Question

    What approximate value will come in place of the question mark (?) in the following question?(Note: You are not expected to calculate the exact value.)

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bad/PzeQ/QRMZyPyWqMkmjmT/Ck1/n0tx1sfHUcAQ0xXE7I17m6jtQT4SQX+DF/1XZ+fm0sVglXuHAunXpAWHRn+PJP+G7Hb/ywyB9ZZgypOY1vhtaqL+Nf+JK1O7exZo49+Ykx5BbV6NT9YOPafSrzFq5gfKdGu85KjicpT0KnfmMYHuKHNabY2ttDTSm5ecVUKWnydWdQaupPu0A/3PU7GVUVlMhNMbYwRaLjB3Z0csPUtISS8gYUSug481NendEfT7sm624opahCjUeAP3am0jZE9r9Eao79wPG8viAYl7vcQCOvJPPaeSKz7JiyYABO+gV0kcuor5ZRI9HTECsb7OyMqKsvpqrGFGsbe6TKavKzcylXAiipK8umRDjhGdgB3z/2Xv7laVXMhVZNRfw+Vn9+kS6PPUpXBEpZGRf37ibDSoo88RxnD+5n7+5NfPOvj/l4cwRZcgmmdrZYGacQFZlNWQOgUdJQmktupq446CCxwNJegrY+mauxhVTJAVUD1UU5FOeXNC+rrCAr7iy7fl7Pp//cyPEcd4bMmcrAwP+JlP8xlm54OeVyNTKZ7HIVGgHUFZOWmIbm1q5JfWy88HNJ5uzJZArraBTTmgJSEzMa842MMbF1wcU6mQtn0ymuB7QalJV5ZKZkN6vK0tmNwVPH0zV7C9/+nkNDs1xd7AjoN5LZb4zG20xJeYUFJo7BdGpnDzjRedRYpj87BDcTJaVVdli6dqG9r45CKHNIT1JhLDrSztcaz869CRZmVKZkk6/0YtCSaYyd3QVrZQOF9V54BwTh7mwJ+BH67CxCJ7TDrKGe/IYA2ge1x8n+nmYrHhyUFWTGnmXX5ka7PpnvwdDZkxnY3gqwoV3fsfRy1HAjbBubf97K1q2b+HXPSeq69mTI0E546Tt6zR1xdawgNTGZ1Nw65GpAVk5OWgay+rZGcfVkntzJpeoOLF4wniA7yzvhF/6v0cipyIzjbEQ2jlMfoo+tjIZ6/UI6SCywsjNBXZ9CzLUiKps0pKowh+LCW9vlrPDuOow+vvbkHtvGpk1b2bp1M7/uPkaRRzsGjulNOyu9ev+GmLz33nvvNU8SaFVZHH7tefa2/4SPHgnACg3y2lj2fryTBLvRvPD8P1i8fD5TJvXC0+Qqu1YfwWjUHIb52aDIieVIxA3KKkopyrhBTnoyMecjSFK1Y/ScOfTS8cwgMUNqpKEkJYbwmBRKSwsozEom6+Y1oiOuU+7Qk9ETx9DJAVCUkBQVzunT1yitV6BV1FAptcDR2wcfW32BkFN0I5LzZ85w8UoccXFxxMVEcfbcDYrVddSUZZMU15ie2WCBk4M9VqatftcAyL3wE/urQpg7rAfudk33snTAujqFI+FXyCutpCgzgcKCPJLPHeXQNTUDFz3DmPbmzQ92sHbGtiyO7SeuUl5TQ2HadQryckk8c5jj6ZaMevw5RgbZIimMZf/Za5RVV1KYHk9+dibXzp4mqtSF0Y8sZaAHgAnmphZIRCn7D13CpWd/guxbHUMAamoKk7m4fytbD0RRbduL+Q+PwE0CoKIyJ4Gz+35h66FrGHv3Z9bUATjf6tXVZBJ1PIUKu0AGjOmAoyyXyycjyZN6061fNzzM5RTdiOD33VvYeryAjkPHMGZAB2xNAGTkxZ7lyK6f2XqqkgFTJjO8mx9WbTf1g4eimJuR4ZwOv07Zbbu2xNGrya41KmoKKihNzSQrJ5307HRK68HNuSMdugTh4qg3cjS3xbKhgMjoqyTnFFGcm0JhXjZpUac5HlNJwJgFjOnuhe43teTaVlZvisBr3As8OaUz9pZtLe2oJfnEbo5eiCG26f2Ju3KeYyezkPhDYVPatfgESswDaO+s/17eQVVfQfyZLURbz2TFCL+miU0NsopkIsN2EmU8m3/M8UGeF8uJg5FUBo1hcjtB+s1abDzt7jyzxAypkZrilBjOxaZSWlJAYXYy2TfiiIyMp9KpD6PHj6KDrZq64kpKUrLIyUkjLSed4moljo5BdOzUEVe3tlfb/V1oKeZCS/m173njizKWfPEuQ10ANCjqkzi29jAZk9/ky4e7AMZIpJZYW1RxfeMRSnrN5aH+Afi190FSFU96Ri5FlQ1Inb0xaSggTTKYRY8MwbfZ1LsEa3t3fLxsUZcnkpGZS5nMGCt7W6qr6lF4DWf2lB64mwFSe7yDBzB2+nQmhHbGLPcE23dfRe7ajf7dPfV+CDn5185x9lwU19Nyyc3NJTc7naSkfGq0SuT1FRTlNqbXWbejc4A3jpZt90VaFXMs8e3UFSdtKlmZWeTk5CJ36oa/5Cb7Urrw2PPT6e5k2swFA1a0794Lu/oYUtNzycvPR+PeC29xnYM5fXn2lSl0trUjoEsnLGvjSEvPpaCkAmOXTtirUomoGcATK0bT7lZvTGqGuZlAGbOXvWXdmNjfo5XdngAqqvMTuXLuNDmVMqRqC4wc29PRzxYpSsoz4rgccZGiahlobDB3bUd7L+vGpXHaMpIu3KBUONNlSBdclLlcPplMnWMH+g7rjItURn7cOaLiEpDXyWjQuOHu54uXkzkmyMi+dILIhFREvYxqjRf+7b1xtTNrfUj4ICK1x6frAMZNn874kR0xzT7Ob7vjULh1o393CzIO/MCaPVl4TnuON996gnmzx9HLNo393+/lstKLLiGBuJnr2q457gEdcDUrozgvnezsXOos/fE0L+JCtgehcyYyqIMTt8y9OPYse7fvJjXkCV5bMBS32/bdGrUkhG3jWGwmOU3vT25WCtcTSpG4GFOT15iWl1+A8BvCAD+rVlef0JaYK2vIidrBp1/+Rq17IMrMq1yOjiTyUgJFSi21uYlEpVgzdFg7zG/XK8HG3gMfT1vUZY0aUi43wcreisqqBjQ+w5k1qR31F35l/ZZLiKEreOe9p1kwdzwD3Es5u2UXp3JtCOrTBe82P2J/E/RnRDWqEnHk6Y6i/fIwUXonVTRUJIgvpzgK7ycPiJrb6XWiIHGtWOrVSTxzoJWVFao6kXV+g3h6Qk/x6JpYUaWf3xqKchG7812xaPpk8ebOZFErFKI0NUpEX7go0ivvFEs99L6Y37u3eHTVYZGme31b/LurWXS4+FE/EbhcfzVLK9QkitWTnUTPp/aJ9HrVPawI0AplUZR4Z5il6P/aOVGmny0aV66UJ4aJV0b5iokfRosWrVyfJ2J2vSUmTH9HhBfpZwohRIMoTU8Ulw/dEKX1clESu0u8s2SemPnBcVEsakXBjQRx9USKKG9oEAUXN4pnFy4Wy749J8qqs8XVqChx9sZlcejzl8WL//iX+D1TLmSpB8R7z7wlPtgULcpEhUg9FyPiL+eLWkWNSNv9rpg84znx2ZFEUSPKROLxyyLxeomoV1aLpC0viiFTXhXrL2Y0rYR50JGLkpRIEX0xopldpxx8Vzzcs69Y9OERkS6SxK6XZ4opM94UO2N1ChWfEh/NGSAGzf9EHE288za2SV2G+GVFPzFi6VfiVHrV7dVftamnxYdPPyPe+OGMSKqSC7UQIj86WmTLZEKlV0Wb/DurWXSoK04R657wEcG6q1kaykXW6bVixYoVTX/LxaNzRouuPs7Cd8hs8dRbn4jvw7P0amoFRbm48ttK8eiM6WLlrmRRKzLF8c8fEzNHLRc/XCi7816WR4q1K8aKQZNfFr9eafFm/e3Q6yAJtJVXOHRcyeipA3XWjRojNXWjR09f6q+GcSCxBtCiaigk80oURX4DGNa1+QyCWlFN1tV97N15jBLvh1g6uQeNq8xllGVEsX/TTg7HNw8BpawrJDH8N/YdT8IseBYzh3bAGhm5MWFs/uwrdhxJa/SJyYspyCmiAEfsXR2a6v1fUUdttQZNeQ11Gk2bs/w1eRc58N1HHJFP4rklo/A2u7XxIofwNd/xzamM5hOiQktF+gl2ff0Z5ywe5bUlQ1tM9GjVcgpvHGb3hs0kOs3nmYf60WKextIR18DOdKs/xu7IIv1cQE1tXhoRmzaxfvWPbDoUQ4WDL/2DfbFATVX6Dc5t2MC6L9ex5UQiSnd/enfwwrzsJsfCDrLjQjWefQJwtozn6KYv+fLnk+T6edN1YHucUFIcE8XRH9bxw5cb2R5ThHPHIDp6OmKKnILIcxxc8yPff7WJXTeqCOjakXYudv/jTV5/F2TkXjnI5s++Yuex9Mb5InkR+TlFFBg74OBijx0OOLvbYVydTEp8MqU1CkBGeU4C+WUybJ2dsbGWAmUkHNvD5n0RpJU0nz2pL47j1C9fE5YfxJRp4wlxb3JR1KVwdNdOknyGMXd2X9rbmWFSm8/pz/cRV1GHqlktfzZatJpaasq1aKpqub12ysIRv5HLWbNmTdPfV3z4+mKGdfah8+xXWLPqNZ4a7tqoH5t3cSShZQg5ZV0hN85sZf/JVCy7zWTGkA5YY4u9swNmqizSryVQ1CgiVBUkkVdYibmjM453HZH8PWjuZhGCsvAvWfmTA4tXL6KbzqoUY2Nj7G2syIg/wsULBRRnxRAZcZr45Ao8Zr3IwmFNsakVNRReO8aGbWEkxCZSYdGLcUsfY3yHW/6VKlLP/8bHb2wj0W8Ic/t4QH0RiZFH+G3PUW7cyEHjPZIp82cxyLfRaSCrryIhOp7o6ETSchO5FnGOyGtlmHQfzYypw+lxL5uG6jM4eygDaZcuhIR4obOgpA0KuXziLBGH97H/4Bli06qRywVVBWWY+Xtib27aOEmUe4F1W/dz5Xw4N/Ls6PP4Gywa4IyZ5NY4MJrPhy/mA+ORrJzcAWMjI0TGcVZv3M+NSxdILvNh+HMrWdhD5xk0CmqTjrNmywFuXIkhT9WJUU89z8xg/dkuAClGCgW5N49yNMOXyZM6663uMcPK2hoLi3IyMrMokzjQafAk5oaG4GRqjo2dJRKTEjKzcyg3c6fniIlMG9wZB4kGlcQGL7+O9O/VETdLFWX5eZRIAxg+dgwjuvpggTVOLlIU9XlkFhRSY9+ZcZMmMjzYGyuJLS5uxtRVZpNVVEydc3dmTJvIgEBXLNr2aD1ACGT1VcRHJdy267iIc0ReK0fScwzTpw6ju7MLVjZKqtNiuBkdT3JaMldjLhB1+gJl5t0ZNWsWg4LdsZakcfDt9/nwrJzu/XvQ2cMaiuPYu/8g4adOcSMT2k95kodHdcLdprHxC8I/5d2fYjF1Mac6NYErERFEnApjz856gpeMorOjZeuruPSpuMTGb0sY9u4UAttwqdxBjbw+hZM7j3Dx2AH2H7tCZokGrUJFdWUttkHezd5LeWUeV4+sZfuJRAqNnPD0D6KLh4rU89v4+I3fuOk3hDm9PBpdNHWF3Ig4yva9R0hIyAe/UUx+aDoDfU0BCywsBbLC6yRejCU5LYW4axFEhZ+nQOXHoGkPMbK3H7b39MB/XZrtABXaMg491Z+515/leuRzBDUvi1YtI//6QQ7svkYBIDG3otOgiUwc3ZPboanlVeRePcSGEzl06jqEwWOH0XwXbj2FNyM5eigNs2FTWdDfE2rziLtwjMMx1XTtM5IBg3vhpqNIcnklybFXiTgfQ25VFWCLZ1APBo3uS2cfp3vbuVV8gn8+eQKL2bNZuKAfHvr5Lcjl3P4LpMYlk6tUogTAHQ8PD4YsHE+wg02jfzrzOJ9ti8DKvjPDpk+ji4c5Js3GO6kcfGcL0T3ms2pGZ4yNQJu0j5VbruAf0J+Rs6YSdCeQeCNqOdXxB/h8700COwxi2JSxBNwl9re69CbHvn6D186G8M2RfzLqj79UBv4CyGSVpMRe5eKFGPKqqgA7vDr0YNDoPnTyvmXXDZTER3HpdDTXi2upAxwd/ekzYhw9uzWtI6eIy9vDCG/wY+L4gQR72kB+FD8fOEul0o0BYycREuSCpY5Y5Zz9nl3n8yhvsQwqhJkvT6G7/sRqW6R9y5AOCazUrGX8PYh5Q20iR38+R2FBAY3bTqRIpT4EdW3H0Dmh+OmUlpVncenwOn5PAmw96TBsOosHOdzWD/PhU5nfz7OxcE0uMReOcSyulq59RtJ/UM9mGgIyKlJjuXriArF5VVQBdnZe9Bw8mj69O+J4TyLy16aZmGvVkawMGs7uxRdJebdv85J/d+rTCT+YjjS4CyEhzXsAf3tqs4ne9gFPfF/BovWbeaHfffV0Bv7KVETz09fFDH9/aovOn4H/W5r1IUVFCjfzjOjVMVA3+f7Aqj0j5o1l8P0m5AAWlth4u+Ncnc3lG22s6Tdg4H+BY38eMwj5XwIdMReI1CSuGhnh4thims3AXxmJBZYuPnhaN1CQlYdhj6UBAw8ezXrm5ak3KDDyw1V/WYWBvzjmWFp74xugRlVVQ51+tgEDBu57mol5VWU5RnjgeJfJNgN/RSRIpNbYmCpRFVWiH3vJgAED9z86E6CC5C+H0PV1KV8lhvOP9vpFDfyVqUg9x/oX57Fd/grrTjzP33v6upLLW75lb0wxNX+w4Nlv6ms8N8pHZymoAQMPJi12VRsZeeLqop9qwMD/JaY4+HWma/ce9Ohx97+ObpZ6IRMMGHgw0euZD6XbG905JF/DWJ1CtbW1PPvsszopBv5/4uvry/vvv98s7f7qmf/3LFmyRD/JgIG/PZs2bdJPuk0rbhYXNuTu51Gd6IYKhYLdu3ffSTDw/xUHBwcmTpzYLO3+EvNyIn78lG2XCppieLdNu7mreHOiP+Z6bpZt27bxb56IaMDAX54FCxboJ92mFTE3+Mz/jtxfYt5AzqVzXMurQabWz2uOY7cxjOhoj8TgazHwgGMQ8/uEitRzrF+5mH1Wq9i2cQHt9As8yAiBJv8Khw4f4pr/Ct4Z56ZfwsBfFGV5BnHhu4k0Gs7kkf25h/PMH1iaTYC6e/oiRDJ5hbqpBv76KFHKyymrkGBiY9HitPYHG4E69wBvLltLbrsJjOt03+3/va8xsXLCr1MIHg3hrN+8gej74KzO/xXNYrNoYlbRY8CHjDgk51vdGdA2USOvTePCwT3svXiejAwwt3Nh8MzHWPLQcJ0QujSdXXiD8MNXyBMhzFs2AP34Uro0lCYQvnMTO8NuUAQ4BQxm8oLFTBriQ2Pcrlryk6I4dmw/Z66kU1YGbp0GMnvRQkJ7tud/dQpU6emtrFu/j+jKOpRAYOAIZj/9DwYFNR3q3BqFV/nui3c4nKBBAMGTPuDlZ/rgAWhVciK+mc4HJ/QvAgt7V6a9uYXFIfo5+tSQEfEzrz+6jrJl33P0jaF/+1NT/iy0mmi+GfUYcRM2surZvvg0C6ikRSnPJHL/McLTgnhq5VjuTBWpaahO4ULYHvZdvEhmJljYuzFk9mMsnn0rXPEtm97Locgr5OaCjXsAox9aytwJfVuGK26ivuQap7dvZveRmxQDTu2GMu2RRUwYeCfURE1iJEe2/EJYXAblgLt7F8bOWczoESFNBzv/ryjh+vEwdp6x45HXJhFob9HKEXKFXD24h9/OevHCv6bj9YcuLi0qeRYRB45yJiWQp1aOw63FJSrqq1I4H3ae+IouLH522J1zQjVyqvOvcHTPSWKLevH4p1P53wUcqSbn+kUOHz/AuavZVFaCZ7fhPLxkPkO6+NEY27SStEunOXjyIJExxdTWgW+fiSx+/GF6+7m2+e6V3tjG+s/2EV1ciwIIHP4CK1aMoKOd2e02Ljqynm/XhRErV6IFOnUay8MvPkt/31shtdumWQhcYV1MxKd7KRmxjHk9/7gHI6/M5/cvFvHxHhV9ljzDzH5BGJWf5+vfIsiz7cWUrk1rHBU1ZEfv5V+r3mDN8WzkQcN5eKBPK0bSSENWJDu/38jhJG/GL5jD2AFumCadZ/+JNOTenejra0d+1FZ++OxXkhX9mTx7Ov0C7Mi9eIrdMVU4B3Qm2OMezgatiGL9O4fItnXEw9vhD3u0Jac+5dn3r+E5eiZTpoUybGggZgnfs3pjNb5T+uBn1RQWtxlX+GbKUxz2W8Irj05kiH8xv/zze/aY9GLJAC+0ahXxv62hbvJ7LB0/mMGDBzOwdzfsC47yW34//rF8JD5/9I8pq8iLOcbu4/m0n7GMmd3akpEHDUHu3td5MnUc696fQzvd6J1aNfWpZ/ji7RV8tjWSJI8xPD0+8HasdVlZFke/eJKvD7oyYfGjjOnbBfOSRPbtPM1N+55MCnahOjuGvZ+/wMYoGwYtXM6kEDcqM8/w46Ek5C7dGdkiHCbUZ1zgt+9+5kS6HxMWzGZsP1ckiWfZezoLtU9HevvYUpN4mHVf7+a6sisT5k9j9MiueMgiOLTrMsX27Qjq7P7HnZXySH5ceZg8R2c8vOz/0LYBKL7Opn+9wIff7eCYUT+emBSCo6Xe4c6FV/n2veWs+v4gp21G8/qMYMzuJuZaNQ1p4ax+ZwWf/nqRRI8xPDM+CKnuJaoGSq8f5fP3X+TL/QkU+41kyYgAbs9pG0swt3bFlgqunv+ZCKPejOvo1OYpRv8NOWfX8tVnG0myGMCEGbMZ6CPj7MnD7LhpRKegDgS6WJJ2+CM++vQCWr+xTJkygRA3I67t38euHCt6dw3Es5XY6CWn/8Xz78bhNmQGU6aNYliHem788DMbq7yZ1McfazMTig6vZPHb6XSf9wjTJg9jyJB2GEd/wqp1akIWDcTnbu2s72YxsuxApy6CS0lpusltolHKqCrJwX78EywbHcqYCZOYO2c2w7TJxEalUgpQU0rK6VNsjndj6MwFDParQmFu1sbxZgClJF/6nZjrDfR8eBFTJ4cSOmE+M2aPxFt+meOHL5BQA7LyPOodHOg6bgqTR4Uyae4MJvZ3RZOZSFJ2KXc7A/Y2inLS49LIK6u/h2D8JVw+tJeS4AGMmzmGMWNCCQ2dyZxFszBP+YXfo2uRt1JJwb7vWB3hydQnZhIaGkro7DdY2DOOqNVhXAKMpWYMfnETr84KbcwPHcqAPmYURVfRbcJMet7LblxZA7V5pZQ6dGFwLy/93AcXEc3mN4/Sa85jdNDVVbWSuosHeGe/mn4LX2daUAl1lubNBE+tbKC6PAe78bOZNTqUsRPGMW3WCALVScRGp1MGqBqqqZbL8Bm3lEdHhzJuykwemhRKcO1NrsdlU6lTXyMl3Iw8xrUkFb0efpQpk0IJnbiAmbOG41EbxfFjkSTW1JARe45khRGdpk5m8sRQQkMnM3XObNpbZBAXHUdWsX69raAsIy02lfyKhnuwbeD6cVZtzcVl7IvM6aFGayfF1MiouZBfOcjLm4vpPP+fzOtSRp21xd3DT6uV1F08yNv7VPRZ+AbTO5RQr9fOyGooOPc7X523ZODcJxnTvgKZhVnL3q2JOR5+7enuaUPs/mhS9fPboiiWXZ+/w/Of7SX+HrZG15dk0eDRkaFjZzNzVChTHl7E/N6ukHyD1PxKGoC6ghTkgZ0ZPHYC40eFMm3hXMZ1geK4eNLLGnvdzUng4Dc70PaYwuQ5Exu1Y+YLLJplS9q2jexLrqFBU8iF3dupGjiB6bNGMSo0lNDQWcxdOguufMPBqMZR/d1oLuZGQYya3IXqnSe5pJvRBhaOvkx87QBfLu+PqxkYm5hi6+CKl4UWrVzR+FCWdnj1GcQj0wbRt3NX/Ft2VppTX0FRdhU1FgF0CnFtjMEsscYjIAg/Nzl52Ulkl4H3oKW88Pq7zB/uhbkEpBZKNHIVzg5e+Lq73FtP5N9CQXVlLeYeLjjYSDExAjDDzsMfO4krNpbGrfQUCgj/7SgFnfsy0Kvp8AkLL+bOmYoovEx8PhgZG+MY2A2Ppn9YI28gbd8mdpeNYOmjne/pOZSyBgpzSjC27kBQu7Y/kw8aInI/P2T4MqC73kjFRIJ58GAee2gg/UP601H3kPEmLJ3bMeX13Xy2LARbMzCWaJGYyTFusKZjl0BsAXv/fjz8+s+8M687TqZgYmqBg70T7qYaNIpbMfB1qC+nILuaOqsAOnVrii8uscazfRA+LvXkZqeQW6FGVl+HMDfH3sUGcwmAFEsHN+ysvbAxtUB6T4HG/00CevHwrIEM7zeUEG+L1l2GQf1Z9vBABvUaSjev1uxdDxMJFsGDePx2O7dygakljj0GsXjmIPp17Un75r7ZZkhdPQgM8cc34xSXUsQfihsAiiryUxO5nlJA9T181fxDn+P1195izgAfrCQgtXLAw84KG60SpUaNBgiatopVry9nZFdHTE3A1FqOslKDj38gnnY2LePAl6QQk2FHYJ9A3J3NGrXDzI0eA7thXhvB5TQZSrWCqvIarHzdcbC61bbmOHgFYGvkio2V3oe1FfTE3IJuk6fSpfgqCfcQSdVYao5LQE8Cb53CrayjNusaadVOjJk8ptH/KDHFysWNdh7WLR+yNTRq1KpyqmTl1OhEjJJIJEikArVaiUoN5g7e+Pr442Itobo6hwObdnOhqjsLVixnaohzK+6O/xY3egwIJn/PJvbeKKVGDVBIzL61xA2ZzczO1rcPyb2DnKryWkRIBwJ1ejn2jq4IEc3NFt2LRh/uxaPR+D71JJNdW/RPWkUmqyWvrhCHYf3padDyO1RVUmrUgw76DlYjYySO7nT2s2vZA2zCxNQSF/8etHc2RamsIzbqBJs33iDgia94f0Y7TAGJhR3ufsH4OTQ1uqyckowkyo19GT5yYMs5IfUd265txbZVaiUqtS1+gR2Q5sdz8sRFbtYCVJF5KYyr5g506N+NTv+LcxJtnAnyc8RGaty2aNi50TnAAcs/VPEmjIwxcXSnk59d250SEwnmTm4EeTcd9nI3pFLMrKVQXUhaVrl+but49GHem5/yw8q59LiHUa6Fkz/+Pj53DnivSCMxuRjPbgPo3t4fS8DKtQPtvd2xNTehrCyJLZ/+SqL3It78xwx6e1u33FavUCIXeZRUKlHrnDtpZmaOkVEDcoUWhAf9hnUjdeOX7EqXodQC5BO1/RuuT36SRR1b1NqC5iWMjLDsNonJwdEcOZPXLOuPUVGRH8uhzYdwmPgmL4Y6/PGP0xpW7ngFBSCtTuDgoctkVAK1Bdw8f5zY6PjmZauvs+ejp5g5eBzPvPkbV4rVmHpYIWmpqn8CpgQ9tJqvFwYQ89IsQnv3oEePUbwb15sP357TxrbyXDLjBcKs5bBRUI9cfzymklN3YRtfxQYxaUb3e4y7XktlaSzpcRaEjhz4x77UB4jc7DTAHHP9xr9XVJVkha9mft+BzF3wFtvPV2HsZYP5LfFuhozchHOc+j2RDpNXsLR/01mbulh74BPkh3F5PAePXCWzCqjNJ/Hsca5dvtFUSIJb/4U8vXQO3pHf8PigHvToMYTH1mbTc9JcZo1o/wAfu2eBpa0rzn5alKp76GYDmNrg5teejv6uWP/bh89WEL3nV643dGL2tDEM9NOZDC47z7dPzWXqiGm8/vlpMtXGmLpZYGzaiui692BgsAnnD4RxJqGKBlXj3MPBrQeoq73lEDaj09Kf+GmeA0fnj2BArx706DGGTzMns+Hz2XhatlKvHnoljDC26MqEye04t/c0/46c1xenc2j9exxo/zqfvDoR13s4lrNVTBwIHjqXhVPakfPrHMYODGbEgpfZlSbF1HMQ9nYeON36wloHEbr0DX7cuYftPz1Bf+1xPlr1I/uiGw+kak45F394hrlDggkObvob8RQ/RW7m4xXTGXIrLTiYaR+GkVSir7RQHvEDH22roteTn7Nuyza2bfuGha7n+PyRrzleVttyWI0bnoFGfzwcBUCLQpbGzp92UDvuSZZ0bE0wWqGmguKbGcR1XsRDA/7TRr8/USjk+kn/HhJbPHsv4LPfdrBr2xpenSnn6Eev8+Lm6/olKU+OYOeubST2fZnXlg9v/RgyE0dCRsxj/gQv0jfPZsyAYEYufI09mWaYegzCwc4dBzuoTT3Nzt0RlPsv5J/rt7Ft21peHW9BzHff8/Oh67RcOVzO+e9WMGuwrm3/g82XfuaD5VOb2fb0j4+SWtrStv8eGGNsIkFqBq0PH+pJO/sTL0/QaYc2/kYt/5B91+/uRE879BXfXjem+yMrmDa8PVa6X2f7njz0xids2rmP376fhsv1dTyzajuxmVU6hZqQtuehV//JRPNdrFo8gN7dg5n98e/UePfCyLQXfl6mmJhA6ekveGurhrFvr+PnX7exbdtXzDbfwxtTVnNWt0vfFqIFGlFbsFHMcwwQ717Qz2uduuIcsev1ZWLpe3tEdLlMP/s2JQlHxfvL+4qpa67oZzVHoxINVSUiNzNFpKSkiIzsXBF74DOxbMZosfTLU6JQrX+BEGpFrbi8cYUY3324ePbHcyJfv4BQi/ryApGT3lhnSkqKSLm4TiwftFSsXBsmom6lpaSIrJIaIVdp9a6/Kr4aGSyGPbVd3MhvEBqtEEKoRMO1z8UEd28xYXW0qGjQ/8fSxZpQCyEZ8bVIVWlup6oPPS5MpP3E6ps6RVUNovzgC8LXc5T4JLZeJ+NuyEXJzYPio3mDxdKf04RKP/sBR7F/sTCRPCmO6WfoIKvMEz8vdxEBb57Rz2qGVqMUBdcOibfHeokek9aIazp55ckxYsMrT4vnvjwmrlXJdXJaQaMSDVXFIue2beeJmL0fiUXTx4nl34WLIk2W+P2jpWLWxGfE2tMFQqkWQgi1UGQfFKvmDBEjF30mjibX6FWqFnVl+SJb17Yv/CiW9l8q3tlwRETr2HZ2SY1QtLDt5oS/1V64Ld8kcu7yLh972kJIlx8QKvXd67qFvKpAbHnCRfi/cVpo27ikKvuK+OqJjmLgJxfbKFMqEo58IB7pPVq8EVYgWhbRCEVdhShsatu7/WXklYhqmf77eoeUsA3irefeE18dvibyG+7+ZqnkleLkB6GiW/uZYvXZFFGpX0AIIVQyUV6YKdLTmn6HwjJx8u0Q4T7wZXE0u1IotZHig65eYsCLx0VBtarp2ZSi/sp7YoCZo5i0IU3cUZDWaaXvboyl83RWPOXG+q+3kqufrYeqKo/orW/weWF/nnt+Er0czanJzSX8xx+J1S98rxhLsLBzwds/iKCgIALsq8mIu0qFcRdGjRyMq0k1cbv+yeeffc2Z7MZLTEytsbaxxFyrRKlQtTKDb4Klowc+7RrrDAoKIijAEwdLB1w8/Wh3Ky0oCD8Xm1ZCqsqorZQhsbXG0tykyaUiwcLOCQuTeqprlGi1+lMyvgwf3wuTy0mkau9M2GRnpmJkFNLMl6tWKTj/+1bqg6cwtes99rBrS8i6dJEjVot5cZb/7WV1BhqRSk0RIoWsJhu5d1RU5oTz45MT+e5qY4qRsRRzKwdszTVo6mXc6vPL8uM4tuNb9onBPLlsJMF2ZpTGxxO+Ywc3dau8hbEECztXfG7bdiVpsTHUmHVj1LABuBgrkTU0oDaSYmljjtQEwARTS1sszIxQNDSgUGj1KjXByskTX13bbueJg4U9rl7NbdvXxQbTFrb9N0FWT01hPuUSSzzdWgvtaoyplQPuTW0bFBREkGUZ5zd9ybsbIqh2vpMe4OWCrXnr/qqKqI18dSgBaf/xzA3tgruFhKTduwmPi6OEUsJXL+WjDUe5UdZYXmJmj62NKVKFHLlaQ6t9aIk5ju7+tGvf9DtowvltTxEj5j1CTydbpEYyqstlmDrYYml6a35NiqW9M+bUUlnVUtH0aUXMwVhqR6/nPmF5+ZusO6+fq4OqmqKb+9hw3Y+VXy4g2M4MiaKWythownfV6C3RkSGrL6YouYGGvGJKbqeXEHfgI+YOncsLO1uaf01eBD9/8Ao/Rlgw5LEXmBFshjFaFHUVnNuwmx0/nSa7Gqi8zPnweGKtOhHUyQ9v/Yr+a/oyaKI1Ods+49dDMVQ3qIA8Ird+zqVaX4YPaYeZWTSregTT/vmDVMvUgISOk2bQW72NrzedIlMIyNrAs+9E0eedpxl9S321KuSpW1i7W8NDTz9Gh3tSZSWlBXGcPxnF6HkL6GTVumE+0IwcxzyiSGxzpa0GjTqXnGQ16vRcHbeiQKtuIPvKVdY/9w1XCgBFKYXxh9gV54DD6H70AJDlkxh7kvCaYF58ezpBNqaYNJSSFxFD1LFalBRxddc/mT18Pq/sSdK9MQA1uefZ+P7LrL9iz4hlTzO1sxnGBBDU3R+zosOEbdlNfE41UEHqhR1EJhTh3rEzfl73Npvyn5FHToYaVXIuuerG1RstySYzRSCSs8hqlq5FrTjOywGBdHr3LDrbEW+3s6pZO+uiRCkvJD9JgSK7oBVXElBfR2WBlirX4fTpbtK6p0UftZya8hKKymqRt/4wzamIYteZdJyHjeGh6b1wM5dgXJZEzL40MpLkaNAgqyrm4AfrOBCWQFkDUHycg0fyyench57uTk2bxWL4YfpIeixbz7W82ma3yI/+guVTXiJl/BrendsBF0tjYBAjZppy89u32Xw8CaVaC2RzdsMHXNGEMDHU/4+fV7+rfhutXJTl/iKenvm2OKef10R9SarYtMhamJlbCQdXV+Hq6ipcXVyEk1070WPQpyJSCCFEhUi9tkk8OXSIGOhgKyykEmFq6SeCOj4snv9ws4gXBeLSttfEyKCRYtEmncFrXqTY+NoUEdxlgHjpnU0iOr1aNChvDTS0oqTguvjxvRdF3/adhZOLq3B17iZGTH9DrD+bIAoVbQ+fmlFwSLw2+iXxddh1UaKf1wrKuuvi8GuzxExvD+Hj4iJcXZ3EsAGzxPqj6aK8QSO04pR42c1emD+6XVTUKxsvUjeIyksfi8fHOApnV1fh6jRSPPZhc5eMRlEv4r4aK1xGfyFuKO7c727U5KaKLa8vE09tSRC3bmVAD61c7H7ERNi9cFovQylqq8LEc2PHitHODsJKaiSMzZyFl890sXD5JyJSCCFvKBdnDnwrpob0Ew5OrsLVxU907PqweHPjcZHY1ODlSafFpzOthLmljXC8bf/OwsG6mxgzb72IE/kiYvOLYnjHseKxLdfv3D73vFj70kTRNXiQeOX9LeJyeo2ObQuhlueKmF/fEc/3CRJdnFyEq6uz6NltqHhn9UGRUCgXf+AlaaTgoHhpxIviu2M3RKl+XqtEiU+ffETM8PUSLmYmwkhqJRycR4uxY58TBytqROMTnxVvzZ0hpri7CFtTI4HUWji5ThSTJr0kTmmFEEIjlLL9YpnUQtg++7vQalWirjpMPD9urBij086ePtPFgsc/FpFarRCiThRmbRdPh44Qw53shKXUREgsPIV/u9li+atrxFUdf0vZjWPiw6cGiylfRgrlvbSBEEKoFaK+pkpU1jQInSZuk5R9r4nZva2EtZ29cLr1mzo7CluzseK1XyJFvtCI3Izz4sMnFotOvu2Fs4urcHXuKyYv+1Tsjs8R1bfdqZHi08FdhNv01eJyVlVjUtQXYnjvjmLE0Hnip0M3RH6losld24ii9qrYs2KcmODqKjxcXYWrq5MYNWS++OV8sai7u6dHCCFEs+38+ghNHSVXN/BEWA++WTUcX/18rQalrIaGFjN/xphIzLC0MUeCQKNRIq9XoNHcGoIYYWQkwdRMipmFFKFUIJOpMbawxOrWAletGoVchlwlMDUzx9TMtGltdyNCaFEpFMgVSjRaLWCMRGqKmYUZUpO7LK/SpfAwrz96Bs/nFjFvcjdaG7g1R4taLkMuV6EWjW4TExNTzC0tkUqMMEKNrLoOhcQSO0vTOxOfWgUN9Q0o1AASzCytsDTTHRQJNPI6atWm2FqbtT5c0kVZTsrV/aw+047VLw/HsrUZdAMAKGq286TX07geLOPTkXfShVAiq1OgUatpDMxohJGRCRKpBHMrCyQI1GoVigY5So2mcXGAsRQzCzNMTSUYA0KjQiGrQ9ZiBGyMxNQcS6sm25ZrMDG3wPIebRsEGpUCpUyBUqNFCxgbSzAzt2i8970Yd2EYL88PJ+D1ZTw0roteaI3WUCOrl6NWqdE02TaYIJFIMLO2wNTICFDRUCdHo7rVZjQeWSgxwdzGsnH1jlDRUFWP0swKe0spQqiQ1cnv2s5abVMZPX2QmkowszRvdB/Kcrm0cytr95qydMezDG5cgP+no1HKkMnlqFr04hv/XzNTCWg1KOUKFEolWiEAE6RmZpiZmyIxvuUiUSOvbUBhZIa1pSkmxkaNo4R6ORhJMbe0QCrR1yktalkDcoUKVZMqSyRmjfpyDwPvu4o5gNCqkKuMMTMz+WOR+bsh1CjlGoykUiQtGvavjECrUaPSGGPW6u4OA7cRKuqufsGUsRdYEHOIx/z1C9ynCDUKuQZjUymSe+3c/FWR5XHl5DpW/y5j9ksfMj3A9P7Toj+BPxRzAwb+9mhVNCQc4od1aznT/QcOPR6gX8LAXxRZfhynfv2IPTzMk/On0tf7HkcmDyAGMTfwgCCaJuTudd2/gb8KtyTKyPDD3RWDmBswYMDAfYDB9WTAgAED9wEGMTdgwICB+wCDmBswYMDAfYBBzA0YMGDgPuD/AagMvrsSGN3/AAAAAElFTkSuQmCC" 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    A 49 Correct Answer Incorrect Answer
    B 19 Correct Answer Incorrect Answer
    C 63 Correct Answer Incorrect Answer
    D 99 Correct Answer Incorrect Answer
    E None of these Correct Answer Incorrect Answer

    Solution

    ATQ,

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