Chemistry-
General
Easy
Question
Which of the following compound is 'P'?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/918400/1/4044010/Picture549.png)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/918400/1/4044011/Picture550.png)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/918400/1/4044012/Picture551.png)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/918400/1/4044013/Picture552.png)
The correct answer is: ![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/918400/1/4044012/Picture551.png)
Related Questions to study
chemistry-
When CH3CHClCH2CH3 is treated with alcoholic KOH, the major product is
When CH3CHClCH2CH3 is treated with alcoholic KOH, the major product is
chemistry-General
chemistry-
Identify A,B,C,D,E and F in the following:
![](data:image/png;base64,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)
Identify A,B,C,D,E and F in the following:
![](data:image/png;base64,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)
chemistry-General
chemistry-
Predict the major product of givenreaction.
Product A is:
Predict the major product of givenreaction.
Product A is:
chemistry-General
chemistry-
Observe the following reaction;
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfYAAABTCAYAAABtTSVVAAAgAElEQVR4nO2dd3hUx7m437NNu+pt1bsshIQAIUwXFsiYZlwJDvZ1nOaS6xbX5Cb52Y6vc+0Q43ITx7HjFscxrmAciGvAJnTRRBNIQkJCEuptJW3fPb8/yJ6rVUMCCVHmfR4/RrNz5nxnzpz5Zr755htJlmUZgUAgEAgEFwUaWZaRJInu+l2SJOXfnt89/+75e1/pI5WvZ9pwlNPf9UNJ60+Okbrf6dK6y3Qu7ne6tJ70VT+e9P7e9WDy9cx7IbTr073Hodyvr2c8k7Tzqf0MVBfnk1zd85zLdj2c7Wc42lnPtjPS9xtMWnfOh/bTnZG6n6rPuwkEAoFAILggEYpdIBAIBIKLCKHYBQKBQCC4iBCKXSAQCASCiwih2AUCgUAguIgQil0gEAgEgosIodgFAoFAILiIEIpdIDgLuu+VlWW5198CgUBwrpHcbrfofQSCIeJyuTCZTJhMpj5/DwgIIDAwEI1Gc44lEwgElzoaOLsIXQNFVBquyEKDjTx3JuWcTb7+5Bjp+w2mvHMVUW6wbaM7IxWha6iRvM4mQldbWxuffvopBw4cID4+vtf1aWlp5OXlERQUNKjyBvq7L9lHKt9QIpqdLt9wpA0mGttAaaWlpXR2duJ2u73yaTQaoqOjCQ8PH1QUudPVV3/1M9L5hip7X+mjFXluoHKGM193zod23Z2R6ofPejrRszGeaRnDwXCWcy7NqOf6fsPFcNX3cHEu69HhcAAwffp0Zs6c2et3Pz8/DAbDacsZTB2ey3Y9UB6Xy4XZbEalUuHj44NarcbtdmOz2VCpVOh0OiWvxWIBQK/XnxO5+5N3//79NDc397rearVisVj42c9+hlqt7nW/wch0rjjb93a+cr711xdiHULf9SjshALBGeLj44PRaCQhIQE4/QzoQkWWZfbu3cs333xDS0sLsiyTmZnJ3LlzCQgI4B//+AdxcXHMnDkTjUaDLMt8/PHHBAcHs2TJkn7LbW1tpbOzE71eT0hISC8Fe7aoVCpyc3Ox2+29ZpINDQ386U9/uiA7coHgdAjFLhAI+sXtdtPS0sJf/vIXfHx8SElJwWq1snXrVhwOB/n5+Rw4cAC73c60adMUn4J9+/YRFRXVp2I3m83s2LGD/fv3Y7FY0Gg0pKamkpubS1RU1LDJLkkSUVFRfQ60VKpTfsNCsQsuRoRi/zft7e2oVCp8fX3RaDS43W6cTieyLHuZE202G5IkodVqlc6hJx0dHTQ3N+N0OgkODh6R2YhAcC5wOBwUFBRQW1vLM888Q2pqKna7nW+//Zbq6mpcLhcul4u6ujpKS0sVc3xbW1u/Snr79u2sWrWK8PBwEhMTaW1tZf369TQ1NfHjH/8YrVZ7Lh9RILjouKQVu9PpxGQyUVNTQ0lJCbIsk5KSQlJSElqtluPHj6NSqcjKylKuKS8vx2azkZaWhr+/v1d5sixTV1fHnj17KCgowGazkZmZyaxZs0hISMDHx+dcP6JAcFbY7XYOHDjApEmTCA0NRa1WYzAYWLBggdLe7XY7mzZtor6+XhnAFhcXM3bs2F7lORwOXn75ZZYuXcrixYsJCQnBbreza9cuHn/8cRYuXEhCQkK/g2aBQHB6LmnF3tbWxmuvvcaqVavIz8+nra2N0tJSfvSjH5Gbm8s///lPNBqNl2LftGkTJpOJsLAwL8UuyzJWq5Vnn32WI0eO8P3vfx9/f3/Wrl3L119/za9+9SsyMzNH4zEFgjNGkiRUKhVqtdrLlO1wOJTZukajYdKkSVx11VXKbPvkyZO9ypJlmdraWhwOBxkZGYSEhACg0+mIiYkhMzOTvXv3EhsbKxS7QHAWXLKKXZZlqqqqWLduHX//+9+JjY1FrVbz2WefUVhYSGlp6ZDKczgc7N+/n/379/P666+TmJiIJElMmTKFd999lzfffJOVK1eO0NMIBCODTqdj+vTpvPzyy4qnO8COHTvYsGEDc+fORavVkpaWxowZMxSr1Jo1a/osz+FwoFKpejkWqlQqtFotNptt5B5GILhEuGQVe3t7O0VFRWRmZhIfH6/MSK688kry8vJobGxk586dbN68mZKSEuDUYKCoqIhp06b1Ks/jUDR37lyCg4NRq9XIskx4eDgpKSls374di8UyqC1QAsH5glarZfLkyTgcDh5//HFmz56NxWJh69atpKWlee0I8Pzn+dtms7Ft2zY2btzIZZddxs0330x8fDyyLFNRUcGYMWPw8/NDlmWamprYt28f9913n/BHEQjOkktWsbtcLpxOJ0FBQV4dia+vL7IsYzKZ0Ov1REdHk5OTo/ze1tbW795ct9uNRqPp5X2rUqmE963ggkSSJAwGA08++SRbtmyhsrISSZJYtGgRubm5BAUFMXHiROLi4ry+o5ycHAICAoiJiWHixIkcP34cOGUBuOeee3jrrbfYuXMnqampNDc3U1hYyHXXXUdcXJwwwwsEZ4kGem/5GOrf5ypfz7SzKcfX15fExETWrl2Lw+FAq9UiyzLV1dVs2rQJPz8/9Ho9kyZN4oYbblCua29vx2q1Isv/FxdclmV0Oh1Tp05lxYoV3HzzzQQFBSFJEg0NDVRUVJCcnIxOpxtQ/uFMG8myh5o22Dznup2dbTnd28CZljeYOjzT7+Ns0npGtcrIyCAyMpKOjg5UKhVBQUEEBgbidrtZsGABGo3GS7EvXLhQWX+PiYmhuLgYq9WKj48PM2fORKvVsnv3bk6ePIlareamm25StssNtU7Ptm2eyT2Gu/wzzTec7We42tm5vt9gyhypss9XufoMKdszbTBhC89l2nDIpdfriY+PR6/X8+KLLzJp0iRkWWbr1q10dXUxZ84cJZqWx8nHs/XNbrdz9OhRtm3bRlpaGtnZ2eh0OrKzs8nIyOCll14iMzMTlUrFsWPHsNvtLFu2TOn4+nue7rKeab7hKmek5OqeZzCDgNO1zbNJO5v205+sZ1LeYEKJDjWtr/SzaT8qlYrw8HD8/f1Rq9WKk5xarSYsLKxXOeHh4TgcDsrLy6mrq1OWuwD8/f3Jzc0lKysLi8WCTqcjKCgIg8Fwztt197wXarseifZztt/ESN2vr/QLrV/sL/9w3q9PU3z3dbLTVc5AYfiGO9/p8gylHEmSMBqN3HLLLaxbt476+nrg1Fr5jTfeSFpaGiaTqdcWtZiYGHx9fVGpVHR2drJr1y4yMjLw8/MjMDCQu+++m/fff5/du3cjyzJhYWHMnz/fy5zfU97ByDqUfKer5+G+30iFdBxs5Lbhkneo7bX7mvJA+QZzz+H8Ps7kHt3zDSTHzp07iY6OZsyYMactx6P0LRYLERERymBAlmWam5vR6/UEBwfT1dVFe3t7n/4ng1GWZ/L+B2Io7+RMlPhwtuvhbD9n0s56DpRlWR7R+/V1/dn2P6PVL47k/S7ZNXaAwMBAFi9ezKxZs6isrESlUhETE0NwcDBut5t58+b1qtDp06cDp/b3tra2Ultbi8Viwc/PD0mSSE1N5dFHH6Wrqwu3243BYMBgMIh1Q8FFwY4dO5g4ceKAit2DSqUiLCyMsLCwXsqssLAQHx8fJk2axIEDB+js7GTx4sVDlsftdtPQ0EBtbS12u52wsDDFEicQXKpc0oodTs0qQkJCCAoKwmKxoNfrlXU+o9HYq0OKiIhAkiTWr1+P1WolNTW1l/L38fHBx8dnWGaxAsHFSFNTE/7+/jgcDkwmE83NzWdUTn19PWvWrGHLli3YbDYSEhL44Q9/yPjx44V3/XmG2+3GZDJhs9nQ6/X4+vqi1Wqx2+10dXURGBioTIDsdjs2mw2tVisCe50BYhr5b0wmE++99x4NDQ2Dyp+fn8/VV19NXl4e4eHhXr/ZbDbcbjeyLON0OnG5XCMhskBwyfPnP/8ZvV7P7373O9544w2WLl3KCy+8QFNTkxhYn0d4wg6//fbb/OxnP+Odd96hqqoKl8tFZWUlL7zwAh0dHUr+mpoaVq1aNeR4IoJTCMX+b+x2O8XFxXR1dQ0qv8FgIDQ0FH9//16z+qeffpri4mIaGhpYtWoVBQUFIyGyQHDJIcuycuSqxWLBZDJhtVp58skn+clPfkJFRQXTpk1j7969uN3u0RZXwKnQ3eXl5eTl5eFyubj99tspKSnh8ccfZ+fOnbS3t7Nnzx5sNpsyGDOZTJSUlNDS0jLK0l+YXPKmeA+yLCuz7MEwkPOMxWLB5XLhdrtxOBzK2d0CgeDMqa6uZvXq1SQnJyt76N1uN3FxccyfPx9Zluns7GTVqlXk5eUN2klNMLK0t7fz+uuv873vfY/ly5cTGhpKYmIiBQUFisNXz0HYUPtjgTdCsY8womEKPLjdbmpqati7dy/Hjh0jPT2dyZMnExUVJZwrT0NZWRkbNmxg+vTppKamKoGlbrjhBj755BMOHjyIXq/nxIkTjB8/nuTkZFGn5wlWq5WDBw/y61//mrCwMOVsgPnz5yNJEkePHqWuro67775bcXpsa2sbZakvbIRiFwhGkOPHj3PkyBEmTJjAhx9+SEhICNHR0crpgAUFBWg0GpKTkxk7dqxQRn3gGQylp6czceJEZVucLMtkZ2ej1+spLi7G6XQybtw4JkyYgK+v7yhLLeiOZ4eQp32r1WqvgF0Gg4FZs2YREBCAJElUV1crobwFQ0codoFghGhpaeGzzz5j586dNDY2Ksf4jhs3Dh8fH9xuNydPnuTYsWPs3buX9vZ2ZsyYMdpiK3i8mAsLC+ns7ESlUnHixAm6urqQZZnU1FTGjBkz4ibviooKWlpauPLKK3vtdQ8MDOTyyy9n4sSJyLKMRqMRg6PzDB8fHzIyMti+fTvJycn4+/tjsVjYuHEjNpuN+Ph4AgMD+e53v6vsRNq/fz/vvPMObrebpqYmurq6vIIcCQZGKHaBYIRoaWnh6NGj7Nmzh9DQUPLy8khLS1MCHMmyTHJyMtHR0RQVFfHZZ58RGRlJSkrKqK4Py7JMS0sLx48f5+TJkxw6dAi9Xk9MTAxGoxGXy0VpaSkOh0NxeJo4ceKIyWO1WtHr9QQFBfX5e3l5OV1dXYwdO1ZxxFqwYMGIySMYHE6nk+bmZsrLy7nuuut4+eWX0el0hIeH09TUxO7du8nNzQVO+SxpNBplYOb5v81mo7i4mObmZtxuNykpKaP8VBcGQrELLglcLpdyIM+5QqPREBAQQHBwMBaLhfDwcIKCgnrJoNfrSUtLIzc3ly+++ILbb78dnU53zuTsjsPhoKGhgZ07d3L48GEmT57MPffco4SSraiowN/fn5CQENrb2yksLGT79u1K7PjAwEA0mtN3K0ajEb1ej06nU05D7AuLxYJarcbX15eqqiri4uKUCHYe6urqsFgsJCcn097eTklJiVDso0xbWxuVlZXs2bOHxsZGfvrTn7Jv3z7WrFmDxWJBq9WyZMkSrrzySpqbm0lPT0er1SoDWn9/fxISEjAYDCQmJgKwf/9+odgHiVDsgoseh8NBRUUF0dHRBAQEjPj9PDsiVCoV48ePJycnh0WLFg247hsQEMCECRMoKSmhsrKSlJSUfpWdJz5Cd7OzLMtKTPfus31PvtNZALq6utBoNDQ0NPDpp5+i1+t5+OGHldMOAcUDXZIkVCoVISEhzJ07l5ycHNasWUNwcDCzZ88mNDT0tCbT/Px8ZFlGrVYzc+bMfremHTp0iN27d1NcXExtbS033XQT0dHRXnlmz56t1HlCQgL33nvvgPcWjBw2m43Ozk6++eYbvvjiC7Kzs/npT3+Kj48PDz74IPfccw9utxu1Wq203/DwcH73u995DQhTUlK49957cblctLW1YbPZqKqqGsUnu7AQiv3feDqr4TCB9oyBLLbdjC4lJSW8/fbb3HzzzX3G7B9O3G43ZWVlmM1mJEkiOzubyMjIPuOg9yQoKIilS5eyZs0aYmNjew0EPAq9o6ODEydOEBUVRVhYGBqNBrPZTHt7O8HBwfj5+SnXHDt2jOTk5AFDrLrdbl577TWmTZvG1q1bSUpK4jvf+Y5Xu3W5XJhMJurq6ggKCsJoNCozrODgYH7wgx+wf/9+/v73v7N48WKioqL6bfdutxur1UpdXR06nY6oqKh+LRRWq5V//etflJSUcPLkSSZOnOil2GVZxuVyUV9fT0NDA35+fsqgSHx35xaXy8Xu3btZuXIlU6ZMYcWKFYSHh3vFku8ekdPzfjyHbXXfQeTpi0+cOMF7773HyZMnzyjk8KWKUOz/Jjw8nP/6r//qdx1vKIwfP145rSopKalXZDrBucXhcODj43NOgl3YbDYefPBB1Go10dHRdHZ20trayqJFi7jvvvsGvNbTwR06dKjP2AclJSU888wzHDhwgMmTJ3PkyBEuv/xy7rvvPpqamvjss8+45ppruPzyy5Vrbr/9dt58803S09P7vKcsy/zP//wP27dvp7CwkMTERAwGgxL2E07V33/8x39QXV1NSkoKNTU1pKen8+ijj3LZZZcpsmdlZXHkyBHWr1/PwoULiY+P7/Oejz32GN988w2xsbFYLBYMBgMPP/ywcg5Dd8aOHUtKSgqbN28mNTWV1NRUr9+rq6t54oknOHr0KAkJCTQ1NeFyuXjttddITU0VjnTnAFmWqa+v56GHHiI5OZknnnhC8SU5WxITE3nggQdwOp2DGhwLTiEU+7/xHFgxHKP8JUuWKIfCzJw5U8wcRglZlqmrqyMwMJDrrruOvXv3EhsbS0ZGxojeE2DZsmXk5+fjcrnYvn077777Lj/5yU/YsGEDtbW1HD58mO9973tkZ2d7Xa9SqfD19cXpdHqdlNXa2kpBQQGyLPPXv/6VoKAgOjo6+O1vf8vhw4cxGAxYrdZeAwKTyXTakMZms5mmpiaqq6vRarXExMQoM2iz2cxHH31EcHAwDz74ILGxsbS2trJ69Wo+/fRTHn74YaUcjUbDokWLWLt2Le3t7b0Uu9vtZtOmTVRVVfHYY4+RkZGB3W7nH//4B++99x5TpkzptT4fEhLCfffdR0REBF1dXURFRSm/OZ1OVq5cyZgxY3jggQcICgrCbDZTUFDAQw89xAcffCC2vY0gsizT2NjIiy++iNls5o477iAzM5OQkJBhi++uVquVvlQweIas2N98800aGhqUdZJx48YxZ84c/P39z1qY9vZ29u7dy44dOwgNDWXZsmUEBwdz8uRJysvLiY+PJzk5GThlovvyyy8ZN24cCQkJZ+Vs5Ha72bBhAwcPHiQ0NJQ5c+aQlJR0xuWVlpayc+dOJEli1qxZZ+Ux3NHRwYYNGyguLiY+Pp45c+YQExOD3W5n7dq1TJ06lZiYGMWh6ODBg4oX6lDxrGEZjUYMBgNOpxOTyUR7e7tS74OlsrKSjo4OIiMje1ksHA4HR48eVQ7tMBqNQ5Z1MHhmEqmpqURGRrJt2zbKyspGVLEDylaeqqoqzGYztbW1zJ49G7vdzgcffEBmZia5ublERET0utbHx4fbbruNwMBAr86submZkpISrrjiCsaNG6ekP/roo4SHh1NSUsKJEyd455132Lhxo/L8nZ2dp5W3q6uLjIwMJkyYwOzZs7nsssuUma7NZmPjxo0sWLCA8ePHExAQQGxsLEFBQTidzl5lBQcH9+tP4Ha72bZtG5mZmWRnZxMTE4Pb7Wb58uW0tLT0ObvWaDQkJibyox/9iM7OTi/HOc82uOuuu46srCzUajUulwu9Xs8HH3xASUkJmZmZvZztLkS6urrYu3cv77zzDo2NjWg0Gq699loWLVqE3W5n06ZNJCcnK1YPl8vFY489xg9/+MMB/TVOh9vtpqCggFWrVlFdXY1arWb+/PnccMMNmM1m/vznPzNhwgTS09PJyMjAx8fnvFPClZWVGAwG5XtzOp20tLRgs9kICwujrKwMi8UCgJ+fH7GxsQQHBw/LvWVZxmKxUFRURGRkJNHR0V7t0W6309jYqCxxpaSkDIuVaciK/b333iMnJ4eYmBhsNhvffvstR48e5c477zwrM3ZpaSnr16+ntraWyMhITpw4wS9+8QvuvfdezGYz33zzDfPnz1cUjN1u5/PPP8dgMHjNMIZKW1sbL7zwAjabjfDwcIqLiyksLOSGG25g9uzZQ/ogHA4Hb7zxBmVlZRiNRrq6unj99deZM2cO11xzzZBHsUeOHOH999/HYrEQEhJCUVER+/btY8mSJUydOpV169YRHR1NZGQkWq0WWZY5cuQIGzdu7FOxO51OZUDWV+P5/PPP2bt3Lz/4wQ+YPn06NpuNffv2UVhYyEMPPTSoD7asrIwPP/yQ1tZWdDodNpuN6dOns2TJEiRJ4siRI/ztb38DTq2xWSwW8vLymDdv3rB9THDqgzKbzciyrJwQlZaWRkVFBSdPnuzlgDWcaDQaZabhUX6ew4Bqa2v57ne/y4wZMxRHvvr6eo4dO6Z0LnAqKEtiYqKy1m6z2bDZbF4zVkmSGD9+PLIsU15ejl6vR5IkZY3ds6+7L5xOJ01NTRw6dIiwsDASExOJj4/HZDLR1NREYGAgcKpjb21tJSYmRilLo9H0GvjKsszhw4dpbGz0shD4+/uTlJREVFQUsizT2tpKZmam8i14jkru+T7Ky8upqanBZrMp5XtOXvTcu7W1FYPBQEBAgPKdqlQq9Ho9YWFhNDY2XhTx4l0uF0ePHuXVV18lLS2NmTNnYjabWb16NUajkYiICEpKSrz6QLfbzZYtW7jhhhuUb747sixjs9kUyxCcak86nU4px+l0cvLkSf73f/+XMWPGkJ2dTWdnJ9u2bUOlUnH11Vczf/58cnJy8PPzU7ZwnmtcLhdOpxOVStXnIO6TTz4hKSmJa6+9FrVajdVqZcuWLTQ1NbFw4UJeeuklDAYDISEh2O12tFotV111FbNmzRrwvp6Q4Z5tej2pq6vj22+/Zfv27YSGhioWp2XLlhEfH09ZWRlfffUVBw8exGg00traSkhICHfddReRkZFntWd/yIrdZDKxfPlyJk2ahMViYe3ataxevZqrr76aPXv20NbWRk1NDTfeeCPR0dGDGn2YzWa2bt3K7t27ueuuu5gxYwZVVVU8//zzHD58mKioKCwWi9chAW63m46ODq+0oWI2m9m+fTubNm3iqaeeYvLkyVRWVvLxxx9z5MgRZsyYMejKdTgcFBcXs3r1av7zP/+TuXPn0tXVxfr16zl48CDz588fsmJ/5513sFqtLF++nHHjxlFVVcXatWv5y1/+wpgxY2hvb8dut3t1Xlartd9ZWlVVFfv27WP69Ol9Krby8nL27NlDeHg4cXFxBAYGKjNFgNraWnbs2EFLSwupqalkZWX1mo3/7W9/o6KigkWLFhEaGsru3bvZsGEDEydOxN/fn+eee47o6Gjy8vLQaDQcOnSIL7/8Ep1Ox7XXXjuk+jkdFosFf39/Ojo6MJvNygzxdJ19RUUFKpWq3zXi06HX67nxxhtZvHgxFouFTZs28fLLL/O9730PWZYJCAhAr9cr30Z7ezvbtm1TTrfyDKAsFovynvz8/AgLC+vlGbx7925UKhUdHR1ERERw3XXXMXPmTOWbePPNN5V7OBwODAaD4une0NDA5s2bkWUZk8lEUVERGo0GrVarbCtSq9UkJSVRWVlJTk4OBoMBWZY5ePAgdXV15OXlKQ5RJSUlHD582GsmHxISogxGJEkiMTGRkydPYrVavep7//795OXlKYO7uro6tm7dqgx2ZFnGz8+PuXPnKordaDTS0dFBa2srLpcLtVqN2+1WrCQxMTEXRUCTjo4ODhw4gCRJPPDAAwQHB+N2uwkMDFQsI3a7nZaWFqV9OJ3OAftGu93OP//5T0pLS5WBmE6nIzc3V3EwtdlsbNq0CZfLxV133UVMTIzSns1mM+Hh4URHR4962Oympia2bdtGVlYWaWlpvX4/duyYV9/rcDioq6ujuroas9lMRUUF3/nOdxg/fjwtLS1s3bqVjz76iClTplBUVERTUxMWi4WpU6cSGRmplNPR0cG6deuYOnWql5XLc48jR47w7rvvMm/ePKZOncqJEydYvXo1WVlZaDQavvnmG3bu3MkVV1zBmDFjqKqqYv369Xz00UfccsstZ2XJHLJil2WZTZs2UVlZqVRafHw8drud119/HafTSVBQEPPmzfOaXQz08pubmzlx4gRTp07liiuuUAJ3/OIXv0CtVlNWVkZLSwtbtmyhtbUVOGWaqq6uPqsRuclkYuvWrVxzzTVMnjwZX19fMjIyuPPOOwc8uMWz9tn9mWw2m2JmvOKKKwgNDSUkJITly5djMpn6HNH1VY4nvaOjg23btrFixQouv/xy1Go1GRkZOBwO9u7dS0lJCbIss337dhobG5WGW1hY2Os+VquVhoYGtm/fzrfffotKpeLyyy/HaDT2GmxMnTqVkydP8s9//rPXXuAPPviAPXv2IEkSGzdu5LbbblPyeE7d+vzzz3nppZfIzs5GrVaTmZnJ0aNHMZlMVFVVcezYMX7/+98THByMLMvMmjWLt956iy+++IJ58+adkYNMX/UoSRJGo9Fr4BESEkJ2dna/bdFTTlNTEwUFBcyePZvMzMwhKwen00ldXR3Hjh3D4XDQ3t6umIn7Ijo6mqVLl2K32xXZAUJDQ5X3YzQaGTduHO+99x6ZmZlER0fT0tLCq6++Sm5uLmFhYV7Xdq8Pz9JHc3MzsbGxitk6OTmZW265xWvGJkkSoaGhimx6vZ7Fixfz3nvvERUVRUJCAp2dnaxevRqVSsWsWbMU8+v06dPJysryql+dTqfIplKpyMvLY+XKlWzevJlx48bhcrnYuHEjBw8eZNq0acp16enpREREKHXmsbyEhIQoeeLi4khOTmbLli0YDAbCwsKUGWVERAQpKSmKJetCxmNFycnJUayikiRx6623KrHWzWYzW7ZswWw2A6dmsc3Nzf0+u2c7ZvdZtkaj8cpvt9s5fPgws2fPVpZaDQYDCzfge/IAABnWSURBVBcuPC/M7Xa7naamJgoLC/nyyy9pa2tDp9NhNBp7LQUdO3aMjRs3olar6ezspLS0VOlr3G43NptNiaio1+sxGAxYLBZeeOEFQkND0el0pKenExkZic1mo62tjaNHj/LJJ58ok4XExETFatbR0cGRI0dITU3l/vvvR5IkZsyYQVhYGCEhIZSWllJaWsqSJUtYunQpkiThdrsZO3YsTzzxBFdcccW5Vexut5t3331X8Zj18/NjwYIFigln4cKFLF26FF9fXyRJorW1lfr6eq8Ruue6+Ph4fHx8MJvNuN1uYmJivPJER0fjdruprKxUZoseE6HL5aKsrKzPdT5PKMyKigovBySAsLAwIiIi8PHxweFw0NbWxqRJk7w6b09H5ElzOp3U1tbS0tKC2+1WytNoNISFhREdHa18SPHx8V7moMDAQAICArz2Gzc2NlJfX+/V0UuSRGBgIMnJyciyTFNTEwEBAUpgkO71FhMTw4kTJ5BlmU8++QQfHx+v2V/PNf3m5mZWr17Nnj17qKmpweFwUFtby7Jly3op9smTJ2O1Wtm1axdxcXFeH3phYSG33norUVFRvPrqqxQWFnop9ra2NiVCmKeTiI6OVpTQ6tWrmTVrllf9+Pr6EhcXR1FREc3NzcTFxfV6n573bTKZzolnu9vtprq6mp/97Gc899xzZGZmDvpaz3vcsmULFRUVdHZ2Ultby4wZMwgPDycqKqrXOmRAQAABAQG9tgF1r3s/Pz/S09MJCwvjmWeeYfLkyRQVFREREcGMGTOwWCzKTozueKwUMTExWK1WampqyMjIQKfTERAQQHp6+oD31ev15Ofn89FHH/HHP/6Ryy67jJqaGkJCQrjjjjsUs78kSYp1ofuz9dzCNGHCBMaMGcO7775LQkICZrMZu93Orbfe6jUbCgsLIzQ0tJdM3cvWaDTceeed/P73v+f5558nPj6e5uZm7HY7Tz311LA5cI02nqWknpON9vZ2nE4nVqsVWZYJCQlR+i6Xy9VLUfcsMyEhAb1er+RRq9Vefh+eZZ2ep6x5jsoNDg4e1To2m818/vnn7Nixg2PHjtHS0kJzczNLly7t5RP05Zdfsn37diRJwuFw0NXVpSxXtra28sorrxAYGIjNZsNoNPLII49gt9vZt28fr7zyCpMmTVJ0XmdnJxs2bGDbtm1UVFTw9ddfU1xczF133aX0XyaTiY6ODrKysrzkmDdvHgDr169Ho9F47VZRqVRMmjSJ1tbWQR8f3h9DVuwajUZ5UICCggLeeOMN5Vzy8PBwL5PE1q1befbZZykrK/MqZ/Lkybz44oskJSVhMBjQ6/U0NzcrEcIAGhsbaWlpwWq1Mm7cOB555BHy8vKAU2vjd999t2IG7P7h2+12duzYwe23395L/ltuuYX777+fuLg4NBoNoaGh1NXVec0MGhsbaW9vJykpCb1eT2dnJ3/84x/56KOPlDU/QNm/+8gjj6BWqzEajcosrfu5wvX19URHRysOR+vWrePFF19UrA9wamaTn5/P66+/7vVBeY6A9ZgZrVYrHR0dyqzqd7/7HTNmzFA69HfeeYevvvrK65kDAgLIzc1V9oZOnz6dKVOm9Dk7liSJBQsWYDabeeutt8jPzwdODW7uuecePv74Yw4fPszx48e57bbberUNSZJwuVzK8zudTsxmM52dnej1emUQ58GzTuUJKdkfnnWx1atX95tnuHA6ndTX11NRUcGKFSt4++23B32tTqfj5z//OSaTCTjVgUZHR5OSkoLT6eThhx8mKSnpjBy60tLSeO6556iqqqKqqopbbrmF1NRUdDod7e3tLF++XOnYPfzmN78hLS2Nzs5OmpqaiI2NHfK9tVotr7/+OsePH6euro7g4GASExPP2OP8V7/6FfX19VRWVqLT6UhOTj5j/5ykpCSef/55KioqqKysJDg4mIkTJ54XM8rT4ZnsnM7hLDQ0lISEBD7++GNMJhMBAQE4nU4+//xzKisrGT9+PCEhIWRlZSmzP4fDwZtvvolarcZisdDR0YFWq1X8FDzf065du5TJka+vL9dff72yBOXj48Pll1/O+++/z/XXX4+/vz8ul4tvvvmGXbt2cfvtt49q/HaPfJIkYbVaGT9+PLm5uX366txzzz3cddddqNVqWltbee+996iurgZOWX4effRRZs2aRUtLCx9//DFvvfUWK1euBE5the4eFU+v1zNx4kTUajXl5eVkZ2eTnZ1NUFCQkketVqPVapVBlye9o6ND0XEeP4fumM3mYTnv4Iy2u3U/P9djvuspoIerr76aRYsW9VK+noAwcKpio6OjWb9+Pdddd51ignv++ecxmUyKMu8PzwjMM7LV6/XMnz+f48ePK/fzyN09rGhoaCjz58/nrrvu4sYbb8THxweXy8Ubb7zBiRMneOSRRxgzZgzBwcE8/fTTPPXUU17ldf+3r68v1113Hbm5uSxbtkx5yZ999hn/+Mc/uPfee5k5cyZarZYf/OAH3Hbbbb1mNh65JElSYoZv2LCByMhIYmNjMZvNHDhwgPLycmbPns1rr702qPflOSijs7OThoYGcnJyyM7O7rcz8dRLUVERq1evJiYmhqKiIh5++GFWrlzJL37xC1asWOF1jUqlwmg0EhoayvHjx4mPj8fX15eKigr++te/EhAQwDXXXMOjjz7Kr371K2ULS2NjI4cOHcLf399r6aYnfn5+LFmyhMWLF/dpdu9ej93TB8rX32zw4MGDrFmzhrvvvnvI6/5qtZpJkyb1OcNUq9WMHz/ey3ozVLRaLcnJySQlJSnfkSzLBAUFeXUsHiZPnozJZOLFF1/E5XIxf/58ZTY3VJKTk4e8O6I/IiMjvWboZ4MkSSQlJSmhRy8UCgsLqaio4Oqrrx4wIqJOpyMpKYmOjg4effRRVqxYwcGDB3n22Wd57LHHiIuLY9euXf1e//7771NYWEhkZCTLli0jIyMDf39/7rzzTu644w6vttpdoRgMBvLy8njyySd58cUXufPOOzlx4gQffvgh2dnZhISEsHv3bnJyckZl54HBYGDChAlIkkR5eTnjx49n2rRpZzWoCw4OJjk5mdWrVytLYz3xLNn6+vry5ZdfMnHiRGbPnu3lvBgZGUlSUhIffvght99+u2IZee2112hububKK69ElmW+/vprxWLsdDpZs2YNiYmJXsthZ8IZrbEvX75cGaX5+PiQn5/PggUL2L9/f69KlSRJydufyU+SJObMmUN5eTnz589XvLdzcnJ47LHHaG9vV5xHuuMp94svvmDs2LHU1NSQlpamHH/Zfb2x+/086HQ6srKyuPnmm1mwYIFi6srJyeHuu+/28vztq7zuZapUKoKDg/nlL3/J/fffT1tbG7Isk5iYyE9+8hOviGeewUV/CsnDr3/9a1asWMGNN96oDFwmTZrEn//8Z9RqdZ/RtVQqVZ8jaM8aj8eJbaDGL0kSGRkZ3HTTTfz85z8nPj6e6OhoGhoa2LNnD5s3b2bbtm0sWrSIrq4uampq0Ov1xMfHc//99/PLX/6SsLAwgoODqaioICEhgeeeew5/f3/+8Ic/cPXVVzNmzBi0Wi3Hjx9nypQpPPTQQzgcDk6ePIlGoyE6OrrXc3ja0kgrdpvNRn5+PlOmTDnj2Uh/EQeHayY52IiGnqWBn//857hcLgwGw1nNsD799FMyMjIYM2bMGZfRXTYPZ7sO3n2QM5z0NEP3pK/2NVBa92fOzMzk8OHDPPLIIzzwwAP9bsOUJInMzExWrlzJunXruOOOOwgMDOTZZ59lypQptLS0EBsb62WtkSSJcePG4e/vr8RUKC0t9Xr3PQeYfbUng8HA2rVrWbVqFU8//TR6vZ6bbrqJ/Px8NBoNJpOJpUuX8sgjjzB16tQBIxyOBJIkMXbsWB544AFl+XeoNDQ08Pzzz7Nq1SrFwjpnzpx+/X0894iLi+O3v/0t/v7+vXZlabVapf5nzZrFtGnTqKqqoqWlhWeeeYYpU6bg4+PDSy+9xJw5c8jMzKS8vBybzcbzzz9PUlISdXV1dHR0YDQah2zRktxutzyUDnD37t3KNiJAOfUpMjKS48ePYzQaCQ4O7jM860CK3eFwKE50XV1dqNVqYmJiFMe8+vp6wsPDFTOLw+GgtLSUiIgIZFmmsrKStrY2srOzFYepgdYOPWkul4umpiYqKiqwWCxIkkRsbCzR0dG9GkpfH0D3+nG73bS3t1NZWUl7ezuyLGM0Gnvti+yvnL7SqqurqampwWq1KgovISEBlUpFUVGR4r3u+Ujr6+tpaWnxWhce7P327NlDYGAgiYmJ6HQ6JShKYGAgU6ZMYfv27bjdbvz9/ZVjPH19fbHb7XR0dJCcnExkZCRlZWVUV1cr0aIuu+wykpOTkSSJzs5ODh06pGxFCggIIC0tjcjISDo7Ozl27Bjl5eXMnTuXiIgI1Gp1r451pBV7V1eX8pzd07vnq62tZcOGDURFRXHllVf2m687fbXHgd7JUMoZqC6GmtafXABPPPEE8+bNY/bs2cN2v4HSBqqLs0nzRKx75ZVXlNlmz3xWq5XCwkL27t07Ig54sixTVlbG5s2bycjI4KWXXlJ8iPp6BqfTSWtrK62trWi1WqKiojAYDNjtdqXP9MQ/kGWZqqoqjEYjzc3N7N+/n7CwMLKysrz8Ivqrn57pDQ0NmEwm1Go1YWFhBAYG4na76ezs5MiRI3zxxReoVCpuvfVWEhISvAYQo92uCwoKCAoKIj09HUk6tVRbXl6O2WwmNTWVf/3rX8q2NY/1Kz09ndDQUL788kslTkt3a8ZgZLBardTW1lJcXKzM/uPi4hgzZozSh1ZXV1NWVqaY5+Pi4khPT6e6ulo50c5sNjNjxoxB6yM4A8U+lBcy3Pl6pnn+vXXrViorK5k4cSJJSUle+3hPV85pK+gsOp+Rut/p0k6nMPpLs9vtyoxfkk55aXr2uXqWKbp/ADabDbvdjslkYvv27Vx55ZWEh4crH4/H5NuXmc5ms+F2u9FqtUp5XV1dHD58mDVr1vDggw+OmmIfqF49f1+qiv2//uu/WLBgAXPnzh22+w2UNpqK3RPIpKmpif4YaLbbM1/PPJ6tVdXV1Xz3u99lypQpXjO/wbTrwbSfPXv2cPToUSIiIpg2bZoyeBiuduZyuSguLqaoqIidO3cybdo0cnNziYyM7FPWc92uu/vweOTxHBqkVqtxOBxeS8uePsvTx+l0OiRJOiMZ3G630m+q1WqlrO6/e2JceNblAcX/ynN08oIFC7zW+U8nw0URUtbtditOHGcTgc5ut/cbvOVSwNOoPA2lZ8AHj/lfaTwaDTabjbKyMlJTU70cJ7sf9tATSZK8vHHhVOfQ2dmJ1WolKyuLioqKQZ0SJhCMFBqNBqPRiNFoPO2AA/pWSJ70vvKVlpYqgVPGjh3bK99w4TmvQqfTjchauEqlIiMjg4SEBPz9/RXfnMmTJzN58uQz8ucYTno+s0d5e+q6+/JBz/fUs58aKt0HCv39rtVqvfSWx2pQXl5Oc3MzEyZMGPJ7uygUe25uLnD6UfPp2LJlC+np6URHR591WZcCTqeT48ePU1ZWxvjx4+ns7CQgIOCM6s4zim5tbSU2NtZr+5dAcDHi7+9PXl7esDkR9kd4eLhXPIeR+q78/f1ZsGABY8aMYfv27Xz22Wd0dXUxfvx4wsPDsVgsHDp0iNraWgwGA2lpacTHx9PV1UVlZaWyHVSSTi3NHj58WNkCfKlhsVgoKChAq9ViNpuVGf1guSgU+3CxefNmAgICBjxyUvB/uN1ujEYjY8eOBc6uw9BqtRiNRrKzs7Hb7aSmpo76SF8gGEkG2gVyIZOSkkJsbCy7du3im2++wdfXF39/fz799FO+/fZb6urqUKvV5OTkcNNNNyFJEn/605+49tprlUGOzWbjlVdeYfr06ZekYnc6nWRlZWEymZBlech9q+g5BWeMj48PiYmJJCYmDnqt8XTlnc3hOwKB4PzAx8eH3Nxcpk2bRnt7O8XFxaxcuZKnn36aWbNmcezYMd5++20+++wz5Zx1T8x3j6PgxRDn/0wJCgryCjQmFLtAIBAIzgu0Wi0qlYp169axcOFCpk6dip+fHxMnTuTXv/41KpVKCRBWV1dHeXk5arWarq4uJTyuYOgIxS4QCASCEcPlctHW1tbLCaz71r6WlhaeeuopZYupx5vcE4JVMDSEYhcIBIOmr/gUAsFAaDQaoqKiqK2t9TofwxPvQ61WExISwpNPPqkcld3V1cVvf/vbUZT6wubS3NclEAiGjCRJfP/732fChAmjLYrgAsLX15f8/Hw+//xziouLaW9vp66ujrVr1/L3v/8dOKX8PWFYPeGB/fz8cDqdHDhwgL/+9a8cOXJklJ/kwkHM2AUCwaCwWCyEhoYqkQY98f5tNhtWq9UrVr3nbHlfX99LNi6E4BRarZaxY8eycOFCXn31Vfz9/bHb7Wg0Gq6//nrlfI/uu2A8e8h1Oh0qlYqQkBD279/fb9hdgTdCsQsEggGRZZnS0lK+/vpr6uvrkWWZ8PBwZs6cybhx4ygsLKSoqIjbbrtNCbSxefNmOjo6WLJkyRmfAie4OJAkCV9fX26//XY2bdpETU0NarWaqVOnkpmZidPp5JprrlHCTsOpczyuueYawsPDSUlJobGxkZqamlF+kgsHodi7ERERgcFgEGuIAsG/kWUZh8PB22+/TVVVFXl5eeh0OgoKCmhoaMBoNFJVVcWuXbu4+eabFcVeXFyMyWTiqquuEopdgCRJREREsGzZsj63xubn53tt6dJqteTn5+NwODhy5Ihy7rxgcAjF3o05c+aI4DQCQTfcbjf19fV89dVXvPHGG2RlZSlH0x46dIiOjg7l8KOysjLlRKzGxkYRDlhw1nii0FVWVjJ9+vTRFueCQSj2f+N2u0lNTVVCm3q8f91uN26322v9x3OUY8+DAQSCiw2n00lpaSljx44lLCxMUdZZWVmMGzeOjo4O9u3bx+7du/nv//5v5TspLi4mPz9/NEUXXARoNBomT57M5ZdfPtqiXFAIxc4pc2NbWxvHjh3DYrEQGxtLfHw8Go2G1tZWGhoaGDdunJK/vb2dpqYmIiMjCQgIGEXJBYKRxePEZLfbvUylTqcTm82G0+lEq9UyZcoUfvnLXypLWW+99ZaYsQsEo8Qlr9jtdjsFBQX8v//3/wgNDUWj0VBVVcVVV13Fj3/8Y4qKili7di2vvvqqck1RURFfffUV119/PdnZ2aMovUAwsmi1WiZMmEBNTQ319fVERkai0+k4fPgwH3zwAWPHjsXHx4eAgABli5IkSYSGhiqn9Xlig0dERIz24wgElwSXtGKXZZnW1lYee+wx7r77biZNmoROp6O4uJht27axb98+VCpVr9CGDocDq9WK0+kcJckFgnODJEkYDAZuuukmHn/8cWbPno3BYGDXrl0YjUZyc3PZtWsXkiQpx/pKkqRscauqqmLv3r2YzWbuvfdefHx8RvmJBIKLn0tasTudTurr6+no6GD27NlERkaiUqkIDQ0lPT0dp9PJvn37KC4u5g9/+INiiiwrK8NkMo2y9ALBuUGtVrNs2TJSUlKoqKjA6XSyePFiJk2aRHR0NGlpaYD3udfZ2dlYLBYSExMxm8188cUXdHR0eJ07LRAIRoZLWrHLsozdbkev13sF0ggICMBgMNDZ2YkkSbhcLux2u3Kd1WoVTnOCS4ro6Gjmz59Pa2srTqeTgIAAAgMDkWWZjIwMkpKSvBxMc3JygFOBaiwWCzExMbS0tBAaGiq+HYFghLmkFbtarSYwMBC73U5nZyf+/v6o1Wo6OzspLCykq6sLjUZDSkoKt956qzJj37FjB//6179wOp2Kmd7Pz280H0UgGHF8fHyUM8Q934JKpcLX1xdfX18v57qgoCAAurq6MJlMZGRkEBYWJpS6QHAOuOQVe3h4OGPGjGHt2rXMmDEDg8HA8ePHWb9+PZmZmSQkJKDX64mMjFQ6ruDgYLRaLa2trWzdupWAgABycnKEmVEg6EFUVBRLly5FkiRlRj/Us6UFAsHQuKQVO4C/vz/33XcfTz/9NAUFBfj5+VFTU8MVV1zBkiVLKC0tJSwszOsag8FAYGAgXV1d2Gw2CgsLSUhIICYmZpSeQjAayLKs/Ncz3cOlPkP1KPRLvR4EgnPJJa/YdTodU6dO5f3332f37t2YTCbS0tJISkpCpVKh1+sJCQnxuiYlJYUbb7yRsLAwTpw4QX19PSaTSSj2SwiVSoXb7aajo4PGxkbg/5S4R7HrdDr8/PyEJWeUcLvdQN8DLc9vAsHFyCWv2D3o9Xpyc3N7pUdFRREZGemVFh4eTnh4OHv37mX//v0kJCTQ2dl5rkQVnAd4nC1fe+013njjjT7zpKenc9ttt4lYB6OAJxRuT4uKR7E3NTWNlmgCwYgjFHs3upsLBzKnev7OyMggKioKjUZDcHDwuRFScF7g5+fH0qVLWbRoUa9DLTx/a7VacQDKKOB2u2lubuY3v/mN126W7mi1WmbNmiWOlBVclAjFfhYYDAZ0Op0SnEM4BV069OUN3lOxi3Xl0cFzfvejjz7a54xdlmVUKhUBAQFCsQsuSoRiPws8Cl104ALB+YVWqyUpKQnoe6AlBl+CixkxXBUIBAKB4CJCKHaBQCAQCC4ihGIXCAQCgeAiQih2gUAgEAguIs5asQ+HJ/hweZOf63IuVLmHi/NtF8CFKM9w5RkM51qe861dD6fc57KtnW/yDBcXavsYLkZSbkm+EFuEQCAQCASCPhGmeIFAIBAILiKEYhcIBAKB4CJCKHaBQCAQCC4i/j8rs9OZF5hV2wAAAABJRU5ErkJggg==)
What will be the product of following given reaction
Observe the following reaction;
![](data:image/png;base64,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)
What will be the product of following given reaction
chemistry-General
chemistry-
In the following sequence of reactions;
![](data:image/png;base64,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)
The compound Q is :
In the following sequence of reactions;
![](data:image/png;base64,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)
The compound Q is :
chemistry-General
chemistry-
Consider the following sequence of reaction and identify the end product(R):
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmgAAAByCAYAAADnPS2dAAAgAElEQVR4nOydd1hU1/b3v0MvDlWKdBBFRBQQBQWxgIgKlth7LzFevfYSjRo1XjQWFDskauyFJIqxYQPFjopdEASRIgLS2zDr/cOX83Mc6jA0sz/Ps59xzl577bXnHGcWu6zFIyICg8FgMBgMBqPBIFPfBjAYDAaDwWAwRGEOGoPBYDAYDEYDgzloDAaDwWAwGA0M5qAxGAwGg8FgNDCYg8ZgMBgMBoPRwJBjhzgZDAaDwWAwGhZyPB6vvm2oVT5+/Ijc3FyYmprWtykMBoPBYDAYVeKbXeIUCoVITU3F3r174ebmhnv37iEtLa2+zWIwGAwGg8GoFLn6NqA2SE5OxpYtW3Dnzh1cu3YNffr0QceOHTFy5EiYm5tjzZo19W0ig8FgMBgMRrl8czNoP/30E4yMjODr64vr169j5syZkJH5PMyjR48iNDQUcnJyWLduHZtRYzAYDAaD0SDhfQupniIiIhAaGgp/f38UFhaiuLgYJiYmmDFjBsaNG4f8/Hzcv38fvr6+uHnzJgwMDBAdHQ0bGxvMmDEDPXv2hJmZWX0Pg8FgMBgMBgNAI3fQsrKyMG/ePDx9+hRxcXHg8XhwcHDAlClT0KlTJ+jo6IjIFxQU4MGDB9i2bRtu3bqF4uJiAICpqSm8vLzw008/4Vs/NMFgMBgMBqPh0ygdtE+fPuGXX37B7du38eLFC+jp6aGwsBCBgYFwc3Orko6nT59i/vz5ePz4MRQVFZGZmYkuXbpg69at0NfXh5KSUi2PgsFgMBgMBqNsGpWDVlBQgODgYPj5+UEgEODx48fo27cvevbsialTp0qk88yZM9i+fTvS0tIQGRkJBwcHmJmZ4b///S8cHBwgLy8v5VE0bIRCIfLy8hAaGorTp09z1wcNGoROnTpBVVW10llGIkJubi4WL14MgUDAXZeRkcH69eurpAMAioqKEBYWhhMnTohcd3Nzw3fffVeuEx0bGwtfX1/weDzs3Lmzwj7evHmDDRs2QE5ODv7+/pXaxGAwGAxGnUCNhEOHDpGDgwMBIABkZWVFb9++lZr+Cxcu0K+//koAyNPTkwCQt7c3Xb16VWp9NHSSkpJo/vz53GdcVjlx4kSFOj58+ECLFi2qUMeCBQsoOTm5Qj3BwcHUvXv3cnW0adOGfv/99zLb3rlzhwCQrKxspWO+efMmASBFRcVKZRkMBoPBqCt4QqGwQc+gHTx4EMeOHUNcXByioqIwZ84cWFlZYdiwYVJfhiwuLsbt27exYcMGAEBwcDC8vb1BRJg5cyZ69eol1f4aEu/evUO/fv3w+PFjAECbNm3QuXNnrj40NBQvX76EvLw8AgICMGbMGDEdiYmJ6NevHyIiIgAArVu3hqurK1d/8+ZNPHv2DABgZ2eH06dPw8jISEzPkSNHMH78eG6P4JAhQ6CpqcnV79mzBwAgKyuLH3/8EStXrhRpf/fuXTg7O0NGRkZkBq8swsPD4erqCgUFBRQUFFQoy2AwGAxGnVHfHmJZ5Ofn099//00tWrQgR0dHMjAwoL59+9KrV6/o48ePtd5/bm4u3bhxg3bs2EEAyMnJiUxNTalHjx504cKFWu+/PtiwYQMBIAUFBdq1axelpKSI1MfFxVHLli0JAKmqqtLt27dF6t+9e0cdO3YkANSuXTvavn272CxZSkoK7dixg+zs7AgAOTo6Unx8vIjMvn37SFVVlWRkZMjHx4cePXpEBQUFIjKvXr2iUaNGkbq6OsnLy9NPP/0kUs9m0BgMBoPR2GlQDlpGRgYFBQXRmjVrCAB17dqVXF1d6dChQ3XimH1NcXExXbt2jVxcXMje3p4sLCxIR0eHli1bJuZYNGbOnj1LKioqpKysTFu3bi1XLjY2lnPShgwZIlL3yy+/EAAyMTGhxMTECvtLSkoic3NzAkCrV6/mrqelpVHr1q0JAM2dO7dSu/fu3UsASEVFhRISErjrzEFjMBgMRmOnwSRLT0xMxKxZsxAUFAQZGRlMnz4dXbt2Rf/+/bmlzLq2VVZWFm5ubggLC8M///wDX19f3L9/H2vXrkV+fj50dXUxYcIENG3atE7tkjYvX75EXl4e2rZti5kzZ5b7OZuamuKnn35Ceno6rKysROS2bNkCAJg2bRr09fUrvFd6enqYNm0aFi9ejC1btuDHH38EAFy6dAnPnz+Hrq4upk+fXun99vHxgb29PR4+fIi9e/dixYoVAP7vOaHPf4BUqKM6sgwGg8Fg1Bn14xd+RigUUnFxMf3zzz+koKBA3t7eZGxsTLt3765Psyrk7Nmz1K1bN+LxeOTt7U1GRkb05MkTEggE9W2axGhqahIAWr58uUTtL1++TCoqKtSiRQuKiYmpUpvS2TglJSW6dOkSERGNHDmSANCcOXOq3Pfu3bsJADk7O3NLoaUzaDIyMlRcXFxhCQ0NZTNoDAaDwWhw1Fuqp3fv3mHdunXo0KED+vTpg86dO0NPTw9Xr16VOGRGXdCnTx9cvXoVV65cARHB0tIStra28PHxga+vL7exvTFS1RhyX/PgwQPk5eXB2NgY5ubmVWpjZmYGU1NTFBQU4P79+wCAsLCwattRKnv79m2xz14oFEJeXr7CIumYGQwGg8GoTeolWfry5ctx/PhxFBYWIi0tDWPGjMHmzZuhrq4OObnGkb+9W7ducHZ2xqtXr7B8+XJcuXIFiYmJ2Lx5M7Zv345BgwbVt4kMBoPBYDAaKXXmDT19+hQBAQG4evUq0tLSoKamhl69emHmzJmwtbWtKzOkipKSEtq1a4fjx4/j0aNH2L59OzIzM/HDDz/Az88PU6ZMQdeuXWFiYlKvdr5+/Ro8Hg8lJSVo1apVvdpSl8jIyHAhP8rj8ePHGDduXB1ZxGAwGAxG1ah1By07OxtLly5FeHg4IiIioK2tjXHjxmHKlCnfjLOgpKQEZ2dnODs74+XLl/jvf/+LyMhILF26FKampujXrx/mzp1bJ7ODRIRnz55BQ0MDa9euRWJiIuLj45GZmYlJkyZxG/K/RF9fHxkZGUhKSqpSH69fv4ahoSFUVVUBAE2bNoWsrCxycnKQnZ0NPp9fqY7s7Gzk5ORAVlaWO2Shr6+Pd+/eVdkOAJysjo4OZGREV+x5PB7atWtXYfvc3Nwq98VgMBgMRp1RGxvbhEIhffz4kebPn08eHh6koqJC3bp1ozFjxojFz/pWCQ4OJm9vb7K3tydlZWUaPnw4bdmyhTIyMqTeV2FhIX38+JF2795NY8eOJSUlJbK0tCRdXV3S0dGhdu3akZaWVrlZAAIDA7n4ZZWRn59PzZs3p169etGtW7e463p6egSAjh8/XiWbT506RQCoadOm3LVjx44RADI1NaX8/PxKdRQVFVHPnj0JAK1cuZK7zsJsMBgMBqOxI3UHLT09nRYsWEAAqEePHgSADh48SJGRkdLuqlEQEhJCa9eu5T4PHR0dkdhfkpKfn0+LFy+mxYsX03fffSfyeTs5OZGysjJt3LiRjhw5Qo8fP65Q16NHj0hXV5d0dXUpIiKiQtnSU5MGBgb09OlT7vr48eMJAFlbW1fJ/jZt2hAAGjNmDHft+fPnZGRkRABo+/btleq4cuUKF1w3NDSUu84cNAaDwWA0dqTmoEVFRZGfnx85ODiQrKwseXl50ZQpUyguLo5KSkqk1U2ZCAQC8vPz40qbNm1IXV2dvLy8SF5enr777jvuddiwYZxcXQW/FQgEFBYWRv369SNvb28CQP379yc/Pz/Kysqqsp6AgADy8/MjDw8PcnV15fKFAqBJkybRf/7zH7p06RIVFhZSYWFhtT73qVOnEgBSV1en+/fvlylz+/ZtUlFRIQA0e/Zskbq7d+9S06ZNCQCNGjWK7ty5U6aOe/fu0ZgxY4jH45G2trbYjOrcuXMJACkpKZGfn59YFoEvPwtTU1MCQL179xapYw4ag8FgMBo7NXbQIiMjafbs2dyPs6GhIW3bto3evn1b67HBPn78SHv27CETExMCQO3btyd9fX2RpNqlDkxZ75s1a0Zr166VatL1isjLy6Nbt26Rj48PASBXV1dq3bo1/frrryKR8Eu5evUqBQQEkImJCZmYmJCsrCw1b96crK2tqX379jR48GDauHEjvX37ttLo/ZURERFBurq6BIA0NDRo9OjRdPz4ca4MHTqU1NXVuZm6spYgr1+/zn3+6urqNHz4cBEdI0eOJA0NDQJAenp6ZSaiz8/PF0nYbmRkRP7+/iJ6Sj8LADRgwAAxJ5c5aAwGg8Fo7EicLP358+d4//49JkyYADMzM6SmpqJDhw6YP38+7OzsJFFZKSUlJbh9+zaWLFkCLy8vHDlyBObm5nj27BlGjRqFu3fvwtDQEM2aNYOPj49I27dv3yIuLg5nzpyBh4cHbt68CTU1NURGRqJJkybo1asXSkpKMGnSJFhZWdWK/aUIBAI8ePAACxcuREFBAZKTk2FkZIT169cD+BzT6+TJk2jevDkOHz4Mb29vZGRkwN7eHqNGjQIAWFhYQEdHR6p2Xb58GT/++CPu3r1broyzszPWr18vkgT9S0JDQ7Fo0SLcuXOnXB1OTk5Yt24dunXrVmZ9YWEhfvrpJxw7dgzx8fFlyjRt2hR9+vTBli1boKGhIVLX2JKlf/r0iUsiX4qjoyMUFRWrrOPx48fIyckRuda+fXsuC0dVyM7ORmRkJPdeT08PlpaW5cq/ePEC6enpMDY2rveTyv8W7t+/DwUFBbRt27ZCucTERMTGxkJNTa3CU/KxsbFITEzk3rdu3RqampplyhIRwsPDAQD29vZQUVGRYAQMBqPKSOrZ+fv7EwDy8vKi8ePH1+rm/7y8PIqOjqaff/6ZmwUzNjamjRs3UlBQEEVHR0ukNykpiYKCgmj//v1kYWFBPj4+ZGhoSFevXqW4uDgpj6Jszp07RyNGjCAbGxuSl5cnT09P4vP5NHv2bOrSpQsFBQVRUFAQCYXCOrEnPz+fgoKCyNLSkiwsLLhibW1NQUFBVFRUVKmOwsJCCgoKIisrKxEdLVq0oKCgoHKXLb/mxYsXtGjRIhEdFhYWNGHCBLp792657R49esT1Vxn3798nCwsLatWqVZVskibp6ek0cuRI6tSpk8gsLwDy9PSky5cvU3Z2doU6oqOjaezYsdzM5JfFw8ODLl68WKmON2/e0IQJE6hLly4i7U1MTGjAgAEUEhJSZrt+/foRALFk9YzaITg4mJSVlUlLS4vCw8MrlN24cSMBIDc3N7G6nJwcunr1Kg0YMICaN28ucs+dnZ1p+PDhlJ6eLtauoKCAk3vy5InUxsVgMMqGRyRZAsLevXtDTk4OwcHByMvLg7Kyck38xHLJy8vDzp07ERgYiNjYWHh6eqJ79+6YMGEC1NXVpdrXiBEjUFxcjFOnTmH06NHQ1tbG2rVroaKiAh6PJ9W+viQsLAwDBw6EjY0Nhg8fDmtr63JnlxjfBnl5eejRowfu3LkDGRkZkZmu4uJiLivCyJEjsW/fPsjLy4u0JyIcP34cw4cPB4AKdQwePBiHDx8uU8epU6cwbNgwCIVCMR0CgQBFRUXQ0tLCX3/9hS5duoi079+/P06fPo2ffvoJq1atksKnwqiIbt264caNGyAiDB8+HIcOHSpXdtOmTZg3bx7c3Nxw/fp17npxcTEmTZqEP/74AwC4jBqlFBQUQCgUokOHDrh69SoXSgf4PLNd+nw8efIEbdq0kfYQGRJw9epVHD9+vMryv/zyS7mzpDXh1q1bOHDgAAwNDbFs2bIKZW/evImDBw/C2NgYS5culbot3wySena//vorAaBu3bpVaVZFEsLDw8nZ2Zn09fVJW1ub1qxZUyv9fElkZCSNHTtW5K/KU6dO1WqfpfkgVVRUarUfRsMgIyODnJycCAC1bduW9u3bJ1J/69YtGjRoEPf8lXWidf/+/Vy9jY0NBQYGitTfvXuXhg4dysn06dNHTEdaWhpX36pVK9qzZ49I/YMHD7i9pSoqKnTjxg2RejaDVrfIy8vToEGDyNnZmczNzSuULW8GbdeuXdw9/+677+jmzZtltgNAHTp0EJlJYzNoDZOtW7eKzZ5XVN69e1crdvz+++8EgGxtbSuV3bt3LwEge3v7WrHlW0FiB23AgAHk5OREioqKlJeXJ02bKCcnh/bs2UMdOnQgNTU1MjIyqtP4acXFxRQVFUWtWrUiBwcHUlFRoYMHD9Zaf6GhocTn88nBwaHW+mA0HN6+fct9WcbHx5cpU1RURDNmzCAApKmpKVL38OFDkpeXJwC0f/9+ys3NLVdHZGQkmZubEwBavnw5V5eens6FZWndunW5dty7d48MDAy4H/QvTwYzB63uWLFiBQGg9evX0+zZs4nH44k51F9SloN2//597qDP9OnTqbCwUKydQCCgbdu2cc/noUOHuDrmoDVMQkJCaPLkyRUWS0tL5qA1QiQObW9ubo6bN2/CzMxMLIJ7Tbl16xY2b96M5ORkaGho4MiRI3BycpJqHxUhJycHS0tL/PDDDzh8+DB0dXUxd+5cCASCWkkLpKWlBXV1dSQnJ0tdN6NhU97WAHl5ecyYMQNxcXFQUFAQqVu3bh2Ki4thbW2N0aNHl/v/T15eHra2thg7dixWrVqF7du3Y9asWWjatCkSExNx5coVAMC5c+dgbGxcpg5HR0fs27cPCxYsQGFhIUiyHRGMGpCRkYFt27bBzMwMY8eORVpaGo4dO4bVq1djypQpVdZz5swZZGZmonv37ti4caPYcwUAsrKy+P777/H06VPExcUhNjZWmkNh1ALu7u5wd3cvt/7UqVPcEuj//vc/6Onp1ZVpjBoisWdVVFQEBQUFFBUVSdMeXL58GYsWLUJRURF69uyJc+fOoXPnzlLto6rMnDkThw4dgomJCWRkZLBkyRLuR02alJSUQCgUNppE8YyaoaCgwJ3AXbNmDaKiosqUs7GxQXBwMIKCgrhrmZmZiImJgZycHJYsWVKlP46mT58OXV1dpKenIy4uDgCwc+dOAICBgUGlX9idOnXC+fPnERwcDFlZ2SqNkSE94uLikJ6eDm9vb+jp6aF169bo1KkTUlJS8P79+yrpyMvLw/79+wEAVlZWFZ7AlJWVxcKFCxEcHFxmajhG4+HUqVOYPHky8vLysHz5cixcuJDbcxgdHY0HDx4gMTERqampOHDgALp3747u3btj06ZNSEhIqBebs7Ozce7cOc6W7t274/bt28jNzcWDBw/w4MGDerGrXpB06s3Ly4vs7OyIz+dLbYkzPz+fOnXqRHZ2dqSmplZpVPu6Iioqirp37046OjrUu3fvSk/FVZfQ0FBq0qQJtW3bVqp6GQ2X27dvE5/PJwCkr69PI0aMoEmTJlFCQgIlJCRQcXFxme2Cg4O5NtVh9uzZBIBGjx5NRJ///wKo0b5OtsRZ+xQVFdGQIUMIgEhqtZMnTxIAmjVrVpkBqb9e4szKyuKWuF69eiWRLWyJs3GRk5NDLVq0IAA0Z84csfrSeJxz5swhV1dX0tXVJQMDA1JSUuL2pVYnNaE0ljhzc3O5PeDq6upkYGBABgYGZGJiQp6enlWOb/mtUKO1yUePHsHW1lYqMz9EhNmzZ+PWrVuIiYnB5cuXYW9vX2O90sDS0hJ79+4Fn8/HuXPn0K9fP6kv9eTk5CA6OlqqOhkNFycnJ1y6dAnDhw9HSkoKjhw5gsDAQBgZGcHIyAjff/89tm3bBqFQWN+mMuqRly9f4sSJEwAABwcH7nrpd+PWrVuRmZlZL7YxGi5EhFGjRiEqKgoGBgaYPHlyubKbN2+GQCDAixcv8P79ewQGBgL4/OxV53Tol30LhcIKS3m/n3/++ScOHDgAHR0dhIaG4v3793j//j0GDRqEixcvVtuWxk6NHDRvb2+Eh4dXGgy0KowePZoLmLhz5044OjrWWKc0ad68OUaNGgU1NTUUFxdj0aJFUtWvra0NZ2dnqepkNGycnJxw5MgRCIVC7N69G/Pnz0fHjh0BAAEBAZg1axZ0dHTw8OHDeraUUV9cu3YNwOfQCF/uGbOwsMCMGTNEZBgM4HN4nN69e+Pvv/+GmZkZrl27htatW5cr36lTJ1y9ehVaWloAPof2mTNnDoDPgcery9OnTyErK1thmTp1apltFyxYAAAIDAwUCca8adMmsTA//wbkJJ0J8vb2xsyZM+Hl5QU5ObkazSg9efIExcXFCA4OxsmTJ9GnT58GuRl5+fLlkJOTw8qVK9GsWTN8+PBBKtH8zc3Noa+vj1u3bjXIcTNqn9LN3jk5OcjNzcXjx4+xadMmXLx4Eb169UJKSgoAcM8HfT6BXWX9X7eTVE9FOhnSJSkpCXv27AHw2UHz8/MTqc/KygIAbNmyBd27dxeJC1ne/f7yWnWRhg5G7bNs2TJcuHABAHDkyBFYWlqWea9Kr3l4eEBRUVHs/pa+VvU+S/pMlbbbtWsXUlJS0KlTJ/Ts2VNM34oVK+Dh4fGvevbkJA3AGhwcDG9vbwQHB0MgEIgFwawqJSUl2LRpE06cOIHx48ejefPmtRb0tqbIy8tj8eLFePXqFQ4fPowhQ4bAy8sLfD6/RnpjY2ORnJyMzp0712pAXEbDYMGCBQgJCcGECRMwa9YskTo+nw8+nw99fX24uLjAx8cH169fx44dO/DDDz+gS5cucHR0xKNHj3DgwIEqnSpOTk7GkSNHAABz584Fj8fD3LlzceHCBezYsQMLFiyoNK3UsmXLQEQYN24cWrZsCQDcs8rj8dhzWws8ffoUT58+BfDZcf86lVcpoaGhSExMFEl59vW9UVVVxdSpU7Fnzx5s3rwZu3btqrR/JycnzJs3D56entDQ0BC5x+yeN0yuXbvGLVHOmzcP7dq1K/c+VfT/t6y658+fIykpSUxPy5YtYWxszMlZWlpWujT6559/YvXq1SL68/LyIBQKoaCgUGaKutLf2X/Tsyfx5rGvZ9Ak5e3bt9i/fz+8vb0hIyNTa3k8pYWCggJ+/PFHZGZmYujQoYiIiJDKXrm0tDTcunVLChYyGjr5+fl49OgR/Pz8MG7cuHIzYjRp0gQaGhogIi4Ei7q6OiwtLXH//n2sW7cOY8aMqfQk586dO5GamgptbW0uZ6aFhQXU1dWRlJSEpKQkmJmZlds+JiYGv//+OxITE9GkSRMsWbJEwpEzqkNAQAAAYM6cOfDw8ChT5ujRo/jjjz8QEBCATZs2latLVlYWbdu2BY/Hw6tXr5CbmyuSJeBr9u/fj/v372Py5Mm4du2ayP43RsPk6tWrGDFiBNLS0jBz5kyxZfGasnHjRvz2229i1/38/ET+0FRWVq70N/FfdRKzBki8xHnmzBluBq24uFgiJ00oFGL9+vXw9PTExYsX8eTJk0YxddmqVSsoKyvD29sbx44dq7FTSUTQ1taGnZ1doxg/o2bMnz8f27dvR0xMDH777Tf85z//KTN8RWRkJCIiIgAASkpK3LOxePFiBAUF4dWrVzhw4AAGDx5c5o9tcXExXrx4waX1mTlzJrS1tUFE3J7KHTt2oE+fPjh//nyZsdAEAgF27dqFxMREKCsrY8GCBSLLH6Wvpf9++fIlNmzYwLVfu3Yt9PX1a/Jx/SsJDw9HSEgIDA0N8f3335ebtN7AwAAnT57EiRMnMHnyZFhbWwMo+97MmDEDq1atwrVr1zB37lxs27atzJWPtLQ0bN68GUKhED4+PrC3ty93mfTDhw+cw96uXTv88MMPLBRLPfDgwQMMGzYMqampGDNmDLZu3Qqg4mXHipYxy6pTUVEpM0VU6fJodZZFy5KtrP2/cktFtc99/n+2bNlC+P8JmSVN9ZSWlkYdOnQgAHTy5ElJTakXfH19uYjcL1++rJGuuLg4atWqFUv19C/h06dP5OzszIUsmDJlCr1+/VpEZv369VwEf2VlZTEdBw4c4Nq3bt2a9u7dK1J/584dGjx4MCfTt29fMR1fpnqysrKiXbt2idTfv3+fhg8fzqV6+jot0NdhNl68eEEmJiY0ZMgQWrNmDXl5eZGNjQ29f/9eos/p38y+ffsIALVp06ZSWQ0NDQIgktS+KqmeBgwYIJa+a9++fdSuXTsCQB07dqww1VNiYiK1adOGPD09ac2aNaSurk4rVqyo4cgZkjBx4kQCQBoaGnTv3r0qtSkNs1FWmJw5c+YQABo1alSVbahpmI3S9JFdu3Yts82dO3f+dWE2JHbQvL29ycXFhWRlZSWOgxYdHU2KiorUsWNH+vTpk6Sm1AsXL14kDw8PkpOTo7Nnz9ZIV1hYGGlqalKHDh2kZB2joZOfny/ipMnLy5OioiJXSq+rqanR5cuXxdoLhUI6fvw4J8fj8UTay8nJcXVDhw4tM66aUCikoKAgkpGRqVTHgAEDxNp/7aBFRkbSL7/8QgKBgIg+p0zT09OjBw8eSPnT+/bR19cnAHTmzJlKZXfu3EkAyNHRkbtWnoNWXFwskmtYTk5O5J6XPgv4Ks0TkbiD9u7dO1q4cCH3bB08eJBcXV2lMHpGdRg5ciQXG/Hu3btVbtfQHLTi4mLS19cnHo9HwcHBYm26d+/+r3PQJA6zIRAI8Pz5c1hZWUmc6unx48coKirC69evJTWj3ujZsye0tLQgEAiwdu3aGukiImRnZyM+Pl5K1jEaOkpKSjh37hyOHTsGFxcXFBcXo7CwkCuGhoaYN28enj59ih49eoi15/F4GDJkCGJiYjB+/Hioq6uLtBcIBPD09ERISAgCAwPL3ILA4/EwcOBAvHnzBpMnT4ampqaYDg8PD5w/f55bJq0IW1tbLFmyhFviiomJga6ursjmdUbl7Ny5Ex8+fICuri6MjIwqlW/RogX4fD4iIyPx559/VigrJyeHnTt34vr16+jduzcEAoHIPVdVVcWoUaMQExOD4cOHV6jLyMgIvr6+kJOTQ1BQEAICAvDrr79Wa6yMmrFhwwYcPnwYADBq1CjEx8fj1OhnVD4AACAASURBVKlTFZY7d+7Us9VlIycnhx9//BFEhEWLFiEmJoar27hxI8LDw+vRuvqhRhFm1dTUkJ2dLXH7AwcOgMfjYdasWRVuWG2o+Pj44Pjx41BTU6uxLllZ2QrTrzC+PTQ0NDB06FB4enri+fPnInXa2tqwsrKqVIe5uTl+//13zJkzR+yUn729fZVORJuZmWHv3r2YNWuW2P9nOzu7cp9LX19fLFq0qMy9a0SErVu3wtvbGxYWFpXawPg/+vXrh3bt2kFDQ6PC+FWluLu74/r168jPz0eLFi0AAMOHD4ezs3OZ300qKipwc3ODk5OT2GbtijZ4y8vL4+bNmwAgdk83b96MkpISbN26FVu3boW2tnaVxsqoGRkZGdy/N27cWKU2w4YNw9GjR2vLpBoxbNgwnDlzBhcvXkTPnj25NHQPHz6Evr4+l6ru34LEDpqWlhbU1NSQkJAg0Ya9goICFBUVQU1NDa1atWqUeShVVVWhr6+PrKwshISElHvSqjIUFRWhpqbGHLR/KRoaGjXON/tlUEdJsbW1rZZ8q1atyrweHR2NhQsXQl1dXeTAQEMkPz+/zNABX2Nqalpnm98NDQ1haGhYrTZfO1UGBgYwMDCosI2iomK1njsZGZly5cPCwpCQkIDu3bsjLCwMAwYMqLLexsjHjx+5OHTA59P9VZntlDaampowNzevVpvS2J16enowNzcvc4ZbS0sL5ubm1Yrz2aRJE5ibm1fp2S2V/foZ1dHRwcGDB3Hq1CmsX7+eO72+ZcsWGBsbo2/fvlW255tA0rXRn3/+meTk5MjJyYkKCwur3b5035W9vT3dvn1bUjPqnRkzZpCcnBwFBARIrCMqKoosLCyIz+dL0TIGo+6Jjo4mZ2dn8vf3r5P+SkpKuD1vknDp0iVuX1VFZeLEiRQTE1Ojvr413r17RwsWLOD2oAkEAurYsSP9/fff9WyZOJIeZPuaV69e0YwZM8jW1lbk+dDS0qIZM2ZQcHAwCYVCqfT1b2TJkiX0+vXrMv+f3bhxgwCQoqJiPVhWP/CIJDuv2rt3bwDA+fPnkZeXV+3gsvHx8ejVqxfi4+ORm5sriQkNAnt7e+jr62Pw4MGYNGmSRDpK/+K0tbVlaVsYjZbXr1+jV69e6NChg8iM3qRJk9CsWbNa6XPDhg24e/cu5s6di06dOlW7fUhICHr27Fll+dKlF8bnTAe9evWCvr4+3Nzc8PTpU7x//x5hYWH1bZoIa9euxT///INp06Zh7NixEuvx9/fH+vXr8e7duwrlVq1ahdmzZ5cb35BRPgYGBkhKSsKsWbPEMme4ubkhLCwMmzdvxn//+996srB8Pn36BH9//0rljI2NqxRgHIDkM2j+/v4EgLy8vCT66yQ0NJS0tbXJ3d1dUhMaBHZ2dgSgRjNooaGhXCgDBqOx8vDhQ5o4caJYefv2ba30t3r1aho4cCABoMGDB1P//v0pJyenWjpKZ9DU1dUpPT29zHLixAnq0qULASAnJ6daGUtjJTk5mbvPfn5+lJWVVd8miXDnzh3i8XjUrl07MjMzozlz5tCLFy+qrefZs2fUtGlTAkA9evSgKVOmiDwj//vf/8jS0pKbURs7dmwtjObbp/R0p4yMDE2ePJkCAgIoICCALC0tSVZWlgwMDCg/P79W+i4qKqKAgACJVgSJiN6+fVul2XhZWVnS0NCgKVOmVKpTYgfNy8uLvL29CYBEYTbevXtHNjY2jd4psbOzI29v7xo7aN+Cs8pg1CXR0dE0a9YsmjZtGgGgLl26UPv27en48eNV1lHqoGlqalYod/HiRWrSpAkpKirSX3/9VVPTGXVEcnIyPXv2jLp27UoWFhbUunVrMjU1pbNnz5YZeqY8TExMCAANGzaMMjMzy5RJSEigDRs2EI/HIz6fT0ePHpXWMP41fPr0iU6fPk1ubm4iTo2uri5NnTpVLF6ktMjJyaEpU6aQp6cnWVlZ0e+//04fP36slo4vHTQPDw/q3bt3mUVdXZ0La+Tn51ehTgiFQpKkfD2DVt32169f55wSSW1oCGXZsmUEgPbu3SuxjlJnVVlZud7Hwworja08ffqUQkJCCADZ2dlRmzZtaOjQoZSamlpp24sXL3IBPiuTbd26NQGgffv21fuYWaleSU5OJh8fH2revDk5OTkRAAoLC6Po6OhK2wYGBpKMjAy5urpSRkZGpfKlzpyLi0u9j7uxlpycHAoJCeHK48ePa7W/3Nxc+ueff8je3p769+9PAGjPnj0UGRlZZR2xsbGcg/bhw4dy5e7du0dDhw4lAGRmZkbZ2dnlytZbsnQLCwvo6+vj1q1bjTrxaennUJMErixZesPnw4cPKCkpqW8zGGWgpaUFLS0t/Prrr/j555/RtGlTPHnyBN999x2OHTsGPT29cmM1VjXhe15eHgQCQYWymZmZyMvLk8KIGLXB7t27cfLkScyfPx89e/ZEly5dMH36dIwePRoODg5l7qMWCoWIjIyEUCiEhYVFlWL6LVu2DNOnT8fr16/x4MEDODo61sZwvmlUVVXh7u5eZ/2pqKigd+/e6N27N+bMmYMxY8Zg6tSpGDp0KOTl5bFjx45Kw2l9+Z1Q0feJo6MjfvnlFxw/fhxv376FQCAo/7tH0ilBLy+vGu9Bwzew74rtQft3YGhoyP11VLq0X1oMDQ2556A8mU6dOpGWlhb3XkZGhnr37l1hGzMzM7KxsalQpkuXLqSmpsa9V1RUJA8PjwrbWFpakpWVVYUyPXr0IGVlZe69qqoqdevWrcI21tbWZGFhUaFMr169RDIUaGhokKura4VtbG1tuVmJ8mT69u0r8r5p06bcTMnhw4fLva9VXeL87bffCAA1a9aMnj59WqbM9OnTCficIklHR6dC+76239jYmNq2bVuhjIuLC5fWCficBaBXr14VtjE3N+dm/sqT6dq1KzVp0oR7r6SkRO7u7hW2admyJbVo0aJCGQ8PD5GsGHw+X2zp6us2NjY2ZGZmVqGMl5cXycrKcu+1tLSoU6dOFbZp164dGRkZlSszYsSIMu9peno6J/PmzZsqf18YGxsTAPrzzz+r3IbRcCjdPlF67x0dHengwYMVtvlyiTM1NbVS/aWyGRkZ5crVKPiYm5sbzp8/L9EMmqGhIZo3b16lGEQNHTc3txrrUFdX5xIdMxoeXbt2xeHDh+Hm5obg4GA4OzvjwYMHMDY2RlFREaKiouDg4ICIiAhOxs3NDaGhoejcuTPu3r0LMzMzKCkpITs7G82bN8e5c+c4mdI2rq6uCA8PR/PmzZGdnY2MjAy0a9cOjx8/FtNb+mplZQUlJSUUFxfDyMgIISEhYnpL31tbW+Pjx48QCoWwsbHBs2fPytR75coV2NjYICkpCTIyMtDR0cG1a9fK1Wtra4uEhATIy8vDysoKr169KlPvhQsX0K5dO7x9+xbKysrg8/kIDw+Hq6srbty4IdbGzs4Ob968AZ/PR/PmzREXF4eOHTuK6T179iwcHBzw6tUraGpqQkFBAQ8fPoSzszNGjhyJsLAwLFmypMygusDnuIzlBfq8fPkyzp07BwAYNGgQbGxsyn1OnJ2dERERAUNDQygqKiIjIwOtWrXC2bNnxT67Tp064d69ezA1NUVBQQFiY2Nhb2+Phw8fin0OXz4XysrKyM3Nhbm5OS5cuCCmt0uXLggLC4OVlRU+ffqEjIwM2Nra4smTJ2Xek+vXr3PPRUlJCQwMDHD58uVy77WNjQ2Sk5PB4/FgbW2NFy9elKk3JCQEbdq0wfv37yEvLw8tLS2R5/brNm3btkVcXByUlZXRsmVLREVFwcXFRUzv+fPnRZ4LFRUV3L17F507d0Z4eLiYXgcHB7x+/Rrq6uqwsLDAu3fv4OjoKCLz/v179O/fH3///XfNvywqISUlBX/++Sesra1x//59dO3aFdevX+deS78vSp+LrKwstGjRAhEREWKyrq6uuHXrFiwsLJCTk4Pc3FxYWFjg0aNHYrKlpyBbtmyJT58+oaioCMbGxoiMjBSTLX21trZGWloaBAIBDAwM8PTp03JlbWxskJKSAgDQ1dXF8+fPy5Vt06YNEhMTIScnBy0tLbx8+bJc2bZt2yI+Ph5KSkpQV1fH69ev4erqirCwMDFZOzs7xMTEoEmTJlBVVUVMTAycnZ1x8+ZNMVkHBwdERUVBTU0NSkpKiI+Ph6OjI27duoWuXbvCxMQEs2fPhp+fH4gIU6dORWBgIK5cuVLjZ2D+/PlVkpM4zMbSpUvh7+8Pc3Nz3Lt3DwoKCtXWMXr0aNy9exeTJ0/GwoULJTGjXomNjcXcuXNx+fJlbN68WeIwGy9fvoSXlxdyc3ORmpoqZSsZ0mDp0qV4+/Yt1NTUkJWVBT6fj9zcXCgoKEAoFKKkpARKSkrIzc3lZL6UzcnJgaKiYqWypdk5lJSUUFJSAqFQCEVFxXJls7KyoKysDIFAACKCgoIC8vLypCKroqKCoqIi8Hg8yMnJIT8/XyqyqqqqKCwshIyMDGRlZVFQUAA+n1+ubEFBAWRlZSEjI4PCwkI0adIE2dnZ5cqGhIRAIBBAQ0MDycnJ+PnnnzFlyhTIy8tDUVFR5L5WJ8zGnDlzsG7dOjEdpfz222+4c+cO91wQEQQCAZSVlZGTkyOV56JUtr6fi+LiYgBoVM/Fl7KxsbEoKChAdHQ0LC0t0aJFC2zevFkscGpGRga0tLQAAG/evKlyVgwTExO8e/cOf/75p1jQ3tjYWHh4eCAlJQUtW7bkbCh9jYqKQrNmzZCRkQE5OTkoKysjNTUVzZs3R0xMjIhsdHQ0mjVrhrS0NCgoKEBRURFpaWkwNzdHbGysmKyBgQFSU1OhpKQEOTk5fPr0Caampnj79q2YrKGhIVJSUqCqqgoej4esrCwYGRkhPj5eTNbY2BiJiYng8/kgIuTk5KBZs2ZISEgQkzUxMUFCQgLU1dVRUlKCvLw86Onp4f3792KyZmZmiIuLg6amJoqLi1FQUAAdHR0kJiaKyZaOWVtbG4WFhSgqKoK2tjaSkpLEZC0sLPDmzRvo6OggPz8fAoEAmpqaSEpKQosWLcTuyevXr6Gnp4fc3FxoaGhg9uzZ+P7770Xua1xcHMzMzAAAu3btAp/PL/PZ2Lp1Kx49egSBQIA9e/Zg/Pjx5W7BkHgGrTRXXGpqKoRCoUQ6ioqKkJWVVa1oxQ2Jmzdv4t69e3ByckL//v0l1pOfn4/CwkKWs7AB88svv9S3CYwq4O/vjytXrkBBQQG6urqYNGkSZs2aVWkWADk5Obi6upZZ5+7ujt69e6N169blOmcAMHHiREycOLFG9jNql7y8PCxevBixsbH48OEDWrdujU2bNqFVq1acI1bbyMvLw87ODunp6TAyMoK6urrYq46ODrKysiAnJwcFBQV8+vQJBgYG0NTUFJPV1dVFZmYm5OXlIS8vj8zMTOjr60NLS6tM2U+fPkFRURGysrLIzs6Gnp4etLW1xWT19PSQnp4OJSUlyMjIIDc3Fzo6OtDR0RGT1dfXh4GBAZcNJy8vD02bNoWenp6YbLNmzaCvr48mTZpAKBSioKAAWlpa0NfXF5M1MDCArq4u+Hw+BAIBioqKoKGhgWbNmpUp27RpU6irq6O4uBjFxcVQU1ODgYGBmKyhoSG0tLSgoaGBoqIilJSUgM/nw9DQUERWWVkZcXFx0NLSQm5uLmRlZWFubg5dXd0K7/H06dMrrFdSUoKHh0el3xcSO2jFxcVQUFBAZmampCqgo6MDgUCAkydPYujQoY0uH2dKSgrev38PJycnNG3aVGI9OTk5yMrKYg4agyEBAoEAmZmZGDduHEJCQqCjowMnJyds2rQJJiYmVdLB5/Nx9erVWraUUZ9cvnwZvr6+iIiIgJaWFtzd3bF9+3Y0adKk3DZNmjTB0KFDcfz4cQQGBmLt2rWV9vP3338jNTUVrVu3hrOzs1i9kZERTp06VaOxMGqf/Px8LF++HNHR0dwsbK9evbB///5K21paWoqkr/zw4QPS09PB5/Ph4uKChQsXonv37pXqKXterQqYmZkhNjYWpqam5U7PVcaKFSugq6uLy5cvcyekGgsFBQXYunUrAKBNmzZS0Vead4zBYFSNnJwc7N69G71790ZISAiUlJTw448/4uTJk1V2zhjfPgsWLMDo0aMREREBS0tLLFy4EHv37q3QOQM+z3aVfr8fOnQI0dHRYjIrVqzA3bt3UVRUBABYv349CgoKYGBgAH19fekPhlGrFBYWIiIiAiNGjMD27dthZmaG9PR07N27t0rOGQDcunULL1684Mr58+ehqqoKbW1tuLq6ljtbL0Z1TjZ8iZeXF3daTJJAtUSfc1DKyclR165dG11QP19fX/Lw8CBzc/MaB88LDQ0lTU1NcnV1lZJ1DMa3j5+fH5mZmXHfQ3PmzKm2jqqe4mQ0Ts6fP0/Lli0jPp9PJiYmtHLlSrp//3619SgpKREAWrZsmcj1Bw8ecCd2hw8fThcuXCAej0c2NjaUkJAgrWEw6pCBAwdy3ykeHh7k5eVVpXaVneK8c+cOF6R26tSpVdJZb6meiD4nOp48eTIBoHXr1lF6erqk5tQ5vr6+BEAqid6/lawKDEZdEhERQdOnTydlZWU6e/asRClamIP2bVNYWEguLi40aNAgOnr0qMTJ7i9dukR8Pp9kZGRo2rRptHPnTiIiKi4upoiICC6ER2kImc2bN0tzGIxaJiMjgzZt2kTKysrk4+NDAGjChAl048aNKvs3VQmzcfDgQQJA2tra9OTJk0p18oRCoUSnOHv37g15eXkEBwcjNze32snSS0lJScG4ceNw8eJFHD9+HIMHD5ZIT10SGRmJHj16oHPnzli1ahXs7e1rpC8sLAzfffcd7OzscOnSJSlZyWB8+yQlJaGoqAimpqYStQ8JCYGnpyc0NDSQnp4uZesYDYHMzEwUFhZWurG7Mv755x+MHTuWe06+PNGZlJSE/Px87r23tzf2798PTU3NGvXJqBsEAgGmTJmCpKQkXLx4ERcvXoS1tTUMDQ2rrCMuLg7m5uYAPu85K2tfem5uLr7//nscPHgQhoaGePfuXcVKq+VmfkFNA9WWIhAIaNKkSeTt7U2ampr04MEDiXXVBQUFBTR8+HDq27cvTZ48mbKzs2uskwWqZTDqBzaDxqgOp0+fJmdnZ9LT0xMJequsrEzOzs7k7OxMpqamBIDatm1LBw4cqG+Tq8Rff/1FLi4uNHHixEplT506RS4uLhUm+46KiqLw8HDq0qULubi4kIuLC/n4+FB4eDjFx8eX2ebw4cPk4uJCP/zwg8TjqAnPnj0jZ2dnCgkJodzc3Gq3r2qg2kePHpGmpibJyMjQihUrKswJW6NAtTVJ9VSKrKws5s6dC0dHR7i7u2Pbtm34/fffa2JWrVJ6cvPx48eIioqqdJNpVdHW1oadnZ1UdDEYjKpha2uLEydOSPz9xfh34ePjAx8fHzx8+BBv3rzhrqupqcHT0xMAEBUVhSFDhiA5ORkxMTH1ZWq1SElJwc2bN1FQUFCpbHJyMm7evFnmwb78/HysXr0ahw4dQnx8vFj9mTNn0KpVK1y6dAlGRkYidYmJibh586bI6ce6pHXr1rh161at99OuXTsEBARg0KBBWLVqFcaOHVtufD05kixOLby9vTFz5kx4eXlBTk4OkuoBAGtrawwbNgz79u3DxIkTcf/+fbRv315ifbWFQCDAvHnzcOPGDYSFhUFHR6dG4y7F3Nwc+vr6CA8Pl4o+BoNRNXR1dTFo0CAAYP/3GFXGzs5O7A/q0ufH0tISDx8+5JY9G8NzVWojfd6XLrHsnDlzsHv3bgCAgoICfH19uRiEaWlpWL16NV6+fIlevXrhwoULIkuI1bGhofJlwP6KxuDu7o5u3bohPDwcgwYNwvnz58tcgq9RsvQePXpInOrpa37//XcoKytj586dcHJyQklJCZycnGqkU9p4eHggIiICHTt2hIuLi9T0xsbG4v3793BwcGDJ0hkMBuMb4OusBA2Z0t+dipJ8VyYbGRmJv/76CwAwdOhQHDt2TKxtmzZtMGTIEDx//hzTpk3D2bNnJbKhIWJqaorCwsIqyaqrq1cp7qLEcdA6dOiA27dvw8HBodIo3VVl6tSp0NfXx5w5c7Bo0SKp6JQWP//8M16/fg1zc3OsWLFC6vqzsrLw/PlzqetlMBgMBqO28fb2RkpKCsaOHYsDBw6UKTNo0CAcPXoU8vLyuHTpEkJDQ+vYysaFxIu98fHxMDY2RkJCgsSpnr7Gzs4OY8aMwb179/DixQts2LABCxYskIrumtCxY0ckJiZCQ0MDvr6+6N27t9T7UFRUrPEpIwaDwWAw6po3b97g06dPAIBRo0aVmxKNx+Nh2LBhiIuLQ58+fbjclYyykdhBk5GRgVAolDiLQHmsX78eiYmJcHR0hL+/P4qLi7F06VKp9lFVSkpKsHHjRsTFxUFbWxsbN26sFedMVVUVampqUnN0GQwGg8GoLnl5eXj06FGFMgkJCWLXjh8/juzsbLRv375K+8cXLlwosY3/JiR20Jo1a4akpCQ0b95c6k6ahoYGZs2ahdWrVyMwMBBv3rzBpEmTYG9vL3G8tepQVFSEpKQkLFq0CMHBwTA0NESXLl1qxTkDPjtoSkpKLA4Tg8FgMOqNFy9e1Ciup7a2NrS1taVo0b8biT2riIgIODo64vHjxygpKZGmTVBRUeGco7y8PFy6dAljxozBgAEDEBISItW+vubRo0cYN24cxo8fj2PHjqFdu3aYOHEi1q1bV2t9fvjwAZmZmWjZsmWt9cFgMBgMBqPxIFN6pFWScu3aNXh5eaFPnz44c+aMxHrKKgDQrVs3JCQkYODAgcjOzsanT5/g6ekJX19ffPr0Sar9ERG+++47ODg4ICcnB9euXUPv3r0RGhqKhQsXQlNTU+r9ERECAgIwZswYfPr0Cffv3+dCbdRVuXPnDjZv3gwDAwPIyspyZePGjTh79myZbc6cOQNZWVkYGxtXqj8oKAiysrIwNzevkj1hYWEidpRXVq1ahZSUFLH2VlZWkJWVxbFjx+r0c2SFFVZYacwFABwcHCAQCCos27ZtA4Ay20vDhvr+HBpSkTjMRrdu3WBlZYWtW7eic+fOmD59OkxNTbF48WL069evpo4jh6ysLNavXw95eXn4+/vD3d0dixcvRnR0NMzNzTF69GiYmJhIrD8jIwMXLlxAcHAw/vzzT3h7e+POnTu4cOECXFxcpHZC9UsKCgrw119/YeHChWjatCmEQiG0tbXRsmVLeHl5YeTIkdyyrpKSEgYMGCB1G3JycjBx4kRcuHABWVlZYvXz58+HsrIyduzYgfHjx4vVC4VCCIXCKh2Hro5sqXxlrFy5Etu3b8fhw4fh4eEh1heARnlUm8FgMOqaL0NcVPabV7ql6ctwGK1bt4aCggKSk5ORnJyMZs2aVajjzZs3SEhIQNeuXcu0gX13f0biPWiLFy9GbGwsxowZg8WLF8PAwACJiYmYOnUqrl+/Dh8fH7i4uEglQreioiJWr16N/v37Y/ny5ejfvz8CAgLg7e2NwMBAjB07Frm5uejTp0+19G7YsAFFRUVIS0vDw4cPMX36dCgoKGDDhg1o1apVje3+mvT0dFy4cAHPnz/HmjVr4OrqiidPnsDd3R36+vp48eIFOnXqhN27d8Pb2xsjRozAwIEDsWbNGnTt2hU+Pj4APkc/r+k6/9KlS3HixAkAQOfOnbFkyRLo6+tz9SNGjEB0dDT+85//gIgwYcKEGvVXXRQVFXHjxo0y665du4bAwEC8fPkS//vf/0QcNAaDwWDULQMGDACfz8eTJ0/w5MmTSh20gIAA7Ny5E3379sWhQ4fqyMrGh8SZBADAzMwMZmZmuHTpEq5cuYKjR4/i+fPn8PPzw/Pnz0FEWLJkCRwdHaGiolIjQ5WUlODq6oqrV6/i3LlzcHJywr59+zBw4EAcOnQIRkZG2L59OwwNDcHj8fDu3Tt06tQJV65c4VJSlb66u7vj5s2b6NatGxQUFMDj8XD69GmYm5vDxsYGgHSjiqenp+PcuXPw9/eHjo4OgoOD0adPH7x58wZbt26Fj48PNDQ0UFJSgnPnzmHmzJnw9fXFvHnzsGfPHnTt2hWbNm3ClStXkJqaCjs7Ozg7O0NDQwM9e/ZEkyZNqhUUMTQ0FCdOnACPx8P06dOxZcsWMUf6/Pnz6Nu3L169eoVVq1Zh4MCBUFdXF/lsvpyWLo/qyH4pz+Pxyj0N1L59e1hZWWHIkCG4ffs2Lly4wKVZ+bq/169fc+2MjIxq/BwyGAzGt4Y0vtMnTJiAX3/9lQs2r6amVmb79PR0+Pv7IycnB87OziL6qmrDvwaSMhcvXiQvLy9SVFQkb29vAkA7duygy5cvU0FBgbS7IyKikpIS2r17N1dWrlxJfD6f+Hw+jRw5knudOXOmiFx6enqt2FNKbm4u7du3jxwdHQkAeXt7k4yMDE2ZMoV2795NJSUlleq4fPky7d69mxuHra0tWVtbk6KiInl4eBAAmjlzJk2ZMoXmz59PmZmZlJmZWaFuZ2dnAkCjR4+usO+oqCiysLAgPp9PgYGB3PXTp08TADIwMKjU/lOnThEAMjExqVSW6P8SxysrK1cq6+DgQABoz5493DVLS0sCQJs3b6ZJkyaJJDT28vKiy5cvV8kOBoPB+Lewe/duAkDt27evVHb79u0EgJycnESuv3z5kgwMDAgA9enThzIzM0koFHL1JSUllJqaSu3bt+f6SkhI4Op//fVXAkBdu3aV3sAaOVLPStqzZ0/07NkTYWFh2LhxIzw9PTFjxgx4enqipKQE8+bNk3q4ChkZGUydOlXkWm1E+68OAQEBCAwMhFAoxP379+Hp6YkXL17A398f33//fZX19OjRAz169ODGFxsbiwMHDqCwsBDr1q2Dp6cnPNAV/AAAChRJREFU/P394enpiYsXLyIyMhIXL17EgQMHkJ2djZ49e6JFixacvmfPnuHdu3cAAGdn5wr7trS0xM6dO7nZqcbEnDlzwOPxsHLlSgDAzp07cf78edy9exdpaWn1bB2DwWB8W1hZWWH48OHYtGkT/vnnH6irq+PHH3/k9rRlZGRwBwwA4I8//hDJxckQp9bSxnfp0gXOzs54+fIlfv75Z5w+fRr29vYYMGAAhg4diu+//x6dO3eure7rjfDwcEyZMgUZGRlQUVFBQkICpk2bBhcXFwwePLjGcdxKU00REZYuXQoFBQX8/PPPyM7Ohq6uLo4fPw47OzvMmDEDmpqa2Lx5M9LT03H8+HG4u7vjxYsXeP/+PUxNTcWc2rKoyDnLzc3Frl27Kmz/8OHDao+xKhw7dgyPHj2Curo6rK2txepVVVVx4sQJ7o+B/v37w8fHBwkJCQ0mQwWDwWB8S/j6+sLQ0BC7d+/G69evsXbtWjEZBwcHzJw5E1ZWVvVgYeOi1hw0AJCXl4etrS0OHjyI58+fw9/fHx8/fsT58+cRHh4OW1tbTJ48Gd7e3rVpRq2TlZWFs2fP4vDhwwgPD4eqqiq0tLTQrVs3/Pe//4WlpaXU++TxeGjSpAkAYM2aNQCA4uJi/PTTT3j06BGOHj2KzMxMPH36FGpqanj9+jXc3d259jIyMjU+wJGZmVmt2cDqUFJSwiXe/Zrr16/jyJEjEAqFcHd3h6urq5jM1ym57OzsYGNjg4SEBBQXF9eKzQwGg9EYMTU1Rf/+/dG8efNKZc3MzNC/f3+RlZlS5OTkMHfuXIwaNQpHjx4VSwg+cOBAeHt7l3nIrXnz5ujfvz+3D5xRyw5aKYqKirC3t0dgYCBiYmIwe/ZsPHjwAGFhYThz5gw6d+6MAwcOQF9fv04yBUiLUmdz8+bNSE1NhYyMDBQUFDBixAhMmzYNFhYWdWqPvLw8WrRogRYtWmDIkCHIyMhATEwM+Hw+lJSUaqW/yqJOp6enIzo6utq6i4qKMHDgwApl+vXrhz179pRZ17Rp02r3yWAwGP9GevXqhV69elVJtk+fPpVGTNDT08Ps2bMxe/bsKtswYMCAWgkp1ZipEwftSywsLHDmzBmEhIRg48aNuHnzJiIjIzFw4EBYW1vjhx9+KHNGpCGRkZGB06dP4/Dhw7h48SI0NDRgb28PS0tLTJs2rUq5yOoCTU3NWrVFR0cHd+7cqVAmKCgIgwYNqrZuHo8HIyOjMuvc3NzQr18/eHh4QEtLq9q6GQwGg8Fo6NS5g1aKh4cHPDw8EBoaitDQUKxYsQJ8Ph9DhgzB5MmTsXLlyloJElsTSkpK8Mcff8DPzw+RkZHo3LkzZGVl4e/vzy2hNXTatWsHU1NTpKWlISwsDF26dKlQPjo6GkeOHMHixYulEtOuqigpKSE+Pr7O+mMwGAwGoyEh3SznEuDm5oZly5b9v/buL6TJtoHj+NeHp7I8iIp0HpQFBkFpsqi2FrVc1qj1hyIcKOEIdVB0oh0kmQXS6iA8UMyRkGKEYFEdZElUw4ME6yA9MI8iEzIZIq0ZA23Pe9CruPe1nlLTW/t9jmT3dV+7FA9+3H+uH21tbZhMJsxmM+Xl5Rw6dIgrV64QDodne4kA+P1+7HY7FRUVdHR0UFpais1m4/379+Tk5MyJcAawbt06kpOTCYVCdHZ2/uv4hoYGLly4oCtVIiIiM2jWrqD9r61bt469TOB2u8faAWpqasjPz+fEiROsWrVqRtc0PDzM7du3KSkpYcWKFQwNDfHlyxdqa2vJzs4mISFhRtczXS5evIjT6eT8+fNYrVbMZvOE40a39Bg9R0RERGbGlJoEptvChQvJyMhg48aNbNq0ibNnz2Iymaiurub+/fuUl5eTmpr62x++HxwcpLm5GZ/PR1dXF9u2bSMUCmG32ykuLh6rgTLS3+5X7Nixg8zMTJ49e4bT6cTv95OVlRUTOJ88eUJRURHv3r0jKyuLvLy8Se34PNHYDx8+4PF46OvrA749dOrz+YiLi5vybtI/On+qc4uIiMyUSZel/04LFiwgPT2dlpYWAoEAd+7c4eXLlxw+fJi8vDySkpLweDysWbNmWr83GAzy6NEjKisrMZlMdHV1kZuby9KlSzl58uS/vrE4VyQkJFBSUsLr168JBoMcPXoUq9U6tm0HfAtoo2PPnTsX81r0r5TaTjT2+PHjLF++nGvXrhEOh/F6vaxevZpTp05NuTD3R+erjFdEROYKw9zi/B673Y7dbufp06dUVFTQ0NBAZmYmN2/epKmpidTU1CkXh4dCIe7evUtvby9lZWW4XC5aW1spLCzE6/WSkZExTb+NcTgcDh4+fEh1dTX37t2jra0t5vjixYux2WwUFRWxe/fuaf3uM2fOsG/fPpYtWwZAe3t7TGemiIjIn87wAW2Uw+HA4XCMVUilpaVhsVhwu92sXbuWy5cvT2reGzduUFtbS3x8PK2trezfv5+UlBRevXo14UZ884nFYsFisdDZ2Ulzc3PMsS1btsRsbDve+vXr8fl8MVfcvmfDhg34fL6Y4ly32z32czgcJhAIcOnSJeDbJog+n4+//57cv2ZxcTGDg4Okp6f/3zGPx4Pdbmfnzp2TmltERGSmxP0zxx7GiUajvHjxAr/fz61bt3C5XDx+/JirV6/i9XpZsmTJT89VV1eHz+ejr6+PzZs3EwgEePDgAenp6aSkpPwxt8G+90zWX39N/JLv+PHfG/OzY4PBIImJiUQiERYtWvRLc08kGo0CE9/G/NExERERI5lzAW1Uf38/b9++JTs7e6z8+8CBA+Tk5GC320lOTp7wvJGREZqamigtLaWnp4fExESSkpKIRqMUFBRQWFhouP3X5qvnz59TVVXFkSNHyM3NVWgSERH5rzkb0Mbr6ekhEAhQX19Pd3c38K1bbO/evZSVlTEwMEB3dzenT5/m8+fPRCIR4uLiMJvNFBQUYLVaVQ00gz5+/IjX6+XYsWM4nU5Wrlw520sSERExlHkR0MarqamhqqqKoaEhPn36hM1mY2RkhN7eXvr7+zGZTEQiEerr69m+fftsL/ePtGvXLt68eYPVah37zOVykZ+fP4urEhERMY55F9AABgYGaGxspLGxkfb2dsxmMx0dHRw8eJA9e/YoCMyyuro6IpFIzGdpaWnYbLZZWpGIiIixzMuANl5lZSXXr1+npaVlxpsIRERERCYjLhqNzuuANjw8zNevX4mPj5/tpYiIiIj8lHl/BU1ERERkrvn1jaZERERE5LcyVFm6iIiIiBi0LF1ERETkT6ZbnCIiIiIGo4AmIiIiYjAKaCIiIiIGo4AmIiIiYjAKaCIiIiIGo4AmIiIiYjAKaCIiIiIGo4AmIiIiYjBqEhARERExGDUJiIiIiBiMbnGKiIiIGIwCmoiIiIjBKKCJiIiIGIwCmoiIiIjB/AfHuEFWJV/PGAAAAABJRU5ErkJggg==)
Consider the following sequence of reaction and identify the end product(R):
![](data:image/png;base64,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)
chemistry-General
chemistry-
The intermediate of the following reaction is:
![](data:image/png;base64,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)
The intermediate of the following reaction is:
![](data:image/png;base64,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)
chemistry-General
chemistry-
Amongst the C-X bond (where X=Cl, Br, I) the correct bond energy order is
Amongst the C-X bond (where X=Cl, Br, I) the correct bond energy order is
chemistry-General
chemistry-
Which can be the product of the following reaction?
![](data:image/png;base64,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)
Which can be the product of the following reaction?
![](data:image/png;base64,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)
chemistry-General
chemistry-
Number of fractions Find X & total number of fractions
Number of fractions Find X & total number of fractions
chemistry-General
chemistry-
compound R is
compound R is
chemistry-General
chemistry-
The structure of R is
The structure of R is
chemistry-General
chemistry-
The structure of the product Q is
The structure of the product Q is
chemistry-General
chemistry-
Reagent ‘P’ is:
Reagent ‘P’ is:
chemistry-General
chemistry-
Which of the following is called Sandmeyer reaction?
Which of the following is called Sandmeyer reaction?
chemistry-General