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)
TheBurgessreagent(methylN-(triethylammoniumsulfonyl)carbamate)isamildandselectivedehydratingreagentoftenusedinorganicchemistry.ItwasdevelopedinthelaboratoryofEdwardM.BurgessatGeorgiaTech.TheBurgessreagentisusedtoconvertsecondaryandtertiaryalcoholswithanadjacentprotonintoalkenes.Dehydrationofprimaryalcoholsdoesnotworkwell.Thereagentissolubleincommonorganicsolventsandalcoholdehydrationtakesplacewith...[
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“替罪羊”源于《圣经》的《旧约》,有一个非常有趣的小典故。在摩西时代,依据法规,犹太人在新年过后的第10天,还有一个非常重要的节日Atonement/YomKippur(赎罪日)。在这一天,犹太人彻底斋戒,并在圣殿举行祭祀仪式,以此祈求上帝赦免他们在过去一年中所犯的罪过。祭祀时,教徒们拿来两头山羊,一头为theLord'sgoat(“献给上帝的羊”,不言而喻,小[
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)
提起保护基化学,什么Boc,Cbz,Fmoc,Alloc,TFAA等等立刻涌入脑海,这些都是胺的保护基。相较于胺基保护,羧酸很多时候也需要保护。常见的羧酸保护基有叔丁酯,甲酯,乙酯,苄酯,烯丙醇酯,还有三氯乙醇酯等等。叔丁酯用酸脱保护,甲酯/乙酯一般用碱脱保护,苄酯一般用氢解脱保护,烯丙醇酯可以用四三苯基膦钯搭配亲核试剂脱保护,三氯乙醇酯可以用锌粉搭配氯化铵[
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结晶和重结晶详细操作步骤
1.将需要纯化的化学试剂溶解于沸腾或将进沸腾的适宜溶剂中;
2.将热溶液趁热抽滤,以除去不溶的杂质;阅读全文]
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8PK1eulIU+7aJXr17YsWMHwsPDwWQyMXPmTKnW/2Iymfjtt9+QkZGBdevWKc0P5++Q/2uM9vjxY1y6dAnz589XtEoygxACY2NjnD59GjY2NqiqqsLXX39Nuc2aEwONjY1hZGSEqqqqNsfhcDiQSCQwNDSk3vP29sayZctanJeUlIQjR45Qr+3s7NDU1IS6urp3jqulpQVra+uOftWPktzcXHC5XKUqcslgMDBz5kwQQhAaGoqRI0dKdY9ZIpHg5s2bGDduHLWiVgasrKzQvXt3JCQkfDyG5sGDB2hsbFTo/sxfIYSAwWCgV69e2LBhA+bNm4ezZ89Kdf9ELBajpqYG3333ncJzd/4JsVgMLy8v1NfXIyoqCi4uLkqR2CorGAwGNDU1oa6uDnNzc2zYsAEBAQHYuHEjfvrpJxgYGMDW1hZ9+/bFkydPIBQKoa6uTn2ey+Vi2bJl6Nq1K44ePfpBsj08PLB9+3akpKS0ejKWSCRISkqCoaEhnJ2dpfJdPzbu378PCwuLd7oW5UlVVRVevHiBwYMHg8lkwtvbG3v37kVqaip0dXWlEiDAYDBQU1ODN2/eICAgQKlyqFRUVDBhwgTExcVh/vz5Ctlb/mBDc//+fXh4eEBHR0cW+nwQmZmZiI+Px8qVK6GmpgYNDQ1oampi8eLFMDY2ltoNVF9fj927dytFcbp/Q0dHB0FBQZg6dSqio6MRGxvb5nkMBgNnzpxp0W6awWCgpKQEIpFInipLDUdHR6xfvx5Lly7FsWPHEBoaCnV1dXzxxRcICwtDfHx8i3IczX19du3a9cFPn46OjvD19UVUVBT69u0LNzc3AG8ffH755Rf89NNPWLJkiVJMtPKGz+cjISEBX3zxhVJMuOfPn8fr168xZMgQAEBOTg7s7Ozwww8/SLVnVGNjI7788kukpKRg0qRJUhtXGgwbNgzXr19HTU2NQu7JDzI0HA4HycnJiIiIkJU+H0RiYiJKSkqo+ke3bt1C//79MX36dKkuWwkhSE5Oxv379+Hq6iq1cWWBWCyGu7s7Vq9ejS1btsDT0xOjRo1q93gSiQRv3rxBTU0NNDU1lb7NbEBAABISEhAbG4tRo0Zh8ODBmDp1Ku7du4fVq1fj4cOHMDExQXl5OU6fPo2AgABMnTr1g+Voa2vjm2++wfz58zFv3jzMmDEDJiYmKCgowLlz5zBkyBAEBQUpjftEnpSWlqKhoUEpvB48Hg9Xr17FvHnzKHf6H3/8AScnJ6k3JtTS0sLQoUPx4MEDpTM0NjY22Lt3r8IqJHzQjPH8+XPo6OgohTuAy+UiISEBy5cvB4PBgFgsxt27d+Hj4yO1H7dYLIaKigoVuXHs2DEsXbr0o1jZzJ8/H/Hx8YiJiYG5uXmra0IIwaxZs1rlAiUlJeH69evU6zNnzuDixYvQ1tYGm82Gv78/Vq1a1cIFpQi8vLzQvXv3VpOFtrY2NmzYgEOHDqGgoADOzs7Q0dFBTEwMLly4gHPnzoHH40FLSwtz5sxBcHAwdHV1qc9++eWXbW4Sm5ubY/HixS1ckYMHD8bly5dx5swZxMfHo6mpCVpaWti2bRsmTZrUYt+nM3H37l1oa2srRVO+vLw8MBgMqgRLcxNGaW3UV1dX4/nz55Rbrrm+WHl5uVKtZhkMhmILjH5IdueuXbtaZFwrktTUVDJp0iRSVlZGCCGExWKRUaNGkaKiIqmMX15eTnbt2kXq6uoIIYQ8f/6cTJw4kbx8+VIq40sbHo9H3NzcyKJFi6j37t27R8zMzIiPjw8xNDQkS5YsIYS8Xwb84cOHSWVlJZk8eTK5efMmaWxsJHfu3CFubm4kNTVVbt+rI7R1n/L5fMLj8Qifz5eqnMbGRqmP+zEiFovJypUrW5TqUSR/n7MuX75Mxo4dS/2uO8rjx4+Jv78/KS8vJ4S8rTjh6+tLHj16JJXxpUF+fj5ZsWIFOXHiBGlqamp1LCQkhOTn5xNCCElKSiLBwcHU679y69YtEh4e3q5qLO/96F9fX49Hjx5h8uTJStHR8erVq7CysqKeGh4/fgwbGxupVSlVUVHBn3/+idTUVACgZD19+lQq48sDFxcXzJkzB3fu3EFVVdUHr/QIIVi0aBHc3NygqakJFxcX9OvXr82waGWkrftUQ0MDWlpaUt0QbQ5KkPa4HyNFRUVIS0vD8OHDFa1KqzmLEIKbN29i9OjR72zC+KE4OjrCwMCAyl0zMTGBq6srEhMTpTK+NCgpKcHRo0cRHh6OBw8etDjGZrNx8uRJsNlsAG8bKv7www8oKSlpNQ6LxcLp06fblfrw3jPP8+fPweFwlKIXTH19PVgsFuUHFQqFuHLlCry9vaW2f2BgYABvb2/qBlJRUYGfnx+uXbsm1zIWHYHJZGLlypXt+tETQmBkZITx48dTIaBJSUngcDjo27evtFWl+UR49OgRbG1tYW9vr2hVWs1Zzc0Whw0bJjUZGhoaGDBgAG7fvk295+LigkePHqGxsVFqcjoKk8lEWVkZvv32W7mW7KLkv++JcXFxVOtVRZObm4vKykrKl15UVISGhgapl8J2dXXF7du3qVwJJycnFBcXo7a2VqpypAGTycTAgQNb/cBNTU0REREBLy8vqr2thoYGXF1d26xuoKurCw8Pj1Zl8pOSkrB7924qoo+G5u8QQnDt2jUMHDiQWtk1Nja2KokkL/4+ZzXvHUl7j3nMmDHIzMxEcXExgLf1xRoaGpSqKgSDwcCQIUNw//59/Pzzz3KX/16P/wKBABkZGZg2bRr1Xk5ODgwNDRWSV5KYmAhXV1fKTZaQkIDu3btLvdSFi4sLtLS0kJaWBm9vb5iamqKmpgbp6enw8fGRqqyOoqGhgZiYmDbdY6NGjYKHhwe12jM2NsapU6faXP31798ff/zxB7WKaWpqwtmzZ3Ht2jWsXr260xXupHl/Xrx4gZKSEoSGhlLvnTp1Cl26dMHs2bPl6nJva8568OABhg4dCi0tLanK+uyzz6Cvr4+srCxYWlpCV1cXVlZWyMnJwdChQ6Uqq71IJBJMmTIFGRkZiImJgYuLyzt1I4SgvLwcxcXFVHUMVVVVqrJIe3ivFU1mZiZKSkpahPbeunUL69ev75Dw9tDY2IhHjx7BxcUFwFu3WWpqKiZMmCD1mH1dXV0YGRnh/v37AN4WqPP09GxVS0xZaKsNNvB2taOlpUUda95TaMvQNJ+rqqoKQghlZNauXQs3NzfweDy5FTCl+bjgcDjgcrkt8rBGjBiBCxcuyL1yckZGBsrKyii3cWlpKe7fvy+TByVtbW0MHToUv//+OwghUFVVhaenJ65cuQKhUCh1ee2BEILu3bsjLCwMIpEIUVFR4PP5bRp/oVCINWvWwM/Pr0W9v++//77dDwvvZWhMTEygq6uL69evU8l9c+bMgYGBgdzL9Kenp6O+vp5KkHvx4gUKCgowePBgmcjz8/NDXl4eVVDR2dkZSUlJaGhokIk8ZeLly5c4deoUeDwe9u7di8WLF+Orr75CQUGBolWjUUIGDRqEOXPmYOPGjdQ90q9fP6pMvzwLtT569AjOzs6Um5fFYsHIyAi9e/eWibyRI0eipKQE5eXlAN4a2IaGBhQVFclEXnuQSCTo378/wsPDce3aNRw7dqzN89TU1LB69WocOXIEhw8fxuHDh3HkyBEEBga2+2HhvQyNlZUVtm7dil9//RU///wzCCEKK9P/8OHDFgUjk5KS4OTkJLNS5EOHDsWzZ8+Qn58P4O0+jaqqKuWP/ZQxMzPD8ePHERMTgw0bNmDTpk2IiIiAjY2NolXrFIjFYiQmJiI3Nxd1dXVKv5JkMpmYN28e/Pz8EB4ejsLCQgBvfzMhISE4ceIEsrKyZK4Hj8dDXFwcRowYIfMkzWbs7e0hEomQmZkJoGV9MWVj1qxZ8PX1xf79+5GVldXK3c5kMuHs7AxPT0/4+PjAx8cHnp6eHQrweO9ggOYGQufPn6c2k+Rdpp/L5SI+Ph4+Pj4tkjSHDRsmswxsKysrDBo0CCkpKQDeZtiam5sjLi5OJvKUCU1NTVhbW+Ozzz6j/nr27PlRJKx+CqioqCA9PR1+fn7w8/PDunXrcO7cOaSnp4PH4yll9KOKigoWLlwIV1dXhIaGUoE07u7uCAwMxPr162VeBftdSZpjx46VmcyuXbti+PDhePToEYC312HcuHFKufrX1dXFpk2b0NTUhNOnT0MsFst8/+yDZmcnJyesWrUKhw8fproSmpubY/v27YiPj8ePP/4oEyWbyc/Ph5qaGlWzKDc3FyUlJTLdoGYymRgyZAgSExMhEonAYDDg7++PJ0+etGqGRUMjbaZNmwZdXV08fPgQu3fvxqxZszBmzBhMnDgRQUFB+PXXX5GdnY03b94oWlUKJpOJBQsWwNjYGFFRUeDxeGAwGJg1axYmTJiADRs2yLTzaGJiIszNzakcu9TUVIhEIpmHXP89StXR0RFZWVlK6f0YMGAAZs6ciYcPH8qlT80HLwO8vb0RFBSEjRs3UstgOzs7hIeH45dffkFSUpLUlWxG1kma78LX1xf19fWU+2zQoEF49uyZUt5ANJ8W1tbWmDNnDvXEKRaLUVFRgRs3buDIkSOYPXs2vL29MXnyZKxduxYnTpxAfn6+wl1tenp62Lp1KzgcDrZt2wYejwfgrdumb9++2LBhg0z2duWRpPku/hqlCrSMRlMkzQE+fw2WYjKZWLp0KTw9PaGurk55hFRUVKClpdWmh0hVVRWamprtWv2obNq0adOHfIDBYMDR0RFisRgHDx6Ek5MTjI2NYWZmBmNjY+zevRtWVlZS78NRX1+PY8eOITAwELa2thAKhYiKioK/vz8GDhwoVVl/R0NDA3FxcTAyMkLfvn3RtWtX3Lt3D9ra2p90GX5ZQQhBY2MjhEIh1TaZ/mv7TywWw8TEBNeuXWszwlMsFoPH46GoqAj37t3DlStX8Ntvv+HSpUvIy8tDTU0NBAIBdHR0oKKiItcin126dMHw4cPxxx9/gMViwcPDA+rq6nB1dUVqaiquXLkCNzc3qYYb5+bm4vfff8fixYuho6MDDoeD2NhYzJw5Ez169JCanLbQ1NTEkydPUFpaCi8vL6irq+PVq1dISUnB+PHj5V5RhcvlUr2WfH194erq2sLY6ujowN3dHRMnTkT//v2hqakJMzMzjBkzBv369WvlIjc3N4evry/s7Ow+ODG+XWn0TCYTs2fPBp/Px7fffosDBw7AxMQE/v7+IIRgy5YtiIqKkmpiVHZ2NioqKlokaTY2Nko9SbMt1NXV4evri7i4OHz++efQ0NDAwIEDce3aNUydOlUpSvJ8THA4HGzduhVVVVX0tXsPJBLJe5f9ae6kWFxcjIcPH0JdXR1WVlbw8vKCl5cXxowZI9fcNwMDA4SHh2PVqlU4e/YsAgMD0aVLF4SGhmLBggU4efIkgoODpdaA7Pr163B2dqaSNG/fvi2TJM13MX78eOzcuRPV1dUwMDCAj48PUlJSUFtbCz09PbnoAADFxcWIiorClClT4O3tDQ8PjzbP69WrF5XIDbw1Jn9P1n6fY/9Gh+q1fPnll6isrERYWBi2b98OU1NT+Pv7g81mY9u2bdi5c6fUOrpdvXoVI0aMoNxkV65cgbGxsdwioFxcXHDu3DmUlZXB0tISo0ePxs2bN1FeXg5TU1O56PCpoKuri6+//lphGeMfEwwGA9XV1Xj8+DHKysre63wtLS04ODjA3t4ew4YNw4gRI2BiYgJ9fX2ZRV39EzY2Nvjuu+8QGRkJHo+HhQsXQkdHB/v27cPGjRsRHR2N1atXS6VOnJeXF1WNG3hraIYMGSL1JM130VyeKTs7G56enujVqxcaGhrw8OFDjB49Wi46FBQUIDIyEiNHjlSKmnMAPqx6c1vw+XyydetWMnfuXKqSslgsJkeOHCHTpk0jbDa7oyIIIYRkZWVRlZP5fD6ZO3cuOX/+vFTGfh+amprIwoULybVr1wghhNTV1ZGxY8eSy5cvy9zFZ3AAAA9RSURBVE0Hms7JiRMniLq6OgHQ5l/37t2Jo6MjmTp1KomNjSWJiYmkvLy8VaVeRVNQUEAmTZpEfv75Z+q90tJSMm3aNJn8ll+/fk1GjRpFMjIypD72PxETE0OioqKo11u3biXffvutXGTn5+eTKVOmkCNHjhCxWCwXme9Dhw0NIW8n/pCQEBISEkKVSW9qaiKRkZFk7dq1pKGhQRpiKDIzM4mHhwd58eKFVMf9N06ePEm2bt1Kvd6zZw8JCQlRirYJNJ8mFRUVxN3dnTIqKioqREdHh9jb25P58+eTXbt2keTkZFJZWflRtChISkoiY8eOJUlJSdR79+7dI+PHjydxcXFSkSGRSIhAICAXLlwg06ZNI/X19VIZ932pqqpq0a4kMTGRuLm5kefPnxOhUCgzuQUFBWTq1KnkyJEjSveQIZVSxxoaGli7di2++eYbREdHY82aNdDQ0MCqVasQGRmJbdu2ISIiosPd3ZqamiAUChEXF4eBAwdKvbbZvzFt2rQWFQGGDh2KK1eugMPhwMDAQK660HQOLl++jMzMTDg7O1OuMHd3d5ibm8PMzEwpWiV/CJ6enmhsbERUVBQYDAY8PDwwfPhwrFu3DlFRUVBRUfngjrCEEAgEApSWloLFYiEvLw937twBh8OBnp4eXrx40WYzO1lhYGBAzQd8Ph+5ubngcrn4r//6L/To0QPu7u6ws7ND//790b17d6m4DOvq6hAaGooRI0Zg4cKFStfZlUGI9LK+ysrKEBYWBjs7O8rYcDgchIeHY8CAAQgKCvqg8fh8PsrKylBSUoLbt2/jyZMnIISAzWZDT08P69evl2rJ7w+htrYWx48fx+PHj3Hw4EG5bvTRdA4IIbh16xbEYjH69+8PAwODj86wvItr167h+++/x+bNm6mWz0lJSSgvL8f06dP/9fMcDgdsNhssFgs3btxAbW0thEIhCCHw8PBA79694eDggIsXLyIuLg5ff/01xo0bJ9frV1JSgn379uHZs2cICwuDUChESUkJWCwW7t+/j65du4LBYMDc3Bx+fn6ws7ODsbExVfXkfeHxeNi2bRs4HA527NihlHORVA0N8NbYhISEwM/Pj2qXWllZiaqqKvTp0+edn5NIJGhsbER1dTWePHmC9PR0vHz5EgUFBdDT00Pfvn1hZ2cHNzc3mJqa4sqVKzhz5gwmT56MuXPnyq0XNiEEeXl52LVrF1RVVbFu3TrY2trKRTYNzafEjz/+iISEBMTExMDU1BSEEEgkklbGQCwWo6GhAWw2G7dv30ZhYSGys7NRW1sLJycn2NjYwMXFBQ4ODujevXuLXA+JRILExETs2bMHLi4uWLFihcy9D4QQZGVlYevWrXBwcMBXX33VItKvrbnu+fPnKCgogLGxMfr06QNTU1P0798fTk5O0NHReeeqp6GhAdu3b6ciOZXVsyJ1QwMAaWlp2LBhA4KDg+Hv79/mORKJBLW1tWCxWCgsLMSrV6/w4MGDFlbe398f9vb20NfXb9PK5+TkICoqCqqqqli5cqXMm7JJJBL88ssvOHz4MCZOnIjly5crtg83Dc1HjEAgQHR0NAoLC7Fjxw4qerN5bsjOzkZRURFSU1ORnp6Obt26QVtbGwMGDICHhwd69OgBMzOz98rpKCgowObNm8FkMhEaGiqz5n0CgQAXL17E8ePHMWPGDMydO/e9VlF8Ph8VFRWorKxEamoqHjx4gNraWrx58wZGRkZwd3eHjY0NnJycYGlpCTU1tRYrGWU2MoCMDA3wNqxw586d+Oqrr+Dv74+mpiaUlpbi9evXuHPnDlgsFrhcLt68eQM7OzsMGzYMNjY2H+y35HA4OHDgAG7duiXT5TGXy8WhQ4dw7949rFq1Cl5eXkrnB6Wh+dj4q7GZN28ecnJycP/+fTQ0NKCmpoZqzdGrVy/069cPRkZG7f59NzQ04IcffsD169cxa9YsTJ06Ferq6lL7LlVVVdi3bx9SUlKwfv16eHp6tjtPjBACHo+HnJwc5OXlgc1m4+7duwCAbt26wcTEBEKhEBKJBFu2bPlgd5u8kZmhAYDk5GR899136NmzJ8RiMZ4+fQozMzPY29vDxMQEw4YNg62tLbS1tTuUsNW8PN63bx+cnZ1bLVU7ysuXL7FlyxYAwMaNG+UehEBD8ykjEAiwe/duKsjHwcEBPj4+sLCwgKamplSNASEEaWlp2Lx5M/r164fVq1dLZZJurkVnaGiIsLCwNrvXdgRCCPh8PjgcDtLS0vDo0SP89ttvOHXqFLXHpczI1NAAb1c28fHx1FK3R48eMksaa958KywsRHBwMDw9PTu06hCLxfj1119x6tQpeHt7Y+nSpTKvl0RD0xnh8/moq6uDkZGRXKpFlJaWIjo6Gmw2G+vWrWv3ZC0WixEfH4+9e/fC398fy5Ytk0t1c4lEgq+//hqOjo5YvHixzOV1GHnGUsuDxsZGcvz4ceLh4UFiY2PbncNTVVVFQkJCyMSJE8mtW7foXJlOxNmzZ8nNmzcVrQaNjBEKheT48eNk1KhR5OrVq4SQtzk4ZWVlpLi4mIhEohbni0QiUlxcTKqrqwkhb3MFjxw5QkaPHk3i4+Plrv/p06fJ9OnTZZqbIy0+uU0GTU1NzJs3DwcPHkRiYiIOHz4MQgjEYjEuXbqE//7v/0ZtbW2LzzQ1NeHixYtU5elmv3FDQwP27t0LLy8vuiZXJyIpKUnhFXdpZI+amhrmz5+PDRs2oKKiAhKJBAKBAMHBwRg1ahS1J9JMeXk5AgICEB0dDQBUYdh9+/bBz89P7vr/vaq8MiOVhE1lg8FgoF+/foiNjaVaqwqFQuzduxfJycngcrlYsWIFdb5IJEJMTAz69u0LLy8vqKioYPbs2bCysqJdZZ2IZgOTnZ0NDocDVVVVeHh4yDXZj0b+eHh4UEUnCSGoqKhAbm4uvvvuOzg5OVHRXGKxGGw2m6qira2t3WIekTeGhobQ1dVFTk6O0leR/+RWNH9FX18fffr0abEaIYRg7969SE1NfefnVFVV4ejoSBuZTwCRSITo6GicOXOm1TEOh4OwsDCqYywNTTOqqqpITEzE8ePHFa3KO1FXV4ePjw+uXbum/G2+Fa2APCGEwMDAADU1NdizZw8aGxsVrRKNjGlqasKlS5fabMhXX1+PU6dOUce8vLywYsUKODo6wsPDA0FBQfRqphMiFovh6OgIb29vxMbG4smTJ4pW6Z24urqCzWZTnhtlpVMZGolEAgcHBwQFBeHPP//EuXPnFK0SjRLi5eUl8+RfGuWFEAIdHR1s3LgRhBBs2rSJaketbPTu3RvdunXDjRs3FK3KP9KpDA0hBEwmE0FBQRgyZAi2b9+OvLw8OvGSpgWBgYHw9vZWtBo0CkQikWDgwIFYtWoV7ty5g4SEBEWr1CZqamrw9fUFi8VStCr/SKebYZvdZxs3bgSPx8P27dvfu3shzccLl8tFUVERXr16hVevXuH169coLi6mm6/RvBMGg4EFCxbAy8sLGzduRGFhoVI+lA4aNAg5OTmorq5WtCrv5JOMOvs3JBIJ3N3dsXTpUuzcuRPu7u5KeQPRSAcVFRVcvnwZ6enpLd4XiUSoqKig/+9p2oQQAm1tbaxbtw4BAQGIjY1VygcTW1tbqvLKu1o2K5pOaWiaCQoKwt27d3Ho0CE0Njb+Y3Vpmo8XiUQCT09PrF27FuT/CmEwGAyUlZVh+fLlkEgkCtaQRpkZOnQovvzyS+zbtw9CoVDp9mr09fXh4uKCy5cvK62h6dSPcgYGBli2bBlevXqFvLy8T6bXB01LCCGwsLCAt7c3fHx84OPjA29vb4wYMUIu5UJoPm6YTCYWL16M3r17gxCidIYGeBvAUlFRAT6fr2hV2qRTGxoA8Pf3x4wZMxStBg0NjRLAZDLh7OwMZ2fnFi5VW1tbbN++HV5eXujVq5cCNWwbV1dXbNq0SaoFSKVJp3GdqampYc2aNdS/m1FXV0dERAQGDBggsx4VNDQ0HwcaGhrYu3cvALTycIwZMwajR49Wyj09dXV1WFtbK1qNd9JpDI2qqiomTpwIoPUNZGFhgYULFyrlkpim42hoaLTZhoLBYEBTU7NDLSpoPi2amppw+fJlAMCECRNaNFXj8Xi4ePEirK2t4enpqSgVW5GcnIysrKwWe42EEBgbG8PHxwfGxsYKn9tk3iZAWRAIBNSKJjo6ukVjNYFAgJCQENjY2FDn0HwaSCQSZGRkoGvXrrC3t29xTCAQIC0tDQYGBq2O0XROGhsbqQKZCQkJ0NLSoo4VFRVh+PDhmDhxImJjYxWlYiuCgoJw9OhRDB48mJrXJBIJnj17BgsLC+zfvx8jRoxQqI6dZkUjkUio8Na/RxlJJBI8efIEQqFQEarRyJBmn3tbaGhoYPjw4XLWiIZGujSvXk6fPg1ra2tIJBIQQnDnzh0sXboUR48exfDhwxW6quk0hoaGhobmU6XZDfxXT42fnx+8vLxQUFAAPp/fYnUmb2hDQ0NDQ/M3JBIJGhsbwWAwqNJVfD4fH9NOw/Pnz3H//n306dNH4fuQncrQMBgMvHnzBklJSa32aN68eaPwDTMaGhrFo6KigidPnmDSpEktIswEAgEqKiqUbp5gMBiorq5GaGgo1dpERUUFGRkZ4HK5WLRoUYugBkXQqQyNiooKCgoKsHLlylY9al68eKFUkSQ0NDSKgRACIyMj/Oc//6FWAgwGAxwOBzk5OQrW7p9hMBh49uwZkpKSMGrUKJw/fx4uLi6KVqtzGRqxWIz+/fvjp59+apERzufzMWvWLKVvHkRDQyN7JBIJLCwsEBQU1Crq7MiRI0rnPmsuFBwVFQUrKytwOBysWbMGDx48gEgkUoqKJ8qXeSRDCCHQ0NCAlZUVrK2tqT8rKyu6FAkNDc0ngb6+PlUlIDQ0FKWlpYpWqXMZGhoaGprOgJWVFcLCwpCfn48ff/xR4asw2tDQ0NDQfIIEBAQgMDAQe/fuRXJyskJ16TR7NAwGAyYmJtS/2zqmr6+vCNVoaGiUBDU1NYSEhFD//iv6+vrYsWOH0tUUCwwMxIgRI1rNX2pqali3bh0GDBig8GKbnaYEDSEEFRUVANCq9k/zMTU1NdrY0NDQ0EiZTmNoaGhoaGgUA71HQ0NDQ0MjU2hDQ0NDQ0MjU2hDQ0NDQ0MjU2hDQ0NDQ0MjU2hDQ0NDQ0MjU2hDQ0NDQ0MjU2hDQ0NDQ0MjU2hDQ0NDQ0MjU/4fixPOtrUHhAYAAAAASUVORK5CYII=)
ThePictet–Spenglerreactionisachemicalreactioninwhichaβ-arylethylamineundergoescondensationwithanaldehydeorketonefollowedbyringclosure.Thereactionwasfirstdiscoveredin1911byAméPictetandTheodorSpengler(February22,1886-August18,1965).Traditionallyanacidiccatalystinproticsolventwasemployedwithheating,howeverthereactionhasbeenshowntoworkinaproticmediainsuperioryieldsandsometimeswithout...[
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)
TheBischler–Napieralskireactionisanintramolecularelectrophilicaromaticsubstitutionreactionthatallowsforthecyclizationofβ-arylethylamidesorβ-arylethylcarbamates.Itwasfirstdiscoveredin1893byAugustBischlerandBernardNapieralski,inaffiliationwithBasleChemicalWorksandtheUniversityofZurich.Thereactionismostnotablyusedinthesynthesisofdihydroisoquinolines,whichcanbesubsequentlyoxidizedtoiso...[
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)
TheDuffreactionorhexaminearomaticformylationisaformylationreactionusedinorganicchemistryforthesynthesisofbenzaldehydeswithhexamineastheformylcarbonsource.ItisnamedafterJamesCooperDuff,whowasachemistattheCollegeofTechnology,Birmingham,around1920–1950.TheelectrophilicspeciesinthiselectrophilicaromaticsubstitutionreactionistheiminiumionCH2+NR2.Theinitialreactionproductisaniminiumwhichishydrolyz...[
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)
Silicon-basedprotectinggroupsarecommonplaceinsyntheticroutestocomplexorganicmolecules.Theirabilitytobeintroducedundermildconditions,aswellastheirstabilitytowardharshreactionconditions,hasmadethemawidespreadtoolinorganicsynthesis.Smallsilylprotectinggroups,suchasthetrimethylsilylgroup,canberemovedunderbasicoracidicconditions,butlargersilylprotectinggroupsaregenerallyremovedunderfluoride-mediatedcon...[
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