পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
There were two people on board. (Complex)
আমাজন বনাঞ্চল কত শতাংশ অক্সিজেন এর উৎস?
দশম শ্রেণির ছাত্র মাহির 50 kg চালের বস্তা নিয়ে 0.5 m s-1 বেগে সিঁড়ি বেয়ে দোতলায় উঠে। তার ক্ষমতা কত?
Choose the appropriate sentence
পরিবেশ দূষণের সূচক হিসেবে কাজ করে কোন উদ্ভিদটি?
‘দহ’ অর্থ-
3x + 7y - 2 = 0 সরলরেখা উপর লম্ব এবং (2, 1) বিন্দুগামী রেখার সমীকরণ নিচের কোনটি?
অনির সমাপনী মূলধনের পরিমাণ কত টাকা?
বাংলাদেশ বেতারের সদর দপ্তর কত সালে শাহবাগ থেকে আগারগাওয়ে স্থানান্তরিত হয়?
গণতন্ত্রকে দায়িত্বশীল শাসনব্যবস্থা বলা হয়। কারণ এখানে শাসকগণ- i. জনগণের নিকট দায়ী থাকেii. জনস্বার্থ রক্ষার চেষ্টা করেiii. সততার সাথে দায়িত্ব পালন করে নিচের কোনটি সঠিক?
গণতন্ত্রকে দায়িত্বশীল শাসনব্যবস্থা বলা হয়। কারণ এখানে শাসকগণ-
i. জনগণের নিকট দায়ী থাকে
ii. জনস্বার্থ রক্ষার চেষ্টা করে
iii. সততার সাথে দায়িত্ব পালন করে
নিচের কোনটি সঠিক?
'Bully' এর অর্থ-
ছত্রাকের জনন-
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rGYSxCEiMFkZuMIu8LlMm5X1rdmv+qtENX0yZMna4nqq03qa+q8iktLBhQVFTm1traqaGpqUkeKFBmbGMeoa6vtCg9fVdIGqpeXjBo1SqmhprJPZUXFz/n5+U5VVbUKI8Nul0PDhs9dvnrdg7Y+B64DARAAgXcRgDD0LmpwDwi8QeDIkR1qhIKuV1lV63flyuXh58+dt6+trVciCAzDCbxSoCq4qKyscpVOo9VhOK5TV1vTo7auLkChUChpaGg02Nra3TU1Md6lrq6VIkEoRygUvtcGjImJiezq4mKt/KJ876ynT78oKy01xTDUwOcrPaQTtMcsLvsJT0WplMcTlMXGxr5xntJXX31Fl0obtPOePg9ISbm/QCyRmagJlAkzMzOplqbmaUMjgyVRMZtS3magTJ8yxfzajeSfnjx58oVMjnBTY8Pz48ZNmLVQKMx8m+fAtSAAAiDwtgIQht5WDK4HgTYI7Nu6Vb9FKtUoLsz3PpaU9M3jjMdmcjmikwghJT4nQ1tL5xiXx8mUSiQSDGHaza1iq8rKisDGRpERn8+RGxoa1hkaGV11d3KNVuum/HTKlNlVbSj2lZckJiYyyl680C+rKPXIzskOy3ycad/Y0Finpi44a2lpe4BHoxUSqqqN8fHx0rctY/6MGSb7EvfEFBdX+FNvvYyN9JGmplaqva31Ai0Dk8vh4eFt3hpg+YIFasfOnPo+Ne3hTAxDNGdnl22hI4evnTlzQc7b1guuBwEQAIG3EYAw9DZacC0ItEFg9+7dStKmJq2m1iaTa1eTx128eLFvfYNIlcARotEIhYqKSgqTzbrBYXHymQxGpUQq5SISmVZVVfiImputNTQ0mgQCAY3H47Ua6Bsc66avu8eBrZQe9hbB4s/VjI6O0M18+HRIQUF+WElJiWFZSWmdkorKGRsHm61Hj57KbkOTXnuJcO7cblt2bousrKgcJFcghrYWtSpOudTOzm61joHusaioDXltfX5ERAT/t8S9c1LuP5zD53OaAoOCVwX280+cPPm7/LY+A64DARAAgXcRgDD0LmpwDwi8RoCaK2RmZqbbWF2qcufOgwknTh4Pa2lp0RNL5NTfGsli0qpUVFXSmQxmMYZQDZ3BzOewWApRi8isoaHRmcFg4BYW5o/LKyp9xK2thuaWFo90tLTjrLtbnpsxY9Fbzx2i9jeqLiu0vX3n3qz7Kfd9q6srcSW+0i0fnx4/7jt8PON9O3L27O+M9+7cs66yorYftV2ApqYaEqgK6nACy9LU1N5tZe+QGB0dXdmWcmJjF/N2b0+acz8ldS6dTrT269svJqRvyLaJ337b5kDVlnLgGhAAARD4uwCEIRgTIPABBag9hcpqa3Xu378z5sLFS59X19TrI4SojaZlXC6rUkVF5QyTwSySyKSWpFyuymAyS1hMVnFTU6N1XV2dHYvNfm5laXWporJyQF1drbu6urrcyNg42bG73UINPaPsqVOnNr1NdaOjo3XT79/re+vWzekF+QVGdDqtysbWNsLe2W1fXFzcWz3rVeX+OGeO6e69u9YXFZcFUses6elqPefzlWpbxS0qHBb7kbOrxzpnd/e706dPF7+p3tSboaOJ++empaXOxjBM1ifAf/PIz0dtGDVhwrM33Qu/BwEQAIH3EYAw9D56cC8I/E1g7dql+ukPHn927+7db7Of5VmwmDSaWCwj2WxGma6e7g5DA/2jYomUU1BQMLmuts6ey+bI2Fy2pKGhUb2quk6Lx2Xm2trZ76ivrTUpLSsbzGKx9HR0dOoszM13C9S1Env1qb4dFvbPvX9e1REkSWK/rlplcfrsme/v3LkVKhK18rW0NY779e7z864DB558iM77ce4P1tu3795UVlHlweexi3p4e0ezWayavNzcIcXFxVZ63fSueXp6bNbUM0p90yRwoVAoOHpg79ysp9nT6HSawre374bx40ZtHj4KwtCH6Ct4BgiAwOsFIAzB6ACBDySwfto05s3i/OB791OnlZeVWYrFUk0SIZzJICqNDI0Sune3OWBp7/K8vKBA++KVCz+9eF4wiM/n0phMJt7c3KwgSbLSwtxih4ur+5HKqjLtx+mPJssVip4EQQh0dHQeGhgZrTIxtzotFApb21Jl6iy07Mx0r1MnTy57/qLIicCR1NrKIsov2GdtVFRCTVue8aZrZk+fbncgcV90aVllDy1Nteu9fX3XMhj0xpyc3KCcZ8+GiERNynZ2dodcXZy3R2/a+vDfniecPVtz98H9awoKir5gsRktvr18Y0ePGrM1bMwYmED9po6A34MACLyXQIcMQ4sXL2aU5mVql5TWohMXLny0HXrfSxZu7nICc+dO5Cefv/9tUVnJZxwWu1CuUDAVChmhpalzxdzM4vTvb2PmTpvW7bcTx5a9eFEwgs1m0ul0OpJKJC10BiPL3tbmJ5ceva7I5XJF0Ysc98LCwnFNjU29VJRVikzMTSNMzK2vCoXCNm3CuCkqSifxyKHvrl2/MUNBIgaBo2Y3N7fvndw990ZHR7/xs1VbOlC4YJbNnv0HVhXkF/mbm5vtDgwIXsdSwityswscHqU9nFhUXOyvrq5OnbkWb2VufWTdxo0vXvfchQt/0Nm3MzG+uLikL4NBa/bt7Rc7YtyILaNGTYQ5Q23pDLgGBEDgnQU6XBiaO3cu/9mjR84iUUM3Jp0l0tLWTtmyZ0/ROwvAjSDwgQRmz57NTb58YZCkpdXCysbqmpqqchmfJ2hRYrEaF65Y8cck4kWzZhnuT9wfWVRc/BmNRtAIgkA4jleoClTu2Ns7/5J06tTL/Xmosf7k4YOgquoqP5lMIRWoKl+30DU4H71nT5uOuli/apVpfEJ8RNbTnMF0GoYjhKp69vIZff5S8rk/N1koFHIqKooM5S1yjM4lWtgKRsuq2LhyDEPUTgD/+rNm6VLDhO0Jv+TlPR/W06fHLwOC+u+asWhR6dzvvtO9dff2qPTHj77DcVxDW1s7w9rKak13V8uzQuG6ulc9dNGiGXo7t+zaXlpe5Uen483BgQExI78YvTls7Njnb6oH/B4EQAAE3kegw4Whfn5+vR8+SptPwwmBuoZ6nlE3w91mDg7JcJjj+wwDuPdDCISGhjJK8rK9JTK5hr2L3fWtW/e/cgfmJUt+NN4Wvy22oLA4EMcQjSAwmZam1k0nJ8cNfsGep6ZPF/4RdqjDS2srKgwam+oECrm0wtzGMbMt+wGtX7+e+fTRo8DEQwdW1dY2WFPL+llsZnZQYL8xB3/77e7v7d301Vf0WyKRY+qD++Oqa6psmAxmraqaarqVldV5WyOzJwtWrqz9NxuhcL7Z/l37IwoLCz2CgoLmefTsfmL+/Ih66u1tRlqa672Uu+H1dbVeGIZket30Tzs7O0bt3Hvwj/L//GwqDG2N3767srLWh8kgmoODgmNCR4XGjxgx4bVvkz5Ev8EzQAAEQKBDhSHqOIG9WzfPeV5Q/AMNQ0pcDrupm16381bW5r/uP3bqDnQnCPzXAv7+/moCBgM/ePr0a5eT/zj3e8stCdu31dTUuytIRKgo86RW1tYH3dxct3n5+F0OCwt71eGouFAoVLS1fTExMWrHjx6cdPXK1V9kcsSklvWrCVRuDvqs3+T47fv+ODeMCi1Zjx443L59d0FpaXlfhBCNzWFVGxkY3DQyMtpnae949nX/okH9PTbUVLgfPXx4VV19A3/kqFGzuzu7XZkyZcrLzRu//nqsXt7TF8G5ubkziouLjVksVoWTo9M2x+6Oe6I2/HP/oYjFi3Xjt27eWlhUEkDQ8OagoMDoL4Z/sXnEBAhDbe13uA4EQODdBDpUGKKaaG9hNjUrO+dnNoOm2SqRISUe95mDg2OEo63tsbXx8e+8S++78cFdIPD2AvNmzLCN37xpR1NTsyOJEEG9telub3vNzdNrvZmlzcmZM2e2vP1T/3oHtdHi/p0H59y9l/IdQSCaTI5k3XS1Tn82fNB369fH/2We3eQRI7Sy8nJCHj5MW9DSKjUmcESj02lN5hbmh30D+qyOiop95X5Em4RCzr0Xub6nT54SSmUy4vMRny+Ijov/yye4UaNC7R+nPhpZVFQ4uKWlRUcgEDxzc3OL7m5tdy589eqyP9c6OiJCN3pjbPyLFwX9mAx6w8CBAyMHhw3aERY2DuYFvu+AgPtBAAT+VaDDhSEvJ/vejx9n7JBKFQbU/i10OtFkb28fZ9fddnf89j2PoL9B4FMX+GneDHvqzVB1da0TjYbjMpkCaWiovejTx39NHw+vPRNmzHjlnJq3aRcVhvbtSJx//8H9b6ijLRQKJPb19QkfMCQ0dvr06f+Yc/T95MlaN1JuT854nDFPJiP5BIGQgZHhbXdnl6Vmtt3PvmpZ/OrVq7k5WRk+586eXaBQKBhDBw8Lj4yNPYth2B9zjWbMmMGuLS+yfPYsr19uXt44uVymamBgkGpjZxtlbWeasnDhij/OQVsfEdHt17jojfn5Rf14XFb1qFEjlweGBB4ePHhE4du0Ha4FARAAgbcV6HBhqF+/fhpPHtxfUFJeMZaGIzWZAiGBilKmnY3dOjcXl99WtHG327eFgutB4EMJLFu80DF+89bo4pKyHtRGhWwWHSkrK5f2DQpe6xMQtH3cuHFvPCj1TXXZEBmpt23XzkWpqWlf0mgYDcfx2pGjR4/fvHVH0qvupXbOznh43+fihYvRDY3N9tQ12lrqxd0d7Fe59+i9UygU/iOgRUZGsl/kZHkmHUv6WSwWKw0PDf1ZTUuXWvr/l895Lxc9ZGbaZWY+mikSibxJksRVBYK79vZ2cdRnwd83ZNwSE2MYHbs+MuNJ9mBlPrdk0uQJP/v0CT43cODA4je1F34PAiAAAu8j0OHCENXYPj6ezqkpqQktLWI7ao6DAiG5lobaRV/fXhEDQ0dcfdWci/dBgntB4EMKzJ/9Q59dO3ctq6qq9pQrEOKwGUggEOT19u21KbiX/9aRU6a89+fe2NhV2vt3Js67dSflOzoNo7HZ7Iywzz+fvnHLtkuva8ukSaPNLp658GNJSdkoBYloagLl4p7e3nP6OLsdnxoe/o/dqqmjPlJu3/A59tuxcJGoSTByxBezNfQMT71qbtP48aHazzJy/aurq8dXVVc74DghsbC02O/by28zwWY/pw50Xb5caHVgz/6lWU+yBqmoKBdPnDz5p94ePS70HTbsrY8h+ZD9Bc8CARDo/AIdMgx99dVXnAfXr495mJkZTseRFrU0WaFQNGvr6Bzz69N75Zad+9I7f9dBCzuiQFxcnOqppCOTL5y7MB8ncAH1iUxFRUluYmxy2dbO7pB1d8fDs2e/+wn1v5tQ5Rw7fOC7ixev/kTNAdLQUL87aPCgubGbEpJf5yYUzhCcOHJ+2uOMxwtlcsTg89hlgQGBc1y8vI/Nmzev8e/3bdsmZF27mBV09tz5nyUSKRH2edgiDZ1uZ1430Xvs2FC93MzcIc9yc6eImpu0NDU0iyytrBPV1TWTNdXUqurrq80vXb68oLik3ENHRyvny8mTf3T2dEgOCQlr09lmHXE8QJ1BAAQ+DYEOGYYoulFDh3a7fOXymqqa2mAajlSoz2UIoQYbK8v4Xp5e8eu3b4fzjD6NMQa1+JNAzJo1htt3bf8p7eHjcRhCNOpXenraYgcHh22GxsZXTXT1L/+waFH5+6JFRUWpXDh5fMz5i5fWUAeo6hvoXxw4IOTndbGbbr3u2YmJicSG6F+n37h+Y7mCRCw6DWvy7tnjp/6+gdtnvOIzWeLixYwzOVm+Fy5cimgVtzJChw+bo9HN6LVhiCo39LPPzLKzs0YWlRSHNTaJtHV1tCu0tDSvGxsaP2xuadFLS0sLLa+oMNTT03s65asvF7nbOST7DRny3nOo3tcT7gcBEOjcAh02DFHdMiQoyO7e/ZSfK6prqEMiVahd5bhcdrGdjd1yO3frA7GxO9977kXn7n5oXXsLREQssd6dsP2nZ7m5w0kS0RUKhNTUVJCOjs4jO3vbfY6ujrtnzfrxvScMU2FoMfBPAAAgAElEQVTo3PFjky9evrIMIcTQ09O5Mnjg4J+jNmy49ro2U2eZDQgOnHD23IVohBCHwFGLh6fb8pDPhkXPnz+//u/3JSYuZpxLyu598uyZSFGTiDPi889/8A8ZeOpNn6nHhIYa5ObnDcp5lj1JKpXpqaqqNpubmT1RkCQvNzfXpqSkhK+loZn59ddfzfNxcrvRc9Cgf7yVau9+g/JAAAQ6t0CHDkNU13zWL8Dp1vVba0UikRtJIp6cRGJjI/1zPj18wjfv3fsAQ2/eRbdzdzG07lMSmDHtm947d+yMqm8Q2VOfr6g5Q8pKXESn02sdHR22eXv5xP20dGnu+9aZWumVfPHc6NNnzq+jEYilrKyS1n9A/4Vbd+45/W/PHjYwZNjxE6c2YxhSpk64D/D3n91vkNfhKVP+eQQI9Znswqn0AWfPnVve0tpCHztq9PdhY8af8vPzk72p/p8PGWJx/0HKtLKy0sEEQagYGBgocBwnysvLOVXVdQoNDdUn333zzfwefoEX/fz82nQW25vKhN+DAAiAwOsEOnwYoho2IMDX986du8vqG5udqX8LVuZz87t37x7h6eF1allk5Hv/WzYMHxD4EAIJCRH8o4kXxp45e34ljUBcmRy9/PtTV1NBmpqatQb6+ltsba12RLxmX5+3qQP1yWvPzm3DL124ENvSKhWoKPOe9Q0O/ml34uHEf3vOuFGfB+3fe2APiZCqsjL/eUBQ0PwgG/uTE15xOCy1z9D1J4/7nj57ZgmpIGkjRo38IWbD5n8NW38uO7iPj3NBYdH0woLCYBaLpc5kMmnV1S9f5srNLMzvj/hixHxza7vkN71pehsXuBYEQAAEXiXQKcIQNaH60f27g58+yVrR3Nyqp0BIweeyc+3tuic4udj9FhWXAKdew/j/zwWEC2fbHT6aNO/Jk+wwDFEvg3CMRqMhuVyOeHye2NrK+qCzs1Osp4/fvQ8RAL4cP97x/Pkza4uKy3qpKPNehISEhJtY2uz9t52sx4YNCzhy7NheuVwuoNFoNY4OjjEhg/2jFyz457Ec1NunB/du902+cnUBk8GoDw0b/lNE5PqbbYWmdrA+dnD/oIKiwsWNDSJjFovBE4slCMcxmZOjw+0xY8fOKq9pSHmbnbfbWjZcBwIgAAJ/FugUYYhq0NChwTqPUjJmVFZUjm9uFWvgCMlVBSqZzi4uq2wtrS+tiol55TlRMBxAoD0EEiIi+KduJA89d+6csKVVqkcjkJzNZjfK5XKCIAglHo+Hq6urP7Cxs1tuYGyWvGLF/9+M8F3rJxTO1rx07vqEtLQHC1lMVmWvXr1XBoZ4H5wy5Z/zf6gyNm3aRD+8f8+Yy5eTo0iEuAghiYO97YZRw0KXzRQKa/5eD6FQKLh5+eKU9MfpY9VUBQ8HDRm+cvnq1WlvU9+RI0eqlhe+CE5Nezi/uVlkp1Aggk4n5M5Ozjc+HxE2V1PXMOVDBMO3qRNcCwIg0PUEOk0Yorqub+8eXqlp6Svq6pu8CBwx5Aok19RQS/Xq4fWLtaPLWWovk67XxdDiT0Hgl5/m2e7Zs1+Ym5c/ACFE8HnsciaT+UwqlfIYDIYWjuM6IpGo1cjI6ISvr/+adbGxD9633kKhkJWecrvfzdu3haSCVLO2tvrN3b3H9lVRUSmverZw/nyz3078tvBJZtYouQIRTAbR1Lt37x/cvXvtftUO1DNmfGt24cz5BYUFhX11dHSufzZw8NKIqKi33gV+0siRhjdv31ia+zx/OLWKjUYg0szMPGXosCHzcAbnKrwZet+RAPeDAAi8SaBThaHF337LO3Pz+thH6em/UNu34AgRCoRazU2NE318fdZtTNiZ+iYQ+D0IfGiBTZs2cS6cOjH41OlTK8USuRaOIUxZiZ/DV+JfZrHYzfV1dS6t4lb3+gYRV02g/DwwIGC+g5vnyTlz5ojety6jPh/qmf7w0TSRSOTF5XIbzczNDns4u2+fHx7+x3lfVGgqzM01Kyst7vsgLXVydXWtuYJEclUV3qNhw4ZOftXfDXXA64usLN+rN67+WFNdY6uto3NlyKABP7/LfKfQ0FB2ReGLgKzs7J9rauqp3a9xHW2NlJGjRy1cuWbdlfc1gPtBAARA4E0CnSoMUY2d8fXXehcvX/w+++mzyXQ6oUrNx2AxmRW6et2SevT0XA/nl71pSMDvP7TArOnTXQ4ePPBLSWm5P4EjOovFbGAymXfU1dRv8fi85w319Q6NTU2j6urqtEiSrHNydory8vHatWZNzPP3rcv8b75RzSp60bu2umZQS2uLgxJPqcbYzHQbj8N/iuhkC5fLkchEMrK0omxoYUH+yKysLLPGxkYam8MusLKySegT1HebUCis+HM9hEKhSn1lpd69lNtfZmU9HdDa2srV1NBM6dev//zYzZtfeajrm9rx9Zgxmo9zngzIevJ0Zn1do76Orta1yZPGL/p5ScTDN90LvwcBEACB9xXodGGIAhnz+efWN68nLy0sLu1LYIgjJxG1bKfOzc0lxtnJZfP6+L+e2v2+iHA/CLxOQDh/vsmZC2cmpaSkfY8QYjPoOC5QFTwnaMQtDptdSdDpRQhDmrXVNaF1dXVGYomc1NIQpAQGBy+3snO4/Kr9fd5W+4fx41XKGhvNFKS0N44Tnmw2W85mMevoDEa5pFWC5AqZtkJBWhcXF5s+yXrCaxaJGrp10z/n6ekebWbd/enMmTNbfi9z8eLFvNK8PNvyqvKAJ1lZwZWVlcY4jleoClTPB/TqE71x5853Pkds7Nixeo9S7o4pqyj30dXTvT1g8PDN4eHhfznZ/m3bDteDAAiAQFsEOmUYoho+fMAA//Pnz8a2iKWmBIZochIplHicPB+fnkIrR/MzK1bEwoaMbRkhcM07C1CbEh7Ycz/41MmTm+RyUoM6PZ7JZCB1DY00NouV1twsaiJJUsZksozq6+t9aDSaWmNjIxI1i6V2tlYnnF2co/sOGPxBlpaPHz+exWDINeViuZGoQWSPM2hWXDabLpFI2Y2NjXIuj0c01DdoP3/xnIlIssDcwnyPnaPrjfC/nUkmFAqVcp6km5WWljsVFhWaNota+HQGPZ/P41yytHN6ePDgQfk7g71cCBFiWFdVq6en1a1018GD7/1m7H3qAveCAAh0HYFOG4aoOQ23Ll8Ycf36jWUKBdLGMEQoqA0ZDbtd6N3bZxlHTTstKirqj3/j7TpdDi1tL4Hvv5nc/dLlK99lZeWMJhFi4xhCHA4LqakJMlgM5n2cRn9BbbxYXlHpTBBETwzDePX19ai5RYI0NQRlDo4OcQ4ujvtWroz6YFtDfPXVV3RJba2aFEk0cILNIUhSQWexmlWUlFpFLS2MmtoKLpvFb3by8Mj9/TT5P3uFhoYSXK6Ur1BgRGOjiBCJEFKWSJoPXrnyj4Nc28sZygEBEACB9xXotGGIgpkxaZLgdur9sVlPnnzf3CI2IBHCWQxadY8ePdY4OrkcYikrv3jVKpn3RYX7QeCHb7+1PnX6+Ky854VfUKfEMBkEIkkS0Wi0Uj6fX8pgMKq4XG6OApG4XCJ1QBjm3NjYyKytrUUKBYmUlPhIX1//kV337sv0jXRvLlsGm4fCqAIBEACBjyXQqcMQhTbxiy90b966MTu/oHCCnETKCCGFprrggV9vvyX6+vopy9etK/1YuPDcrikwdsSI7rdu3fw6Pz//CxxHKgoFwhQkQgw6Xm5oaHiezeXUVVdWuUokEj06jU7I5DIN6jBVarI/QoiUy+USkUhEwzBMqqOjk2Nhab7b2t72aGRkbHbXFIVWgwAIgMDHFej0YYjiGzFwoO2te3d/Likr789i0DgSiazFyNjgtHePHhvMuxmmzI+I+MchlB+XHZ7eWQVGh4aa3bx9fWpRUel4gsC4MhlJnUwvodGwGh093aMmhkYXRS0i/bzc51+LRCIrDoeDGAzGSw6FQtHK5/Of0hmMnNrqGoPqmmp7HMeRkZFRVnd7u8XaBib31kF476xDB9oFAiDwHwp0iTBEzXOoLykJupeasralWWyC44hOkqjBxMjorKO74w4zK4drf58o+h/2CRTdQQUmfvYZPy0vZ1BuXu5CUbO4G0IIo9Owem1t7ctGBgaHtA27PaUpaNjTZ1m9cp49m9/c3GyEYRhSUlJ6eSQHSZJlZmamu6ytrY/UNTTqpaemjpbJ5W5cLpdmqG94wcCoW6SuoVkabELYQQcIVBsEQOCTFegSYYjSHz9+sEpWWm7/tLRHK0iEtBBCNAyhFk0d9Vs9fXotd/U0vD1zJkyo/mRHageoWECAt0FO5rOpdfUNfiqqqoUcLidPTUX1jpWlTbqFpmbxnDVrRDNmzBDcvZE8MCMjY3GTqNVYic9BVCBqaWmpZrCYebbWNvFuzm4XuByO/HnBc7fc58+Hy6RSEy6P90JbWyvOprvzTZjn1gEGA1QRBECgQwl0mTBE9Qq1sdu9lLsjsp/lzFGQCm25nMRlCLXY21nvcHdzjiHp3Gfx8fHSDtWDUNlPRsDKxMQiJy9vuJamgPD09DihpqRWxtXQqPvzqkXqcNIrF88OuHfnboxYItejKq+sxJUYGxsft7K03K0u0EiT0+mlampq8urqIu2yogprhUymKpPLaYhOPDp27NRbH3fxyQBBRUAABEDgExXoUmGI6oPJk0doXTub/F1RSck0qZzkkwiRaurKGS5OTquNDc1uxGzZAnubfKKD9VOvVlBQELeiokBDXb2bQlVVtfh1e+6MH/W5Z1JS0ramphZLDEMYh8NusbCw2unt3XODkpraoz9/Bps2bZQSjcaitVRJaCX19S1JSUmNn7oD1A8EQAAEOppAlwtDVAcNCA52SLt/b0VFVU0PhCEeTmBiQ0PDK90duseZWerfhg0ZO9ow7lj1nTDmC4+jh3/b09TcakLNK8JxpLCwMD8aFNJ3SWRkNBw/0bG6E2oLAiDQCQS6ZBii+i3Ez88j42nmtNLS8oFyEvEIHIn0u+ne7O7olODRw+fchzgGoROMD2jCRxAIGzYo+PixpB1SGamFYQgRBCa1tbXdGRQQHLli7drMj1AkPBIEQAAEQOBfBLpsGKJMgnr3Drx+81qcgiT1ZTKSWt8s1dbSuO/n7xfu5OqZ/OczmWAUgcCHEEhMTGRs2RAz+tLl5PUEjrjU/kPU0ntXV+fNfYL8Vi9btjb/Q5QDzwABEAABEGi7QJcOQxMnTuQ/uHNrTE5uzryWVim1FBrHEWqwtbU64ODQfXezlLzxvmcttb0r4MquIJCQEMHfGn9oyp0795bQCMSispBcjiS9enmvD+4fEDVvXnhJV3CANoIACIDApyTQpcMQ1RHjQ0O1L928trikuGw0k0HwFAoFSRBElamp8XHf3gGrft2w4emn1GFQl44tsC0qSiVh7+7v7qbc/5EkEVPxf80R+/b2iQwJDN4w68cfCzt2C6H2IAACINDxBLp8GKK6rE8fH/cHd1Lim0QtVhhCTBIhOY/DfN6vX7+fnT0dL86ZI6zoeF0LNf4UBeLi4lR3bomf/SA1bTZCiCEnEWIyCIW7m9sun55eq5dERGV8ivWGOoEACIBAZxaAMPRyQ8bxrPSUlJDcnGxhc6vEHMcRS65AEl0djTsDBwxYZWticUPd1LQhLCzs5eFR8AMC7yqwJTJSsHH71plp6Y/nEjiiYziGtLS0FIYGBscc3VzXrF8fd/Ndnw33gQAIgAAIvJsAhKH/uc0eM4abXlLol3L37tKmpmZrBYkYGEISLS21+0F9g2O1NTWfMLgqmUKhsPXdqOEuEEBoy5Ytgi0bY2alpKTNocKQTIGQibEBdSTHeVcX58Wbtu68BU4gAAIgAALtKwBh6E/eC6ZN00g6c2La02fPp9EIxJfJEYEQkunqaDzz9vH5zcHOcZ+Wvv6zCRMmQCBq33HaaUrbEROjFrs1fsbDtPS51En1VBjicVkyJ0fHPT29PSOWrlr3pNM0FhoCAiAAAh1EAMLQ3zpq8uQxxsnnL4fn5RcNxxBiU6t9uByGwtPT87FPb59fOEx+FmIw8mDZfQcZ4Z9YNbeuX68RtyV+zsP0xz9QYYhGxxGO4xInJ6eN/sEha8PDwws+sSpDdUAABECg0wtAGHpFF/cL9Ot9LflavEwmM5LLEYMKRLo6mq1BgUEPLMzN9zOV2Gd4PLWySZMmwdEInf5P5MM2cPO6dVobtmxakP74yVQcQzRqArWGumqri6tbjKer+8afli7N/bAlwtNAAARAAATeJABh6BVCI0eOVL2dfOn7gqKyH3AMcakT7gkCQxYWFqS7u0epvn63ZL6S6nqOklLmlClT6t+EDL8Hgd8FYmNXaW+OS5iXkfH0O4JANKkcIR1tjVYnZ6cN9jZWW5evWf8YtEAABEAABNpXAMLQa7wHBQXp37l3e2lNXcMQkkRcDEM4h8NCHp6eyNnZWcRkMq+pqCj9TGcrPZk6dWpT+3YblNZRBWJXrdKO3751QWZm1rdUGKJ2oCYIXGFpZX2sj6/PksjojakdtW1QbxAAARDoqAIQhv6l5/oHBJjcuXd7bV19UwA1dQjHEGZpZYF8fX0Rj8cTEQSRpKmutVTboDEnLCxc0lEHAdS7/QTWrVuntX3zhgUZGU+nYhiiYThCMjlC5mZGl4KDQub/Ghd3r/1qAyWBAAiAAAhQAhCG3jAO/Hu6Wzx5mrOyrr4+WCyRs2kEwmxtbZGpqSkyMDAo43I5McpqKgcbGyV5QqFQBsMKBP5NYMPq1Zobt22em5mZ/T0Vhqg5Qww6jqytrE/27Om1eP2GLfdBEARAAARAoH0FIAy1wduvZ0+HR4/S1tbWN3nhGOJQB5ipqakhKysr5OjQPVdDQz1SiatyfOqsWXCUQhs8u/Il69Yt09qxedfcjMys6QhDNBzHEEEQyNTc7IK3Z8/5G7ZAGOrK4wPaDgIg8N8IQBhqg3toaChRXVbm8Cg9bUl9Q2MfBYlYBI6QiYkR8vcPaDUzNbtF5zKnciSodMKMGXVteCRc0kUFopYt09mxf++iR48yplCryag5QzwljtzU2OR4T6+eP63fuBEmUHfRsQHNBgEQ+O8EIAy10Z4KRGXF+X3v3r4bjxDSxHFEYzAYyMHBEZmZmRVamFvsUVfTSKDzyNpx476rbuNj4bIuJrBm6VLDLTu2L3v2LOcL6qWQjApDPJbY0c5um7dvz4iVK9e96GIk0FwQAAEQ+M8FIAy9RReMHx+qferYmVU1tY1DCRxx5QqEVJR5yN3dvcXTyysfJ9EeGh0/rqyhVPrNN3PgcNe3sO0qly5ZssQ8YePGNUXFxQOoFYpUGOJwmaKenj0i/Xv2ipsbHl7WVSygnSAAAiDwqQhAGHrLnhgcEuJ48fL5HRKx1JwgMLZcTiIXF2fk6Ogok0gklYgkr6sJBDsEOt0e8pqb674VCkUYhlH7NsIPCCAqDMXHxq4tKy/rjxDCSRwhPp8r8vL0Wunt47d50aJF5cAEAiAAAiDQvgIQht7B29HWamRGRlYMQohPfS7j83lIV1cXGRkZIQ6HUyAWi69YWJhvUtVULaouKWNyBTrPYaXZO0B3wltWL1livCF+4/Ki4pJQkiQJ6vQ7dXX1Vgc7uxgPF4/o8IgIOI6jE/Y7NAkEQODTFoAw9A79M2hQkP71K9fXN9Q3B2EY4lCTYKnl0dSSe4Ig5DU1NZXW1taXdPT0jhUX5qsYGRreEWjrP7G1zZRnZtqSixcvJuPj42klJSVYeDjsT/QOXdBhb4mMjNRLiN+4OPtp9kSSRIQCQ0hHR1NqZmyyw9XJde3amJisDts4qDgIgAAIdFABCEPv0HFCoZB27Ehi7/zneesaGlttaAR11iaOVFRUUHNzMyJJEhkaGtZRb4lEoqZaHR3tI1raOg9IqQRj8XhSPk9V1NraxFWQJIPN5Fa2Nje3KBiM4vj4eOk7VAdu6UAC1D5DCXv3zktNTZ2OIUSTU+fe6WrKTY2M9jt2t1+5fmMCrCbrQP0JVQUBEOgcAhCG3rEf+/RwMU1Nf7ymsUncl07DWBi1gx6NhlpaJEggUKZ2qEatra2ovr6uRU1NLUtNXT1PKpHiOI5JaQTBFIlEqkrKyrV6Ojq3m1taS3gc/vXDJ0/mvWN14LYOIhAXF6e6e+f2b+/cviukzrzDCCoM6cgsTMy32tnarVsXF/ekgzQFqgkCIAACnUYAwtA7duWQIf5qVy/dnNdQ3zKFTsOU+Hw+UigUSC6Xo+bmFuq8KUSn0xFJKpBMJkMKBSnDsJcvjUiFAmHKyrw6XR3dZ/qG3ZKbmkRlXA774slzV+CtwDv2R0e5LSEhgr9vz6nxVy5dXYMQYlCfyQwM9FptrKzWO7s5xy9duhpOre8onQn1BAEQ6DQCEIbevSsxU33dQUXFJdEKBdJTUeFjbDYbUXsPNTU1IYlE8jL5SCRiJJcrEEZ9E6HRXgYjhFCLkZHRPXt7261KyipPGxsa5ARLkbN378nad68O3NkRBKg3Q4l7dk25duPWLxhCdOozGZ/PbjU3Md3Tq4fP8qgNG+DtYEfoSKgjCIBApxKAMPQe3dnDtbtdRsbTX0UtYm8Om8FUVVVFysrKSCwWv/yH+nTW0FD/8r+pf16+FiJJKY/He2xpabXR3sb+bAtJinmtraJVW7c2vkdV4NYOIkCdWr9j796599PSvsf/t88QQaBWa3PLff59+y1at25daQdpClQTBEAABDqNAISh9+jKEQMHqt/PSB/7/Hn+PDoN11RSUkLUP//3WUyBmEwmEotbX34uoyZWNzU1SVRUVW9ZWVocMjczvaCua/RCKBS2vkcV4NYOJrB26VL97Xt3/5iZmTWJwDFCjkgkEKiU+3j3WBwc0mv/lCnz6ztYk6C6IAACINDhBSAMvUcXCoVC/PRvh/zvpz3eTi0KUlbivjzAlfqhAhEVhuh0mpxGozXX19ezW1pacsxNzdZ7e3r/thzeALyHfMe9dcWKFUY7ExLCs3NyRtEInJDIFYjFpNV5urtFBoX0jlmwYCV8Ku243Qs1BwEQ6KACEIbes+P8evZ0uXnz+naFAlmpqanQtLS0RDiOEyKRiEUtt2ezWQ00Go0Qi8UYg844bm9jv37b/v0337NYuL2DCqxevcR46+YdvzzLzhlJEDhO4i83J2+ys7GL+6xPQIQwKqqmgzYNqg0CIAACHVYAwtB7dt2wgUFWFy8mJ0ikElcej8eg5gxRPy0tLdTnsWolJX4ZhmEGYrGYz2Iyr9nY2S81t7a7IBQKFe9ZNNzeAQWiVqww2rItIfxpds7o388m43KZVV6eHksDgvpvnTdvHswd64D9ClUGARDo2AKdOgx99dVXHIVIJKCOPeCoqTVzZTJZo0iE81gsWS1CzR9ik8OgIF+7qxeu7JQrkC2OIQabzXy5oozOoNeoqgouKyvxK6RSiX91dY2FTCarsrKyXNKjt8deoXBtVcceOlD7dxH4ddUq8/itCcKnWU+/oM4mo1aTcTiMuh7unj8O9+2zbYpQ2Pwuz4V7QAAEQAAE3l2g04ah8ePHs+qrSi3r65vcqisrdbV0tMt4Skr1pIzEZBIJxlNRKeTTaFWIIOqZJClCAoE4Ojpa/LaUY0JDjU+cPr6hubnVFyHEJEmEcBxJNbW0LhsZG+5lMVhEbW3t8JKSkr5isZg0MTXd19Pbc7Wnj//jsLAw6v8L4acLCQgXLuy+bcf2tSUlJQFUswkCQziBV7l7uC/17RO8WQhhqAuNBmgqCIDApyLQacMQdWRGRtpdu+ynuV8UFBYESqVSLQadIWexODiHwxFramqmqaurHtBSFjxU1dBoIiUSdpVIxKRz8SYVFZ3aVatWtelzxbRp0zSOJu5bV11dPVQmI1nUDBAaDas3NTVbY2Zqfr6sokSprrY2rKa65vPGxkY+l8MtcnR2ju5ub3OJxRc8X7FiRfWnMhigHh9fYNHcua4JWxNiKquqPX4vjUknKnx8fBb1Hzx01/Tp0986kH/8WkMJIAACINC5BTptGKK6beLEifyS/Fy76qqaz/Ke54bWNzSbUv+7Mp+PtLW1042MDdYbdNO5LlDVaq2rqzIsLCjyJFgMjMfjZDK5nMc4zi5606e0efPmKe/dsX1paVn5JIQQmzqwlclk5tra2Cww6GZ4t6m5mVVaVuz64sWLebV1jfYEjkhVVZVcS0urRDs766TuuoaP4NNI5/4j+3PrhIsWucfGxW6oqa1zptMIJJXJEZfDrAwICJh8+NiJ4xiGvZxRDT8gAAIgAALtJ9CpwxDFSM0bEtXWmt69dzu8rKxsSGurFGEISXR0dE65ODquMdbXf0rSaOya2kqrisqqERKpxEUsFjcxmMyz3XS1D+/Ydzjj37pj9uzZ3KRDiXNe5BfMVZCITV3L47IyevXymeKsb5z6QiJRIHGjUfL1W9MLCksmMOg4SyZTkEpKvBxPL4+NttZWZ/VkeM70d/hE137DBEr6UAK//PST2/ro9TENDQ3uBEEgiVSGlPic/L59g7/cd/Do+Q9VDjwHBEAABECg7QKdPgy9DERjxhgcP3NyTU11zXCSRJiCRHWWFsY/9vUNPLA2Pr5q01df0XOYyKCmrsm5rKx0Sll5uT2NTivR0tSMMzU0OxW1cWPx60ipe+Nv35z8+PHjFQoFUqbTcam+nv7uXr16r9y8c2c2dZ9QKORcu3KhT/KV6zHUfkQEgegkiWR6urpXPb09oo31jB8si4wsbHu3wZUdVeCnBbM9YmI3bmhoaHKi2kD9AfJ47NzgvsHfHjj027mO2i6oNwiAAAh0ZIEuEYZmz56teTrpyPxnz/K+U5AIV+FzM3r7+Y85nJSU/nvnrV8/jVn8XGFWWlbpVFZW+kNra6s2nU6/oq6mtt/awShZKIxueF1HhwT5D7h69cp6iVhuxGYxGhydnZb09PXfvXz58vLf7/l67Fi9S9evfOS2E1EAACAASURBVPk8r+BbEiFlauUZnUETWZibHffx8ok2s7e/D/NFOvKfUtvqPm/m9B6bt2zb0tjYaK0gESJwRO1FlR3cN3h64uFjZ9v2FLgKBEAABEDgQwp0iTAUERHBP3vi6Ojr12+vVpCIqa0puDXk86Ejo6O3FP0Zc8GCqWr1Vc2Wubm5s/Lz84PEYnEjn8874ePjszE2ftuD18FPnjCmz4mk479WVddZIYQaAvx9Z4YG9Tsy6W97xnwxaJD+g0cPQl88L5yjIJHa/85urXZxc9vi7eW5PyIy+uGH7Fx41qcnMO2bb3x2794V19zcbEedVYcQiZhMxot+If2mJh4+durTqzHUCARAAAQ6v0CXCEObhELO7rOnJqbcu7dCLidZWloaN8Z8MWrEq47EmDp1kuG9m3enP3z46GuFAnFoNFQeHNR3vldvv8Ov2xDvm8njfQ4ePBQlEom6KyurPBg2bPC3MZu2pr5qMuzooUN17qbem1BYWPSDVEZSZ3eQHDa9ys3VJTKwf/D++fPDCzr/sOu6Lfxy4sSAvXt2J7SKJQbUHx8Vh5gMoqz/gP5TDh5JSuq6MtByEAABEPjvBLpEGFq9ejX35JFDX16/dWcZnYYxORzu3UnjJoStio7+y5shqhsWL17MSL1zfcSNm7dW1Dc069AI1GxubrKt32f9V65a9c/rqXumTpnodfLY8ZUlZZUuNtbmcaGjQ6MWLVr+2tPHRwwbaJV8OXlZVU19X4QjjlyBpFoaKmk9vH3iLGwtLi9btjb/vxsSUPLHFBgzcmTw/n1792AYpianvtliL/elqg8JCRl39PipYx+zbHg2CIAACIDAqwW6RBjauXo1d+fJpAnXr12LIEnE5HK5jyd8NX7Q2rWxrwwdY0aGBZ85dSq2rq7JlFrwo6Ghfqlf38AZ8dv3Zb2KccHMqRZnT5+f/SQre6CHl8c036B+p/5t87wxQUHcB3nP+hTk50dK5IpuGPZys0aJnq7uDXd3t3g7a7vrPy5b9tpJ2zCYO67A1ClT/Ldv37ZVIpEYUK2g5g0x6HhV3759Jxw9fupEx20Z1BwEQAAEOq5AlwhDsbGxvKTD+8cnJ19bKZUhlkBVOXPCV+MGRESsf+UnKWoO0JFDhzaIRC0W1FsbXR2NOwMHhHwdu3nHK5fZL1u4UOfmnVsDs55kunp5em/cfeTIa+cX/T5Uxg4Zonbjzs2R+SXlPxE4UpErEJ3JwGssLC2OO9o7HDW00L8lFK6p6LhDC2r+KgEqDO3YsX2TWCx+uecVNW2Ix2fn9w3sN3X/kSMnQQ0EQAAEQKD9BbpEGFq5cqXyueNHv7xx684SuQIxNNRV08ZNHjds5cp1L/5OTpIkNip06PCk40nrJBK5Lkkiqb6+zonBoUPnR0bGvlwq//eflfPmKWfl53YvLi5mWDpYP4mJ2VrSlq4M6tXLOD0jfVZ1dd0oDENKBIFwgiAqzMxMz3i4uu20dNC8OXNmVEtbngXXdAyBEWHDBh4+fHQbqVCoUUEIwxDi87nZ/fr1+2HPgUOnO0YroJYgAAIg0LkEukQYiooSqhw+cHzK3Tv3w6nVZOpqSqnDh30xLiY+/tHfu3PdumVaR/b/NuPO3XvTSRKxMQzJNNQFt0JHfT4+KmpD3qu6nzr6o7IwW08qkZLxuw5S+wW1eRfhHq6udumP09a0tsq8aQTiyeQvJ1QXOru4bOvp5bNn6erVzzrXkOu6rUlMTCR2b9069NSZM1uo8EuFIWqgsFm0opD+/afAarKuOzag5SAAAv+tQJcIQ+vXr1c6uG/nlHt3U5bI5IjJ5TCKggODpiQeO/GXpcwREYt1cx4/sz9x+tTyyqo6ZyYDR2KJosXaymz/sC8Gz/+3z1YzZsxgR0W901sczLm7Tc/MzMxNMhkyZtAxllRKylVVlR759u69wsmjx/kFCxbU/rfDBEr/EAJUaE67f3/QmdOnYmQyuTb1VoiaM8RkEpX9+/efcPBIEnwm+xDQ8AwQAAEQeEuBLhGGEiIi+DuOHJpy7/69JTIZYhEEavTy8pg/JMw9Yfr0/zupfsa3k8zycl6EZOU8G5yXV+BFIsRi0DHEYDBK+4f0n+7h43v8Y22KSJ2hdvdW8uCsJzkrEUKa1FmvCKFWSwuTi75+fX616a53a+rU8Ka37Fu4/BMTEAqFeEZ6+qBTJ49vFIulVD9TK8kQjSDKB4QM+DLx2LHjn1iVoTogAAIg0CUEukQYio1dzNu9/djXqQ/SlpAkYikUqN7V1WFeqE+fnTOjolqoIzUulhW6pz18NLWkrDRQLperKxQIyRWoxcnZLj44pF/00qWrcz/miBgxYoTW9SvnppeXVU9jMmncllYZ1TctRkZ6x319esWb2Rrcnz8/ov5j1gGe/fEFhn/22dAzZ88mtIrFKtQnMqqT6XS8KqRv/y/tXVyShEKh4uPXAkoAARAAARD4s0CXCEPUPkNJhw98det2yhIagbg4jlf49Ow5zd7F/eSaNWtE06ZNY7bU1ZlkP8v6uqCgIKy6ppovk8sVmuqa1z7r329J9Jbtt9tj2IQE+jpevnxlI0LITi5HXAWJSBaTVm9iYnLYy8szgS/QTKfq2x51gTI+jsDI4UOGHjl6dBtJIiX5/2KPmkD5uZe393xHF/dDEIY+jjs8FQRAAAT+TaDrhKEjh75MuXd3qUxGctlsxovevXrNNjU0uSlnFtaoNWphzTyeIDM3q39eTm6YQq6o1dXVSTcxM7vazcjsnlAobG2PYTR+/HhWWsodnxfP835sEond6DSMLZWRpI62xjMHZ8dN5pYWZ5WVNZ4KhUJZe9QHyviwAtRKxdBBAz7/LenkVmre9O9PV1HiPu8TGPB94mH4TPZhxeFpIAACINA2gS4RhlaunKecuPfEnMePMmZTq8loBCr39vZeZG5ifrFaJCpRVVUlBQTByy0rtK0qr3IXaKhnWZtbPaHxePnt/W/qEyd+xr9zPaN/Xl5eOEmSBgoFNccJE2tqaj3y7OER59HD7dyMmT+WYG+xYq1tQwGuag+BEcMGDzt0+LcdOI641JshBh1HHA6nMDgw8Ns9h47Cpovt0QlQBgiAAAj8TaBLhKHly5er7dmeIHyanfsVnYYxpDKyxruHx2y/IK+jQuG6ut9N5n/zjWqlpF5JQ0O5YeXKDf/ZCq6vQkOV72akD8h88nQNQWAaUhlJkAi1WttYnvT28tqirKaZvmrVqjbtZQQj/tMSGDFs8OCjx45txzFMWSJVIFUVPjVJP6eHp/esg0lwNtmn1VtQGxAAga4i0CXC0LJlC3V2xO9elZdfEEYjEE6j0Uv6hQR/cfDoiVvv09HU6iCSJGnh4eGS93nOq+4NDQ3VvnrhjLCmtnEEjiEehiGMzqDV6RsYnnFzct1l4+R0c/78+TCh+kPDf8Tn/d8+Q5tHnDpzfjONQCyZHCE+j42UlZVzXdzc5h06mnTkVYf7fsQqwaNBAARAAAT+t5il00MsWjTLcO+Ovb8WF5f2U5BIbmSglzR64qjZQuGqfxzU2hYMar8Y1Nio0tDQIGghxSwtFc0y4ZoPf3RGQEBPk8z0zPm1NbWD5XJSndqThkbDmqytbA64urnv1jM0TBUKhQ1tqTNc898LbNq0iX7qtyMjTp4+uxHHEJvqTzoNQ5qaWtk+3j1m7j4Ix3H8970ENfh/7J0HWFXH9vZnl1M59F6VroCAFEWwYUcERcWusSSYaDBq7Jp4TOyaWBAVFMGCFaPGElvsAjawAEpv0pu00/fe3zeo95+bawGlO+e5aZ7Za9b6zaDvnb1mLUQAEfgSCXwRJ0MrFi60PHj4wJ6S4hJ3hYJW2Nnb7p46Y+a6OXPmlDR00RcsWKBUWpBtphBLTSmKMaqsrtbW1tR4qGVieu+3334rbai9j40f4eVlHh1zZ135q+ph2OukW4avxC0y62gW5ejkfKiLltZTWB7gY3bQ9y1P4Pp1IRm64/HwU2fOhFEKRhV6BOsMKSnxswcOHvTdsajTqB1Hyy8T8gARQAS+QAJfhBhaPG+ebXjE3sPlFdWdoZgwMzW5/NX4SQHL164taOia+w8bZpiS/HwkIHB3NkEaEiySzRcoxWmqax/TNjZ+tHPnzkYvjmhnaTowPStrr1zO6AEA2DB5WlVVkO7Ro8dmkw5mtzX19V80d6J3Q7mh8QBcFwrJsKRnw/84dWqvTE6rEfhrKhQNaocMGTj53MUrpxAnRAARQAQQgeYn8EWIoa+/muB8+vSfByUSibVEqqD0dLXuzpg646tVGza8s2v9h5Zhsp+fzvPUFz7l5eXePB5Pl8vjqqipqVXhGHZVR0MnKvLMmf/pd/a5yzphgrd6XEzCxIzM7GU0AFo4Blg4DhR6enrxXbrY77XobH71fX3TPndu9HzjEYA5Q1HHDo84/cfpcACAMnxNBj88Lqvcx3vohMMnz1xqvNmQJUQAEUAEEIH6EvgixJC/r7f3ub8uBCvkTAcGAEpLU+3J+DHj/bfsenfj1Q/B69u3LyktK+ssUci6qaip6LBYLAtaoehaWVlVqa6mFtRz4JDTTXFKM2nkSP3r0be+Kyos/RYAoFZXuJjE5Hp6+nEOXe232Zh3urF269YGn3TVd6OgcY1D4JspE72OHDsWJpMp9GFvMni9XlWFn+Y7fPjM8INHrjXOLMgKIoAIIAKIQEMItHsxtHT2bM2YJw8n3b/34CeFgtZkGCDn8Tkp4/zHDQ/dv/+TWmx4eXlxFIoqTSWcYySX0+5iidirrKxcXVtba3fPAYOPCoVCUUMWob5jB/TsaZaZk/VtcXHRV2KJXAumnBA4EFlZW9x0dnTdYutkGL1wIapQXV+eLTHumylTvA4fjdwnlVF68DUZ7Fyvrq6S6DPU9/u9hw7daAmf0JyIACKACHzpBNq9GJroP7zL7buxv+bnFw2ApykAAAWfy4oZ7jVswsFTp4o/ZwP4+w9QxaRsh9oa8aSi4sLOSgL+cU+3XgeFW/+vdtHn2H/Xsz4+g0wT4hN+zH2Z/xWLxARyBQO4XLK8c6dOx3r29Ninoqn3tCmu+jd2HF+iPViBeqL/yNFRJ0/toxkgePvDp6mpljDEa8isiENHb3+JXFDMiAAigAi0NIF2L4b6u7u7xjyIWatQMJZqaioFXC43TUtH+1Dck8RGyc+YMGqUmURSMyPv5cteBIt1yblH19CgoPAG31Kr70bw9/cnclJSeqdlpm2uqqq1wXHAha9aBHxOgV0X+8OOjl2O9u5fHT9mzAmqvjbRuOYhAMXQ2NF+/qf/OL2PYWCPvNevyXR1NOOHDfOeHbLvwGfVvWqeKNAsiAAigAi0PwLtXgz5Dx2ql5abYSrg8viaGjrVcoqq1uXzX+7788/qxljOwGnTtItKiyZl5+R4cdisW13dnfds27a3qDFsv8+Gn19/zbSk7CGp6WnLFQpgjmOADV+3qKoKcqysrY+4uTrt+z14T0pT+oBsN5wALNKZnPTM79TJk+EUBZTfiiEDfZ34kb5+s7eGhCAx1HCs6AlEABFABD6bQLsXQ59N6CMGFi1apJyXnjoyPS11OF+gfK27o9ORdcHBZU097/jxPlopiWkjkpJeCOWKuiv3BCzgp6Gh/riHm/vmvm7uF79ftqzJ/WjqONuT/evXr5NBWzeNOffnhb00A3jwhw8mUauoCNK8vYZ9u//o0b/bU7woFkQAEUAE2goBJIY+c6VWzpolSMnPHZBXkO+hr29wpXtvi9vz5zdPEcRp06Zpx965MTU9LXMxzQBNkgBAQQG5laXZxaHeXutM1LQT56AK1Z+5wo33+IXt2znbz0RNuvr3rR04Brhvr9YDACo9+/T85srNOycabzZkCRFABBABRKC+BJAYqi+p94wLDAxUKSvMtawuq9Jx7mb/XLh+a9ZnmmzQ4yOHDu0Q8zB2WXFx+QSSAAKarruhJDE2Mbrk7u4W5OjcMRbdMGsQ0iYbHBISwj8eGTnt9q1bvwEAOLDMEHxVRhJE8cgRvuMPnjiFrtY3GX1kGBFABBCB9xNAYugzd4cwIIAvYrPVWCwFpmtqUzpnzhzpZ5ps8ON9+7rbxT+IC6+pldgSOOBBQYTjQGpuZn5gyBCvoB69i5JQQnWDsTb6A8eDgwW7jh795s7t2+sZANhwAvgDqKzMTxw5yu/rvRGRsY0+KTKICCACiAAi8FECSAx9FNGHB8CcIYKoZdO0QMHj8WqFQqHiM01+yuNYLzcX9/j4J0FSmdwGwwCHogGjosJPt+tiF+rSzflka65QDW9ZrVq1isfhSDjV1WI2W8ZigECgAKCGlFczPIVczmix2WULN7ftGkrBwcGCE4cOfX0nJmYDDgD7TQFqoK2r+dBv+KiZwaGhcZ+y+OgZRAARQAQQgc8jgMTQJ/JbvDhAVVZNaUtFlIDFw8VsAbdSCxPULt64sVFuqTXUrcDAQM696Ntez54+3SaT0wY4BkgcBzSXx0vx6NHjl24evS8JhcLyhtpt6vFrly7VzC3J70gxlDEBcFWJVMGnaYoiCaIKw3GeXCrTlFOyWi7JemZi2CFFuHlzvWpDQYG1fO5cHQrHtXg8kkMxDEsqlWIyKS3D2EwVH3DElEQiWr9rV0VTx/jW/oEDB5TCd++eeSc6eh2OYXUnQwxgGCMjgyvD/Hx/3L59d0Jz+YLmQQQQAUQAEfg/AkgMfcJumBsQoP+ypMC5prKyDw4wwtzU9LqhgXGGgqarCIqqWbp+fbP9AftP98ePH6/1/OnjMWlpqUslUoUBgQOcooHMxMjgikcvj9/1jU0fbGwhsfYuzEKhUC0rLdm1ID9/jEwm7crQjIpMLmNJJBJKJBJJMQwjVVRU2Fw2p5LksB5oammcMrO0i1lfD74rFi40z8zO6AdwzInPVWJRlBzQNKWgAajikOwqFptdLRGLCtR0NB537Gid3ZDXm3PnzlWTV1erVlZVsQSamlUsFquSw3lF1tQQ2kBO68hkMpqnopkZ/K9bhXViKDR0xp07dzZBMcQwDIDtYayszKP8R/qvEK5fn/YJ2xE9ggggAogAIvCZBJAYaiDAGTNmaLxIiJ+Sk50zXiqVmmira4hNTU0fGhgYPiRZZB6bRWRw1LSTNmzYUNlA040y/OuJE41uRd+am5GZO5PNwgVyOQ1IEpMaGRqede3ePUTHwDhxayvpYfZjYKBNZmbqpJzc3AlisViHpmnAMIxcoVBg1dXVXBzHSQzDMDU1NZokyRyBEv9sly52u0PCI5M+BGvdunXqiU/jh2Skpc1UULSRob5+IV+Jn6zEV8pic1k1JEFyaQoYFRYXGtVW1z43M7c4pqmn96Q+PeX8vL3tSkqLe3O4bD0el1esrKKcJOApv6RZDFsqktrIpdI+crlMpqykes5UW/uBMCio6q2vMIH66IEDM2/fvbv+7WsyBgCFnV2ng2Mnjvtl6VJhsybfN8qGQ0YQAUQAEWgHBJAYauAi+g4d1Pt+7L1fS8sr3bgcgq2mrMKoqqpWsliscjU1tQJ1NfVzGlqqUWGHTrTY/8sf0r+X/YP7cVsrq2vdYFN0GCJJgGoLS/Nb5qbmB3WNdW6Fhh5q0aauwsBAlRd5OYPi4uMWl5WVWbLZbJlAIChQVVXLIAmSU/GqvBPUQVVVVapsNhuXy+W1XB4vxsnJafWJU2dvfmjZfpj1jWtMzL25L3NzPVVUVcqcnJ2PGRroX2Arceoqg+MKlppYJrbNSE0LyMnNUTEyNjrpYGO/f9XGjfkfsgtPBB8+jZuen5c3liRYuJa21l1dXZ2DukZ6L0maza2sLO8ilUqnUjSjz+Nxrmob6O3fsiU48a1NeDIUERIy7dbdu79BMQR/nQZAYWtjfXD0eP9ff/ppdWYDtyMajgggAogAItAIBJAYagDEgIAA1rO42ClJSS9WiEQyYz6fTejr6AJ1dXUgkUhq2Wx2roaWZrihntHhvZGRLxtgulGHCoVCMub29V4x0TEbJBJZF5oBXBwDgCTxKjs7u/P2Dva7DDuY32vJHmbfTplimJT6fHJqaspXMrmCa2RkeM/I0OCKhoZeAgMUvOysrG61tbUWcrnUvqqqxr68vJzkcXmZbh4eS7u6dD/3Pt83bRLqxN5+MOz27ds/lVdUadt3sTk2cGD/7TwVzUSY3C4UCrk1NYUqlIQ0Sc9MnZ6VkTFAVUU1tZNN540GJmYxH2LyzVfjbVNS0oVp6Rl9GYbJ7WRtHdS9l/O5deuCSuDeUCKpDoXFFV55eS8n05RCrq9vGGzb1fmc8E2tpzNhYcrbDxyYduvmzY3Ym6v1GAYoc3PTqFF+Pj+t3rQ9tVE3AjKGCCACiAAiUC8CSAzVC9PrQVBk/PXnyclxcc82MADwVVX4lYZ6+pSKigoGAPaKx+Xc1dTVCadw9sMTJ1q2N9i8efN4iU/i+t6LjV0vEkk74zhgwT5YXC6Z5+jotMepW9fD27eHtNgfvgEBAfqpSc+8iooLfTGGyTc1tzzZpWunpxyOZplGWRkrSV6pVV1RY1BeVtE5MzPjh/T0bDsMA3IHR7tlk6eNjpgzR/if109vlxAmTc+c8VXfC+cvrKyqqurBYrEy+/bps6rPwCF//DMnKCAggM+jaeWK6lduCUlJ33O5PC1NLfXInt08Di9eteq9p0OTx43q/vBh3Lbs7GxTcwvzc30HeK4NCgpN/+f8C+Z82/n5i5Q5CQmJ/fhK/Du+Xj4/bwwKqhPGISEhqnuCg+c+fvp0GYsg2HKKglfrqc7WVoeHDPFas3HbtuQGbEc0FBFABBABRKCRCCAx1ECQPj6DOiU9TfSmFZSBnoFegba6VjlB4ICmqFp1VY3kjurqKcLQUFEDzTbJ8LlTp6rdenTfLykp6RcFBfS5HJKQyhSMEp+X5ejs+JuHs9vpNVu25DXJ5B8xGjhxokpaUa45xWBaGmqqpSbmndL+ndy9cuVKdnV5Yee//77xQ2JS8kSSAJSVpWXwuCmj1y9btu5/Wo2sXbtU+/KF6zNjomOXUzQgDPS1H7t7uM89GnUm+l3uzPv2W8MX6S/GZaRnTuHzuM/79hv0+5agoPvvc33yuFEuMTH3thcVFenZ29tvHDjU54BQKPyvtV63ZIl6QnpK//v3H6zECDxt6CCveVt3767LBQoLC1OOCAn59t79+6txHGcraBqKIdrSyuzwcB+/Net+++1FS6wFmhMRQAQQgS+dABJDn7ADYMPN4uJEPgDagM/n15WLEVRVMa1FBP0zpB8DArSuRd+ckJSYvIJigPab5qCUpoZqgrtbj602Vp0urW2hhOrpvr7KmDaHVVUFKt93krZx5Uq9MxfPfXfv3qNFMMXGysp865gJk397V5mA+YEzHc6d+2tNRmbOIHhrvWMHoxM+XsMWb9m9+52C7/ff5/Fi7qT3u3r56kaGptn9Bw38uYuj8ymhUCh517aYNnGiTey96K2lpWVaLq4uS/66cu3yv8dt3x7IeXivuN+De/d/BgAk+oz0/3njm1yksyEh/KDIyHG3794NllMUFz5LEoAxNjY+N3z4sBWbt+16+gnbET2CCCACiAAi8JkEkBj6TIBt4fFp08YZ37x6Z3FO7suvcBwIcBwDcgUj09PVetzVyTHY3sr20tpt24paYywbhEKjS1cvTr11J3aRqgo/p69nn6V2jt0uvSu3x89n6PCrV6/ukElluhrq6i/6Dxqw6NCRExffF1dIQADrbE7msKtXrvxOUUDH1cVpi8+AQb+9rzTCd9OnW8c+iP29rKRE3d7RYdm5i1dv/Nu2UChUSUl4MvjJ0yc/8vmC235e3huXrVtXl7j9NoH6bnT0ZophOPCHj80mYM7ZTW9vrwUh+w4+bI1rgHxCBBABRKC9E0BiqL2v8Jv4Jvn7W/99/erWktKKviwWzpXJafiNXF9X+2FXR4ff7Cysb6z7V12c1oBGKFxicfncxW8eP3nib2dvd2qoj3ewULg+49++bREK1aLOn/323oNHK3EM4FZWFpGTx0/6ebFQ+N5EdnjCF33jmv/tO7e3UxSjZmVlcWjc6LE/r1iz5p0nSdOmTbR5kZC4oaS4VM/S2npzd/deZ/59irR48TzbpCeJM188f+6loal5ut/gXhthgjX0Nzw8XG339u2Bj+LjV0AdRGAYLLoI1NSUnwwdOvSbiMhjD1oDc+QDIoAIIAJfGgEkhr6gFR86qF/vmzdvBUukCms2C2dBQYQBIDI36/CXvYP9TlsH5+j3vSJqCUzbt2/npCQ99YiOjvmmuKiwi42t7ZG+3T12L1v3v/lCi+fNtj195pwwIyPblwGA6WxtuW3kuAm/rlq1quZDvg8d4Dnq7+vX91IUEBgZ6l0ePnykcNvOne8UJfBkKC0jVVhUVOSgo6193tLCeteuffv+I8wWff+9QUZu9oi0tNSZBQUFqiYdTPb1H+wd9LZI5P4dOzR/37lzQWJS0nzszdV6+I5VS1Mt3tfX7+vQ8HDUjqMlNhqaExFABL54AkgMfUFbYOrUqWqPYu76ZeVk/yyTyUwUFIA37gGfx35lYW6218XF7UBoRMSz1oJk+fz5xsnpzz0zMrJ+EIlEHDMziyC7rs6H31VFe9TwYT7nzp4LAQBo0zRQuHVzWTZpxjc7Zs6cKf9QPMMG9R996fLfYQwAAhVlfo6Hh8eqId3do2b/S0TBU6SSvDyLnJdZS4qLinuy2ew8DXWNcG0NrWu4TFYtA4D3quaVfWFRcUBJaakDRVF5XeztNzh3d7/ytl/dvu3btbcEBy97npw8i8AwNsW87k5mqK97Y6i3zw
নিচের কোন বানানটি শুদ্ধ?
সদস্যের ক্রোমোসোমের বিন্যাস-
একটি মোটর গাড়ির ব্যাটারির দুই প্রান্তের বিভব পার্থক্য 12.0 V। 2.5 C আধানকে ব্যাটারির ঋনাত্মক প্রান্ত থেকে ধনাত্মক প্রান্তে স্থানান্তরের জন্য সম্পন্ন কাজ কত হবে?