6kX6EfMnNTXpqJhxXQTbSBE1Ne6UW6ikYYrmQoUl5m/Nm9l88pHgB7PF5Xn9Hnwd5CnSdTM8UllK5obSSEaWgg5W6VcUTLd0NCgdZyw7UrwzSTark/ErvFv/pqliZYT8k95bgdKAZmLj4u1MgP2MD1+8pSRZtLg4EL61cjwiO3Rmqx9IJ69M0uKzOw4ZqEcLBxAXDGdnZyatDS5H6JNmYhqHBTsaTy53g7NM0DN7+Dg4ODg4ODg4PCVwwMjmmidEMwhmv7WJZhh1l2tkz+8+UclZ2/Ke+9/YFuNsH0Gm/dXX75sW4pABlNSU5Uc5FggGS+4SqGsKl9pgVrYVxJNFYQMMsjvL77wnG1bgWkieWGOCdmBzBIICHLHtYUFBfL0U0/K8888bdFKbwT3QjwGBvrN7NcnMeydCPlDy4kfaGtrm5w/f0FOKNkhuM3evZ/Ie+99aPtTos2bmprW+8elsblFamvrZHRkTEJDwiwNyF1qSqpUrFpl2jzf3xFAgswEFQ2ankcrl6Z5U1bKdv8w9qRtEXpdq8zfRIC9MXV+Y99PNMJEhy0tKTGNNOTXB+XF3Lmzq9vaDS0lZI2tYFauXKH1iLxO5oP0maDdRQNsprV6+CT2RpAuGkzS5DvPjrJ72uNxW3i4ePGS9p99ljfmzG3tXdLV3afl9kx50UAPDQ5Jc0urjGj7U07IJda21I0jKIiosOHmHxtK31GCScAkymrPnsI4ODg4ODg4ODg4ONwWD8R0FgEdYoeG7/zFi54ZaneXCfr6k5EEtJREiW1qbDItH1qxrOws04KxVQVmsGgon3ziCdm54zHZtWuHbN600TSXRPrs7Owyc1Yijr7+zddk04b1FqjHB+SEgD6Y3zY1NZvGLTMjQ3bsfEyeffopi5q62PxzMQg4g4YS81yIYVlZqbz4/PNSVlpiWlEICZ8QQupJwKAuLU+n5kc9CFgE+cEE+IKSoWPHPrW9FLkeeoP/4Ib1G2TdujWStECWfaBZhMyiHYSUZaRnGNnOy802k18i0N4PWADo6e21PSUJpET5vWBAm81sdHH6lIXgPfUNjaYhfurJ3RYgZ7F57bRe06F1v1rXINVXrsjQwKDEJcTrs9smzzz9pPktLr6+T38/+umn1gcgpPg9os3FHBXQd1iQ8H1iuzFfHhkxbXJdfYMRfNqeLW0A19HGnx4/pfVptOjDmDO3t3cqwa+1e0+eOiNH9RkcOXrCrm3V59Smv5/Q8+yjyYIChNjfyxJCnZqcpHRVCfmisjs4ODg4ODg4ODg43BwPhGhCUNAivvXOO3K5+rJtsM/+kOx9iQYpJjpGYpXULCtbJuXl5bJ8+Qp5bPt22f34Ltm9e5f5LK5bu9YC5RBJFBKC6ajtuamC/9jomG1z0dzcasQHDSWRRBcTGkxW0Y5+sv+AjOgnmrPS0lJ57tlnzPxzsVbuRhCBFF/K6ekpKSosktWVlRaoh2ikJcXFRjgpk2nvlIgSPZbycT3muGj/iCKKNg5tXTORTevqtDxDRmbi4xPMhJh2ysnJMjJL2SFZELfWtjYlSfV2f1RkhBHdjIw0iVYydL9aTbbraG1vN6Le0tJifob4qW5QYr84EjBEHQJ95tw5I9C0HxpKIs/6kVEpK0T1wOEj0tjUpCTuomkA05XQv/rqS5KxEN11MQi0U6MEclrLQR7LtQ9gskp7zszOmBZyv6b30d59cuTTY3L81GkLDNWj/YmtZyIio0z7iKYc0kwgH3xfW5SAdnR1arsOavu1SntHu+YxraR1xNq9T/tgX3+faaNZeKi+jIlvo2lH52ZnlVCGWHTZZCWa+bk5pkG+1+jCDg4ODg4ODg4ODl9XPBD1DAQJrdPg4JCMqSAPoYJwWPAWJQlEhF23do08tm2rHdu3bpE1qyttL0GII76AaBsxreQ+zBnR+kHG0LhxDh87NIQQG4taegMhgLRBlMw8Uu+DzBCFFg0ipOlW4D58FQm64/tJxi9sP4FZLlpRTHVXV1UulNOLaMthZpb6SfpFmtd6rSMkFTNZ36TX1/ZCZtlTEo3dxOSU1cc3E+U7RpvU0zOhjTLtWkCgyZAW+QAvP3wUF35cACam+FLOTM9YWQD7oNLmHEStnZiYVHLXLf39A6Y5pG4RSoyTkhIlSYnaYk2tD54hzwICTRv3Dw5ILwsR05DCcWnr7DQtI/t80jZoldFwEuQnKytTKpTssmclz8C2hdH2QetI3mgmMbvm068f+dGGkGiLhqttav1Gr6df+s+OstI/ec7xsbHWEverPXZwcHBwcHBwcHD4uuCBaDQR7iFLTc3N0tbWaoQEQR5t3tNPPinffO1V86dkT0JvT8FEM3uFtC0OzgMZgAQAyJtPXCAKx0+ctMilaDw3bdpgGqjFEVkhc4ePHpPjx48bcWTLEvbKTE9Puy3RBJh1nj57zr5nZGTKOi1rSVGR3UcgHAhLYWG+EUHKiDYPUH4ixkIy0f7hQ4rJKfXGdJf7E/QcBBhC1NbWZua9mABnKIEFnG/VejU1t+hfQRYoaM2aKolTsuubl94P5pSAEUAHzV57e7u1JUQYU2VIlt/eAPLXrOVobmmxhQO0iDH6nDANrm9slENHjsqJU6dMu8wWMwRnqqhYJVVKrktLiv8kaBBp+4R6Sokqzw/NrpFU/f1yTa0cPHJYzl24sIgIipmyrlyxXMqUXGYr2WQ/ShYNIMz4kEJ6yYvnj18s99Ef6BuYSLOPJ1GG2cOSaL9cR4Ai6oMp87yWiWdKxN9ifa5p+swwyV7cFg4ODg4ODg4ODg4Ot8YDI5ph4WHm7waRgTBBoDxhvtz8LAl085mW8rPtISAh+DkSCRWfTp+Y+FtJGPNQVvLp8ZMWYTRRycTq1ZWf01RCUvwtRSC7bCPy7W99y7bZwNT1ToCInTl71ghhQkKi7bcJufHLCllDi8qemmjkiIxL+SGxy5Yts0iyWUpQ0cpSbs6vrqoyM2HIG8RyYGDAzDYx72Vrl+GRUSN6fX0Dts1LR3uH1RstHtpTttbwifb9gDQxayZPykG5IfvksZho8sk/2p9ouZie4tNZW1cnZ8+dl+orNUZA8SedVBLKc6msqFBSvFrKl5XZc6Gt/gSaPIF2iDQ7PkFQn15pUqIOsbZgUEo8MVnFjzUqMsq2Xtm0fp2UKslMSU7xzKi1b+FPilazStsakg7JjYuLNZJLsKgXnntWdu/eKbt37ZTHdz4mWzZvlE0b10tVVYU9nxXLl5s/MEGR6Jf5+bmyc/tWe1a0td8ODg4ODg4ODg4ODg53xgMxnQUQOrR5a6pW62eKzM7MGIFAk3QrwoTPH2akkMPq6hqpqa2Tq/UNZprJXpuYQ85DRDHd1GvRKOIPiQnrYi0lGkwILkSOfNE0ohnEFPZuEIzZrJLEqRk28582cuZv/WFl4FCiBPkaHBo2khWi+eN7iQ8nW3pAtH3QFpiTolXbuH69Rc71/C4zjIBTNwLf4DfY2NRsBBqCRzRUtlmB1AaM+Gg1IOLUgfbDpNTbfmTh90XwNX9o9yCNFl2WoEddXaahpV1o27y8PCkrKVECt1IKlcxDWG9KMhUQb7SNq1YslxVKyiF1mLZSHvoF9UQTDKHMzc6WJ5UoQiYxqaYcgGtCQ/H1jdJnHyerKyvkyd275NWXX5Snnnhcdj62VcpXlElhXq6kp6aYb2uk+fhGWJCfgrwcWVZaLDt3bJUd27fI1s0bZMO61RaUaPFWLA4ODg4ODg4ODg4Od4cHotH0gc9bohIsiA1aMXwtt23daiaMNxIRSAxavkOHj8jf/t3fy549++T48RNy4MBBiWJ/yegYJW/hFlX08pVaOXnilJlzQt62bt5khMUHJLOlpVUOalqjoyOmkdyyZdOf7Jl5M1BWtIwQP6KX4gdYVlpqvpkQLyO5Sg7ZxuSdd9+3wD0QWkwyS0tL5JWXXjSCfWO0UvImEA4as5ycHElLS7ctQIi4Sz6zszPaVkmmbeRvzDkhPZgUe3tARn+OTH9RzM7NmtlsZ3e3bf1CudkqBi0z5qeLSRbfIX8Qbp4PJrNTk54ZNOXBNJW2efH552Tzpg1SWlRs5yGft9O+oulFi5iTlW3BhbIyM7Wu0RIZruQyJ1tWlZebHyYmyzy7ZCWe+LjeCI9whhpZhshnar9K1bZHU4nvJkQaQsp1/kG5OE8ZaFueR15ujpL+dAs2BRF2cHBwcHBwcHBwcLg3PFCiiWCP5hEzzUuXLllwmW1btioRS/oc0cQUtbe3Tz5VYvn+Bx+ZVi8pKcVIBNo9NGajo2NS39Ag+5V4XrhwybSJkLnc3FxZt26tEQcfRCMloMzhI0fsmvXr1knFqpW31LItBkSStC9qeTEJzczIMh+/ZCUyAI1rd0+PHNOyHjl61Mga2jjIM36OaN98zdtioA+F5FEntKDDw6N6Xbj5kmKiC1kdH5+wTwg0UVAJyAPBSlbyBIHCZPR+gWZ2cmLSzIPZYxL/UaLoYjp6I5nj+dFmkEIjz0rCIKWQv02bNsrG9evse74+A7TKaIyp3920M9fwzNBuZqZnGJFfsazM2m+5kl7MndnmhsUKynEnoC0nTY67uR5wnS0AaLkhn3dTbgcHBwcHBwcHBweHP8UDlaTRDkKi2JcSgmMmqPNzC7964NyEEqwTJ0/Jvk/2236TAF89yCdkAF/AM2fOmpbz5MnTcqm62u6LjYszTZa/3YYP8oUsgsysTCVReXdNIjC1pbxGIDUdzDjRtmlBjCyiybxSW2fmvZSBdPkdLeXK8hVGtG6Ga0pGIdqkXVNTK2fPnZOG+nqLwLpmzRoly+ts2w4ID+SHehPUhrQhY5wPBCCTtBn+qmgkiRLr7c958/aB3KL1o274Pb78wvPyzFNP2L6lmL7m5WTbHpS302DeCuQJQWW7mWVKdpeVlkpOdrbVN1AaXAcHBwcHBwcHBweHpccDJZoQMQgb/nyQPw62GvE1Tpi4shH/qbNn5b0PPpRLly9bEJ90JR4xsTGSmpYqTz79pGkKy1cuV4JXo4TzjFy8eNHMbAn+gibsRkJCEBtIGiauy5UM5SoJvBuiiWYSn8zTmkd7R4eVD9NSUuQ80WD37Ntn+0XW1zeYJgw/y92PPy7PP/u0RdFdHPl2MWgLtnr549vvyq9+/Rs5eOiQnNZ6hyqRy9X7nnryCQtiU1VVKXPX5m1PSfxE8wvyJDMzPSDaTB8ETipfvlxWr15tgYAs0NAt2odnhRkq5qhEki0uKrTASPhGYtp7t36vdwL5+P3CwcHBwcHBwcHBweHRwgMlmmamOTVlJA0OgfYMzZ4PzGrrlLCdO39RRsdGTbOGmSakEHNRtkAhyAv+f5s3bpTY2Fgjf+yTiIkp0UujbhK8hb/J515MOQHloaxoHSHH+EpysKdjc0u7bb9BYCKitUJi0Uay3caGdWvMVxQfv1sBk9yRkVFpbGy075Ba0+ZOTMqMppWmpLq4uMhMgSMjIk17CpHGZ5Hoq4GE+VgqucRUFbNgtIq0pYODg4ODg4ODg4ODwxfBA2UTaDAhU5jPsvE/AW7YuxAfStMe6nn2q6xvqDf/RAgiBC4hPkFeffklef21V6WosMAijrLNx7ZtW0zbmZCUKDNzs9I30G8a0GtGyz4D6RBAiIi00Upcb/SZJG/2XoRUQlwpI+TPLyufftnRyLLXJeSzp7fXtvjoUuJJAJsdj22X5555xvZ5xNzzlmazmhbp9vb1WnqYxuJ7iOlqWmqKkdV4JdEEvYG8ehFyw8wvMiU5WdMNfIAaykr6tC9lv5Um1sHBwcHBwcHBwcHB4U544GwC0ofGji08IJkQysnJKdN0mr/jlRppb+8wLSXXom1jM/4N69baXooR4REWNAbi9dqrr0iJkjqCA0GUent7jLjdwDMV1+xettm4UcsI6RvVvJpbW+X4iVNy5vx52xuSaLYQT7SalAHC26vE8vKVK2ZKyyfaSO5HA1hRsUq2b9sqy5eVKjmMva3WlHqhpcSEd+OGDRZIB5K6e9cueeapJ2XdmjUSHx8n6Wmpkp+bY/tRpqelSbaSWSKqLhXw14TYui09HBwcHBwcHBwcHBzuB1+C2irITGgBQXsgateuYTY6b+SSqKu+BhHton6RDCVZEESIEAQzONjbogJTWLSREEGu5xz+g+x7uRhkh7lpaIgXVIeotpTBzFX1IOprfVOznL9cLafOn5MjJ07IFSWbXX29MjI+JsHsGxmqeQQHyfjUpExMT8nU7LQk4Nu4aqVs3LRBCeM6SUlOum0gncUgYA5kEnPgHdu3yROP75KKVeUSp2SYfTbxkSTgD9cQeXWTpk9EV7YcWUrQPo5kOjg4ODg4ODg4ODjcDx4o0fRJpecTGCMJCQmSkZ5mZqMRSiAhaWgrfZIJ3yEgzuLtSjwi5JHUwcEhC86DrybRYJeVLZPly5f9yf6YfiCgiUm0p5N23/TUtEzp0dXTIz//9a/ln//1X+XgwUPm6xmpJJA9Pn3SS7CbilWrpKykVAmr51c6p2kSqfXb3/yGvPz8c1JaVGT7MN7LvouQ4lXlK8w3sriwQHI0HyOZSpSpp5nURkSYOe16bQe2+KDtHBwcHBwcHBwcHBwcHmY80H00IY9d3T3S0tpigXAgmpiOYq4ZrMQObefg8LCZia5cWW5+mU89sdsI1o3beUDEML2tqa21T8gkfptrV1eZr+FiQBbPnDsnZ8+esyi3Q8MjZqp7We/9+JP9cuHCRbs/SokfW3dA5ihDUnyC+URmZ2ZJWWmp+V4W5hfI6ooKWVNVKSvKyuw6COYXJYDUAw0oB2ncTBvKeW9fR6dpdHBwcHBwcHBwcHB4+PHANZpzc7Nmyrp4Q33llxKsZIrIp4/vfEx27XhMHtu2VcqXL5PkxCTT8t0I7sNfsaio0IIDRUSgadT05+ctn8XgWs3OPvHH7O7pkbqGRqmtvSqdnZ3mh8kFYZpPXGy8lBQWybLiUsnKyLCAPHyWFZfIuqrV8tjWLbJx/Tq9ptB8KDHndXBwcHBwcHBwcHBwcPgMD5RoQgKnpiZlempC2D0Dk1f8LPFHhHjyd0lRsayuqpTKVStNW4gv461ANFY0nps3b4KrysTEhGkmbySaaATZX5PznR2dcvHiJdmzZ698evyEXK2rl/j4eFm+fIXlXb5suVSUl0tiQrwRWUxX8Q9Fa0k0VjScfIfYOjg4ODg4ODg4ODg4OPwpHrhGE+0hgX8gcEQ39bSNnkko/2frDrSEnqno7YsHQcXXEwKYnZNjfpykfSPRJM3yFSvkqSefND/Q+bk5GRoakkklpkSMxb+T7UTWr1tj/pIQzBv9PB0cHBwcHBwcHBwcHBzuDg+UaEIoZ2fnZF55IGaqRJAFN/DCuwZRYwneMzQ8bOa1kEg0oD5xXQyiuT65e5esXVMlxcVFkpebI8uUVC4rK5X1a1bbUbVqpcQpybyZqa6Dg4ODg4ODg4ODg4PD3SHo2o3qvyUE/pGf7D8gFy5elNm5GcnNyZOXX3xRkhITbkoO7wTMZFta2+X4qdPS2NQkBXl5smvHdsnKzFi44vOYnp4x/0z28OzRT4gpAYkwhyXqLWa8d9KiOjg4ODg4ODg4ODg4ONweD5RVoYGEHELooqM9P0f8J78IyQSQQrYCQQOZm51lW4Cw7+StgAY1NydbSouLZNOG9VKxaqUUFeRLgt7DFiuOZDo4ODg4ODg4ODg4ONw/HiizQnk6rwfEEoKIn+YXJZkAYpiYmCBVFStlw7q1kpGRZoF77gTuwwcUP8z7yd/BwcHBwcHBwcHBwcHhT/HAVXghIaFyTbMNDgqVmJhYizb7RQFJZA/OvLxcKSkpXtiP02klHRwcHBwcHBwcHBwcvkw8UFYGCWRrEDSJaBTj4mIlNOz+ortCNkkvNCRk4YyDg4ODg4ODg4ODg4PDl4kHSjTxx2Q7ErYhwT8zPDxCgtlQ08HBwcHBwcHBwcHBweErgwfK8tgfMzcnS7KzsiQhId4IZ1Cw85F0cHBwcHBwcHBwcHD4KuGBEs3Q0FCJj4+XoqJCSUlKlujIKAlxPpUODg4ODg4ODg4ODg5fKTzQfTTB3NycjI9P2F6WMdHREhsbs/CLg4ODg4ODg4ODg4ODw1cBD5xo+oBw4rPp4ODg4ODg4ODg4ODg8NXCl0Y0HRwcHBwcHBwcHBwcHL6acA6SDg4ODg4ODg4ODg4ODgGFI5oODg4ODg4ODg4ODg4OAYUznXVw+ArCXuugIL7Yd3vJ7VUP0o95mV947YkEHcx1Cv86/gpaOHcv+Hw+t0jDP7dwjcHK6X+3/xwcHBwcHBwcHB5xOKLp4PCIgld3anraAmvNz83L3PyczMzMyuTkpBFJ9q2NjY01wse1MzMzev2UTE5M2f0hoSESHh4mUVGREhwcomnMyvy8Nxxw/7ymOzev6epnkP6LjIyw6zxWqGcghcHBck2vmZzSdDVffiLN4IVAX9wLQkNCldSG6D3Bmvb89b/n9V6vfJqWT0I1kdnZWQnRa4x4LhDRzwjyQt4L1wdrmsEL2ySRNmnauRA9Fq7hLvuuh3fGw+Lhz0+Pc+TDX5wjbfuNEwuXc41dTXr6xU/m+rnFnw4ODg4ODg4OX0M4oung8AgCAtjd0yMd7R1ypaZWWlpbjUjyOkPSeKshQBBAyOOckkgjfQvkxyOU1yQxMVESkxKULIqm0azpdSoBDZakxGQljOESERFp14WFhdt2RJFRUUYQIYoQMEjdyMiIbVdEvuQ3MT5mWxhxHqLL9aTjf87Ozlj+ENmg4CCLPk15IyLCtXje32haKVtUNPmF6e/zMjU1LTN6L2SP3yHKHkH2CDFlMQKoafB7mBJtTV7/hoRqu3CdHlxH+cPCQpU8Rxkxpq5RkZHGI60ekHW9jrSitd78xt/T2sYQ1oz0dMnKypRwLRt5T2m9gzUz6uGXh3pEaLqAdKyuWl7awQeEmPPAH4ppV58UA/88f1k6C4eDg4ODg4ODw8MMRzQdHB5BjI2Py4WL1XL8xEmpb6iX5uYWIyRoHSE4s7PsVzuuZCxUYmNiJEKJEiwIsuVr/yBvEMJI/Q1iNqrEcGBgUELDQiQyIkpJ3awRRX6H2EBklT/p32H6d4jMTE8ZMYuMiDDtIWmRd3Z2tuXV3NIiQ0NDRqwgdmg/IWyQsLHRURkbG7NzIXovZA9CSDlmNR/vfIjMaRkhjPztE78wvYYyQTRHhkc9Qky9lcRRRsguhDJE75mYGDfiyBGq6URoWUM1Xepm5yibkkWIHb+Rp0H/9okw/ygXaU4ooeaABK8sL5fkxCTp7++TdiX8lJN6oImFeEKco6Nj7FxcXJzVjzJBcH2iGBMTrUeMzGrdIOa0W1pamiQnJ1pZZqZnrKyUk79pR4hvxAI5Ji80yrBQyulrX0neSu590XTtP0vf+33ht8Xg3MJXBwcHBwcHB4f7hSOaDg6PGCBcwyOj8uHHe+TsmfPS1t4ufX19RobS0lIlNSXFSMSokrl5pReeuStaUMgX5rLh17V2XMd9EFS+j2i6mNCGhoUrJwkyTShaSCN9+j0kOEyiY/Tv4FAlQNNWFogQxGpU7yWtnNwc+2xuajYySb6wnMioSImOijJCxn3Xrs15hG9m1gjdoJJcfvOIVaiRRD7DIILhoVoDT9uJSXC4kjhI18TYhP2NxpXfZuemPc3n9LQRLMpk5rZ6YM4LYWPIm9K6Y3YMSQ7T9oBEkhdEmOvQREJYIW4QSwAvI23qGh8fL8uXL7fPwcFBJfrNSrTHrEwJSkLR2oKEhEQjlmhO57RekGzKC+GnHPFx8RKlbTKvbQQpp6xJSYlGTK/NX5MJJfNoSmNio+1vruO3BM0XghoVHmXpUHfaDiJrGlE9oqPR1npaYupv2lz9pA0iwr3nTdp+WbiH+zlv9yg4z7MC3vXeIoVdY98UnF+43sHBwcHBwcHBhyOaDg6PGCBifX398stf/1Zqaq5Kb2+vkZU8JXhPPblbiooKjTRNK5HC1BNKMDE5ocRzzAgmpASiwHeIA0MAhClZCQ7pACOOY+Om4YRocR3EBqJoWsEFDRsYVILUPzBg2jdICaSVdIw0av4TE5MyoGQMgpWiJDgjPW0hXyWpCxpIfEshy5QXTSyEt6enx0hfVmaGJKckG0kbGhq2PBITEpTEKUlTEgyB4j6ImOenOmN1M4Kkoxt+m9RheHhECfqwtQsmq2hEyYtrB7T8Y1pfTHUjNU3IHn+THkQ4QfOjvsPDw6Z5RFOclJRk9/f399s5vx25jvP87bcx7QkgfmhDSYfy0TYAwkeboanleu6jHjOaf0FBgVStrrByNzQ0SFNjo93DM44Mi7J7yZdy44M7MT5hv6VrO5MX95E/5YGQx8fH2TNEYxscBnEMklAlw5DP0IX+gNY4HBKuz4zr/GcdHRVtfSc2NsZ+R2tLXwgLUZK70Ccov09DfcJq/9f/2XlHTB0cHBwcHL4WcETTweERA8SsvbNT/uVffypnz5wzYX77tm3y2PYtUlVZYZosH7zeEBo0WXxHwPeFf/tND4R/TF/RZi2G/7sRNoX5E9r9cIXP0uDwvusBs9P/7Gf9H+TPI5RK/PQCTD4hL4vx2f1o3TxfS/P1VHIIiTTNXVSkpQ9h4neIEprCz9eHg/u9Mnll9aLsYkp8nXwqMMUFZg47OSld3d3S1tYhcXGxZmqcnZ2lZNHzM8VMOSU52QgdZJ3rjYjr96nJKamrq9d05yQ2Ls58N7s1rR4l/xAuiCUEu7e3z/KDAMYraW1qarK8IdeUCXKempoq0ZjRzs1a3SGaaEEpQ3aOpyWO0HZAg0q9bAHAUhUtc6w9Q0gmmmzyTtIyY4ZM+hyQUJ4D2lpIIs1Gu0AUIbgQTfJmwQANM22MWS7PEA0ydY2OidYyzRmBDQsLkYmpSQmPDJfYqBiJS4iTtJQ0WxSIUUIKGQ/XAwKKppcMeVJo2CGyPD/qZGftP56XXsD/9PlZv+CehftuBOcdHBwcHBwcHl44oung8IhhVIlPU3Oz/MuPfyytzR1GoHY/vkt27dwuy5eVXdc+PcowwqkEEYoBEQoEIFsMdovpiQUlUpKIGe20EizaznxGw8I9zagSL64x02L9Z2R1Ycj0NaednV1WXnwxk5SA9fX3K9n0tLGJCfFG4rgGrSvAPLeuvkEIbIRfLH6W+GqilcTXFEBkOdAEo9lNS00zIhmqhG9Iz0G+IWlhei9mwhQJIokWFgJKuXyzWb5jygtx5hrzFdWyQXT5HSIO+eN6pgMjp/rJgsA10xDP2vfxsTEj09yH7y6ftGlYBIQyQkLDgpXwxkl8YrxER2r59O+wEEitR7Yx0Z2ZmtFnMC9xsXFKhBO9eimppTxmAq1tCEkmXUg236knv1M2nhUwranWw/vkiUJMxa7DB9fBwcHBwcHhy4cjmg4OjxB4XS0QUHW1/OwXv5CO1i4V2mPlySefkK1bNklRYf6C4O3wIOCRH0/rixbQSJISqolJz78T8mTn0LQqGfUG22umNcQUmGcFMeKT+73heIE4abrTM575M2TPf6wQLEgt5A/y62uMMZHFZBeSCLmEpKJ9RKOItrJ/oF8GB4eUuPYagQZRkVEyOeX5q1IHNKOe5tPLE40pv/vlNbKu6XsaXU9zaoQ3OFRmr83JrBLJ6Tkl7HpnUKjePXdNwpVY640W8OjarNZpbkoiIKZKUNHgQqDxlYXo4n8K0HhCZPVG057ymwVr0jagraiT5a1tgDmv/a3tUpCfL6kpqQFbnHBwcHBwcHD44nBE08HhEQKvK0Tz3MWL8tOf/1xam9tsK5IXX3heNq5fK4VKNB2+fPjDaiBIP2n56UEiSXOxybAPfjNTV77rJ2QQsmZEUAkZpBMSif8r5r+aqBE78+HUA3KJDy4+wJzDrBYN4qSSZn7jHAdBpEhjYHBArimRJB0tjGlWIbf4rHK9aRcXtqYZHfF8Ya2cWjY0qJR/an7ayoxWE3NmI896HqIJkdT/rPwc+PfGKxGev+aZQNs2MpoedeDA9Lt8xUpZXVVpWuNAtL2Dg4ODg4PDF4cjmg4OjxAQsEfGRuXEqdPyi1/9Svp6+i3oy2uvvipVlaskKzNz4crAAC0WQwRCO2I7wr/DowuepWkl9bvRMMgY5/Twn7MB/sg/zs97QZYgrZ65rKcxhXSa1lH/Jh3IZWtrm7Q0t8jo6Lj1Fa4ZGR2Vzo5OI7OQQSOJeg9/j0yOKllUoqlJmE/oQhm41/cR5W/OEywpNipa7/UIK2kDSChEk3TZcua555+TxMSEP/E5dnBwcHBwcHiwcETTweERAoI9EV73Hzokf3zrLZmZnjOi+Z033pCy0mILWhMIMCxAJnr7+6S3r0//9swZ8/PyJCY6euGqwGJyalrGbd/LOQkP8/zyICSxMdH2PZBg0LtR30WdOYxU+4TL4abw22oxvD4zZwQQ0kcb8vymp6ekv3/QNKN6kT7jSRkbHZPhkSHpGeiTGb1WL7SouWPjY3admeXq/d4eqxHmr4nv64z+Rrr4s05PT8rEBEGjxiQ6Otb+Li0tk+9+5w3JzMq0/urg4ODg4ODw5cERTQeHRwj41nV198i+T/bLBx9+aGSJDf5/9MMfSkF+nu2veL9gSMAvENPLM+fPy9V6oqrOS0JcnDy1e7cFvAkkyA/NaVdPt1TX1Fgwm5SUVNtCI0pJRnZmZkDJrb9vJDAfxwXa6WvsIDJEx0WrthSEk7xNq6ifBAz6qm31Qb0Wmlfh1RV/Tz6BtwUN+7hixjsis/o35rUQSrbhIWhRT3e39r9p02ryDCbGJ6Wjo0M/PU0pwYj6+nplYmxSuro6JSYmVknujBSVFMv3vvdt2xIHTaeDg4ODg4PDlwdHNB0cHiF4RLNbieYB+fCjj0zTl6lE7H/7y7+UzIx0i3B6v4Bs9agQf+z4Cbl46ZK0tLaawL+qvFzeeP11SQwAmfXB8DM6NiZ9gwPy9nvvyVkltmizbAsOPapWVchLL7xgZDMQGioILT6EPX19piEbGhk1bZlFaFUCk56aZntopiYneWUI+/xWLPcL/B+JUAtZwi8R8sX3r1ukVJ67b65rW+DoPwgllJsZyUj/grkupNQz1Z3Ra7z78TetvnxFWppa5OTJU9bvacsVK1fIG298U1L0+dGuDg4ODg4ODl8e3Ezs4PAFgSDsa2nuBdyDxtB83O7xfhPMVRBHE4ZgHhYarEJ2uO0zSSCVQIB00SZdvdogQ0OYMCrBu8a+ilFGiAK5NkVetMfQ8JDUXq2RlpYmJZrDMqLHxOS4tHe0SXt7m4wpGQ0MrlmE0p7ebrlad1V++7vfym9//2/yh7f+qET3HTl07LDU1tVamZaC/JFuXVOD7Dnwiby/52O5VFMjA0NDXnCeJQLPC4L7RfrqUoHnjg8lbcx+mra1SagX9Ie/2U4GLXZ8XJyRxvS0VMnJzpTsrEzzQ87Sz8qKCiktLZHoBW03iy4EAWLRwJFMBwcHBweHLx9uNnb4WgBhG1KH2SRBSMYmxk2Txif7GaJdWQyuZ2sJM+WbmDAiwH22V6HeMzwyIsPDIzKkn3dLEsibiLH4PLa2tkpbR4dp1yiH79d2J6DJsf0Y/fIGhZjAjpCN8B4QLKQTFHxNJqfGlZhBBmct2EsgSaYPyg05oA4QDXtW2lZ8J08O/g4E2AKDPTIh6qNjozI3M+s9V33GRFOd1/alPJ7GMbDDI/Win/X09kpDU5M0NjdLfWOjdHR3maZ6KdqWPk9/mZyakmklm6ZRfYgI591i8TPBb5PtSyCkMbEx9un3D/rMV80U2cHBwcHB4VFFyH9RLHx3cPjKAfKGkM22CwMDAzI4NCQdnR3SqII+Qn6zCvsIrwjgaFd8cgEpHNJrMa88dea0NDU32X1Nev2V2ho5c+6cacSGh4clMSHRNCl3IiaUoa6hXg4fPSqdPV3SrQRDGY/9BsVAgL4dYYSIjCgpvXCxWuobKHuLsKF+fk6erF23NqBbOgxqWS9duqhEuE+GtR3Yg7G0tFRKS0oCHgyIukOgqc/c7LzEx8ZLclKyjI2MSVhomKxds1Zys7MDorGlfXi2be0d2heG9Rl0KrmclWklmTHRUZKRliEZ6elSXFBozyLQYKHizJkzcuzYUenq7NT2HdD6xkoaPqkxMQF7foC+T8RXSO1pzbOhpVl6e3pMEx8fG3fH/vpFYQs62qa+LywH9Qpk3egzpD+j/abuap35erJYk5iUKFVVFWbq7eDg4ODg4PDlwmk0Hb6yQNAmampDc6PsO7BfPtzzsRw4dFAuXb4sbR3tRhxPnT2j5/fIoSOHpbO727Q/aJ3QErKdAsIxkVA7ujql+spl2X/wgHzw0UfyiaZ35uxZSwvB/W6EaLQufX195vdYV1cvNbVX5UpNjTS3tppfIr57t9NqIcBPTU5Je4cSFCXNc/PXZHLci8IZUCFeyzA7NyOz8zPaHpOm2URwn5yYsDYNtN4NwoP5Y1JSkn0mJyebZgqE6Cf+d3wGChBITDWpy+z0jExNaB1pP21PTHSpZ1Bw4NrTB+1KntTXSKCSo0602vosWejQQixcGRj4edTX18ueffvkrT++Jb9/8005fuLkkpnqUkfeF7S1B/SdOnH6tLQroTYtfADhtxR15C9IJppvCK53zsHBwcHBweHLhiOaDg810FpguoqpKkIzwuTdAk1mpwq5p06dNu0jGkWE0IL8fFm5olwK8wvMBwwfwEvVl4xITk5NyuxCHviMJSUmSW5OrsREx1hZICLj4+NWDkwt+Q7uhuhBXsIjwjWNURPGIahoISkDRA6N3Z20TJBg8iUwCtci2AeHYDp4e5J6r2CbirkZArUQoCVEYqPjJDE+wcxOA03BeCbWnuMT0tfTK8ODQzI+OiahwSESExUtcbGxAd0TEdNKopZGapuTN+QkLCxCCWjYZ88x0GxaQf8hki/m2Dw78uJ5UneIkj7AhSvvH0Zq9UCD36/9vq2tTWY0D3KgzoHsK4sxf23e3tVL+i6dPndOzl28KJdrakyTG0gC6NeDZ8cjm57Vd1bfLwI43ekdcnBwcHBwcHgwcDOyw0MLhG/MXTFVPXr8uG19MaIk7W6Ahgjfx3MXLkhza4sRsezsLKmqrJRVK1fKstIyWb9unWzeuMmuPatC8fsfvC8nT5+yiKsI4vgNQnJWrlgh27duk5KiYk05yMilCbgq0MbHx5l5591oo7guPS3dNHYQ2NSUFCnXtAsLCiQlKemOEU7JwQiCfkHL5x8QFtoqUH6M5AH5GRjot080gGxpUlxSbOalgQbkCxPS9o4OqdFnfEGfWW9vrxGGvNxc27Llboj83QL/TPYbRWtKm/ntCKKjovRYmn1CeUZDw8NWT/Klf3GgqcbElT4VSPAcO7u6zFwWjTla4UR9jhyBChx1I6gDCzbnzl8wbT3fDx89Ik3NLUa0Awatm99PbYsY7SsExIpPiL+uDXdwcHBwcHD4cuGIpsNDCbQVkMqG5mY5dPSoHDxyxPwiJyYm76gZQYjHNLCts0PGxif0TLAK1wmSlZll5C4qItI0H2wQj3YzMz3DTDYhAW3t7SackwbkBpKFNjM5KdG298C8k3Ncn5CQ4Am1yoHuRIPQ9BDwhcBDHrGJsE3n09PSzOcRwnFHaHkQ5Ce1DSAtnuaGnDn/xSLg3gykQx5s+zE9MS0h+i9a2wpydr9+i5ADI8t8t/975MTXEtPuaGwhQ+np6dbekCL/nkCAFoNQes8vXD+V5Gv787yTk1O0nilLYjpLu6KJHhwc1voEWd7BWprQIH2OWj80kIECdaHNIJi8C+TNgQad9gwkcV8MFl8ArsehocHWT80iYXQkYP1zMWyrGO2T1CkyMkpiYmL0bzetOTg4ODg4PAxwM7LDQwnzR5yaNtLX0tZmwWiGRoYXfr01EGYJmNPS3ia1dXUW1RVhF5JZXFgkCfEL5FBB8B/MJ+Pi0EqGWmCf1tY2C/hjPnMLQCiHlBKgpqiw0MwuIUVcPzo6Zt9vBwR+CPJVLQ/+mdSNPDHJheDcLXmDGnDt1NSk1QtTYsgmZf+MdN4alIP2gczxuZi88Y1zduj5mZlp07xSPvLBBBNfRvY0vJH08ffNDj8vDi9wixf1FGJJG3jXiRERDggmbc3vPLPu7u7rvquU6Xqadu9ned8LLA09erX98JclH/LDJDpRiSfa7tzcnICa6vqg3NTfz5O6QKYzMjIkUQl1ILdT8duFBRHyQWtMH8GcnHrfqc9+YWi23nPyTLypJ/ne63O6E0iPdqQe5OER52v2bnu7cTo4ODg4ODh82XBE0+GhBKIiAuq8EpTpySk7VFI3AnA7bQxaQ4jR+fMXpPpStZkkojGsWFVh0UTxh1yM8PAIKS0pleycPMFPr7OrWxoaGs3sFgHdB3miBatYuUpysnO1bKEq6JLXqG1zsvjaG8H2Ga3t7XLy9BlpbGxWApcqRUUlRnyNJN6mPotBGWy/wbBwE7L9vSUxF0RTxZYPtwIEh/0aCcxCYKOBwQHp1wOCR2Tdnu4eI3a0XV9vn7S2tMvs9Jy195i2YXtrh5w8dUYuXrxk0WEJSDQwOCRDWvf+gUHp0vs5unt67eB7m15T39gk9Q1NZjpJ2/Jbb/+Akh0levp5ta5ejhw+JqdPnpHJsUnJzsiW/Jx8SYhNkOiIaLlac1XOn7sgHe2des+Adz9Hrx6aBkSfY1L7h0+g+ST4DO0OsZqcYluaGSN6EN4erd/BQ0ekpqbO9gbl0aFhTDJtZrI9EyO3Spb8e4wg6yd/c5CPT36NWHEs+u1GYsXfbK0SoX0sXusWERYpUVq/wsJCW7xIUpLrawPvBTfmAzjnl7OoqEgKCgpM4wch881o7Tr7f2Bx7ZqSaW3rUOqibRgersQvyMvpdu/tvYJnQ9RgFnvosxP6nMdtIUQJtOOZDg4ODg4ODwWCVChZCnnDweG+YEKxEiCiVr773nu23caKZcvkP/zlX0qmEsZbCa0QDLZz+HjvXqm+fNnIIcL2G6+9ZiTiRkBK6hoa5L0PP5RTmheRZrOzsuTf/8VfSEZa2p9oG/sGBuTop5/Khx9/bIGGUlJS5PlnnpGndu++7ue3GJAdoooeOHzY0kdDyEbzFStXWj0w9buTb6YP08QpSfq3P7xpW5w0aT2T4uLlBz/4nuzYsc3qeitAuD85dEAJ+Hlru6REiA3BdmJMczyjgnqHEsOoyAglsTNWN9oGH9mJ8SkT4DFnzcjKMJPf2LgESVCCOzeP2aunjWRhALJr2qypSRkfG/e0WpoOZJq6R2j6EUruffPNQUinkkbMO8kPjRR50e4QNjRxKSnJZuaKdo425n7P5zDEyoR2OD8/zzSwpNnV2SV9SqJZAGCPRZ4peUPMyQOS3NjUaOSUCLOUkTwzMzNlxfIVkqj1Sk1NtYM8YGRTM1MSGhIqsbFeGdL0NxYtMNvk/o6ODiPt5EVZIwiapGXBRNrqqv/YP7WuoVH78/vS2Nhodc3JyZEtmzcq4SyQ0uISKy+EFMLG86btWGxROmvloI3Dwz8zfQ3Sa6kT5znnD+ez2naUp1uJJVFn/9c//qMFnOLaZ59+Wr79+utWVp6Ln5YP0rBUFj79X/3r7Hc9qPuNbyHE/qO9H5s1Ab6283oBfs7f+da3ZfP6DQHT2tJnL9fUSm1tnezds9fGipiYaHnpxRfkxReeNdN4BwcHBwcHhy8Xbh9Nh4cSaJTw22tr75RLaCaHRyUrM1vWrVljpqs3yMbXwX3teg9BSNgHExKHJrNqFXvr3Vz4hCjVXq2T7q4uu579DNevXbuQz+cz8v++eOGiaVPQfuHTx/6SNyOaEyrso82sra2V0ZFR0/ZUKdEsKiiw6zHdvTGPWwHiAXlgWxRMitHkxChZWLO6ygIK3VajqUTqYvVluXLlipJOTwuJOSztSoTXMSWFdXVXpae7X7q7ezStMCVhEEyPSEL8+A65wAwY0sbRoeVgT1L226RsPUoaOTDtpYxoSyknEX/98/xN29m+ploO0sPHFOLFdz7RFAcv7DFKeQgW1KkEkt8HFsrO36TTo2SK8nV1ddu5+voGqa+rl8vV1TKkeXV1dxt5Zi9JzLAhfJBMyNL42IRcU2JMXqRLn7M0Gpq0fpO2aMH9DY1N2q/a9d5e6dZ6oOGM0n6CJg0t8cnTp03LCrGDbKFlpc4hSk55bhBBCG5vT5+0tbTK8OCwkXvaMy0tXaYmpyVOCTz995rSNxYoIN89WlbSGdVyschBfWaULPJ7sLYT16J9N42rkkvKo5nZ7yzW8EnE2Rrtf/QzCPqyZctkuR60GW3ga2MBz5i/+WTRhn7DNaTvf5Iu56nTtYX7AL9PTk9JnRJbAklhosu+qGEhYVJeXm6BnQJlkozP8+DgkPUH2p7yxMXFyvLlZVKm7+KNC0QODg4ODg4ODx6OaDo8lECQxOQRIR8hGQKQkZ4m69evNQ3JrYBgfVGJ6cVLF41o5ufnm1BdUlJ8S+ET4RvfzFYVyNH6oEFbXVl5U6KJRgYNFQSKwEHcyz1lpaUWgRbh2wfCO2Tq7LnzRl6SkhKloKBQNm5Yb/6A90IyAen1KFG5cPGikQ80adGRUVJZVSkF+Xm3Fa7RTKEJg1RhXgxBG9I0ENbbtd5oMCFKBAEiXTSJHHFx8VY/yskz8APLkBdaQjO/1fMQRbRw1B/NI79BSLiXc2jP0D7yN+lCUifY4kXv437SRNsGCUV7DXnkPAf3ol0kXdoeUkHaHuGZtnuzs7NN08ozP3XqlD5Pb2/SMC0HaUISeRacI39IEOfRjvpaVOpIHmgR+/shiSH6jJUUaluRHvdBBCHVY1ouyC75oSU+fvy4EW6ezSUluLU1V6W5pVlqa6+ab+5lJfjsX3nlco3VzdeuQvDn5739VdHAsuDBYsDpM2fl7NlzcujwEfn0xHEjb/Q3iB7lpOw9Pd2aZ7M9OzTW1I8y0I/xM+b822+/bYscpE/bU08WJTIyM41I9vT2K1Ed1/eG7UFCPJKsdYPUQvZntK8EaTvQxuQbrmn42mhPd7qg9dS/9X/WRhf03WORgUWFqCjtC3p9UXGxFOTl2XV3ayp+O5AnizgEVmpoaNC/gqx/bdB3Kzcn63PvoYODg4ODg8OXA2c66/BQAoG6W0nVaRW2337nHfMfhPz97//hLyUzI33hqs8DYRi/QUxLDxw8ZH6Mux/fKds2b5aV5StuSsTo/i1KIj7cs0cO6T2QlWIVir/zxrcsUMvNRGLILGawf/cP/8uEe0w2X3/tNXni8V1GinxAhNjmYd/+/UZM81XQxsRzy6ZNls+9andI72p9g7z59rumvetSYT42IlK+973vyNZtm29rgstLDmmDRKIlg/hALCE8aFlDgtBUTkh/74ARKUx0EdYxSwUQFCLA5hXkGembnkFb5pme4gtIsKS4+Fgl0GyfkWCErKu7y8xnaS9IFeaj0BLIpRGOkGCZmlTSp23D7zxjtG/Uk/bBf5FtVXLzcq1dm5U8US6CIUVofhCeRNMCzmm58o1oUMc6JXZoFCFa4+Njep1HeoODg8z8FSLJdfQH6gjRnJ2dt08jUGjmtJ2oZ2R0lOYdYW2dloZvbZGVJTEp3vob12IGW63kkjYaHRm3fGhwS0+CrZzz+hsknWsgfHOz1ywvvufkZkmEpomGG5JN3vwWqfmiJYa042dJmSdmJixPyk6dRP8jTc5B8ign30mXfmkabCWlnCMNzudpP6RtIekTEywoeEF7ML0mXTSalIX6Wz/Vc2guaeeExDgzSyUdrk9N8SIRh4aE2TsLuX7v/fc9Tay+G34b79j5uLz64gvaT8Ktn/JeUUeOLwL6XEtrm1yprZcPPvzQ+jHP57vfel1WLEdb64img4ODg4PDlw2n0XR4KMHWGgR7aW1rNW0OQnRWVqasX7fWTFtvBgT/sYlx0yASsAYhd9XKci/YSlLiTYVaCBhaKcxRG5QwRGvaaWlpUlVZcUufR9Ihr6tX64xEIaTnZGfL8uXLr2t7AH5kV2prbd9EypKq6SIMZ2ZkmCB/r0I2BABNZk1NrREQiEd0VKSsWVslOTnZtyWu5ISAD0mg/TD3ZV/RrIxMI7+YNaYrgaecaD7RdEJ4IEucg1iULS+z9ly2rEwJV4EUFxXavaUlxXaUKEEvLi6UvJwcWwzIyswwv8cCJYFos3I0v9zcbCPcfMe/FXICuSIftI2QXdqT9uH3DE1n7do1lm6yEsnU1BTLs6iwwOqcpyQUbXWFlqtYy5Smv0M4uQ5TaerJ9ZSNc9SRvDCdZSGCugGIK4SOA6JcqGXG549AS0Qqpk0grPhoxuvfcbEx1t60KelQdtqYcrNXKlp30qY/QHogaRyA+kHMfK0vAanC9ID40c994qj/Wf8kHUgj78SMEviZWW9rGzStMi/2nMiftLiXfsXBffRtznE9+fkLIf51mAtzH2WDgPOdfsXf3E95SBsN7rAS1uGRIVsYIE80ohA8ficQD1rV7q5uqW9o0L89bTRWAaQTGxsnmfr+UifMzWcxEdY/6NPkxSd/a6Hu6r2A+A4ODdoYUXv1qrUdbV5RsUr7gOer6+Dg4ODg4PDlwmk0HR5KILheuHRJzl+4JIePHJFpFXghmT/6wfeVPCQtXPV5QP7wPfzJz38hBw8eklAV8r/77Tdk4/p1kq1C7s2ETwLXoNF869135ejRo2aCWa6E8Y1vvW7Ram8FtFMHDx2Sg4cPS82VGqmqqpK//Is/N5IDmUNoxyfx/Q8+NLNN/O+WlZUZOctW8oWJ5r0Kw6R5ta5BfvHr35hmD6KRq2TuB9//nqxY4fnc3StoM08zB6m5ZqazRIT91S9/K6dPnzVCkqskdJmSzFdeeVHS01NNE3k9iAwHJEHTojYQGh/+0MLn9UP/5jp+oj4tLa3y81/+2iL90k6QQMqDNo322rFju2zauN7MjAEm1ZYI3/U6iCoaRI/QoXnDj3BG5pXI8LtfPsrKogC+h5iz/vZ3v5empmYlSePXFwcytS23bN5sxBjSilkrafHbtBIZ2gWzYwI4JSclmIaXcrH/anNLiwXtwSeTfVchaCwKNNY3WllHhsfNhHVciRkaRjSFkPeISIhrvBI89tcckKBQSL1HeCGo1Dc0LNS2wtHRWoL0HIsMY6NjtgAzoeU3oqZ1NbNfaw9Pi8rfV5WEUV6ugRDznWcKCaStbWsfvRbw+5zWjzS4DqIPMSVtnwBz8FtkVLjlQzToxLh4qwP5jWr/4TmSFiSU9ue5B2sd8NOMjYmVFfp+kYb3aGYt4BJRkxM0HQg1fscxUbd/P+g7BPGqqa2X3//hTZm1fpoj33njdVsMCZQvqIODg4ODg8MXh9NoOjyUwCyzrqFJOrs6zQQS0ogfZMWqVSaI3wweIZiRKzU1tpUGwUEwg0XDhrbjZoIrQjCEABPDzo4OSc/IME0ZwjCC+K2Aryb+agjUzUqWSLm8fIVE4vOnZUUwJzAMwWS4BjNciBPaTITqL0QKtawEnvn0+HHzn4NgZaaly+o1lUp8km4rmN8K3ANhgNRQJsgPWrnm5lbzfUNzxblkJffmHxsXY9dxD/f6x82il37ud73e8vE/NT/zdw0Nk+rLV677nKJN9s02CwoLZOWK5aYd9fIMsvu9snoRbj1No5JMPe/lE2TPjXOehvKzz6ioSE07wgjRlSs1RlYIEkSUWIhYWVmJ/PmPvq/PqURSkhP1maVZ3mhJ09NSjcjQl9DUUk7anMUISBORigvz803TCmFFc43GeOWKFbJSiQ+mqq2t7TKhBA8NIPWBwFVWVsnmzRtl+fJlphFftcrTwHNg6rqifLkS7Q2ydctmqapYZe9AvhJ/zIlNi166zNInGBVaaXxOTXMZHWVtwB6dkED6IO0OOaa8tJERXb02ITHBNI4++UNLS5AirueZQBh9Ast3iHJvb49F2h3s7TdfTEx2OfDt5BrqxvUQWp4LkZcxMW5v71CSGmX
1 - cos 2A = ?