![4-[2-(Diethylamino)ethoxy]benzophenone hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAxPAAAMTwGtMG7HAAACm3pUWHRtb2xTb3VyY2UAAHichZbbbqMwEIZfZeTrjfGBY5SkqlqttFK7K2270t6tXOK2SAEqoDm8/Y5xScClEEjGh/8bbDxjZ3V1zHew11WdlcWacMoI6CItt1nxsiZ/Hr8vYnK1WaUoQmFRr8lr07wtPe9wOND0VefqWBY0LXNi+5fHOhtoDpKW1YsnGOPe3/u7h5ZZZEXdqCLVSNXZsm4b78pUNe0ovniEl6tqnxWelXt5tbfe/glmbkaP9ZZc5nKDfdeIwnO20/BcVrlqYC8YxZt9gxdd6Eo1egtPJ2yW1Me5b1b3t2X6nuuiwaLxkKVq99BU7yk25OVOp+/oDAs/btck5wiopsyvq0qdwJRMs+KgBCgJygcVgApBRaBiUAkozvCL/RwFHBUcJRw1HEUcVRxlHHUCdcL4QZ2QuCY7bQb1eHrTOLMd3OD1s/01169zaaSO71isCc4ZP+BT35iAJmghpBG/1D76YioCNAlluGjAGQ1CYzmV0lhB48hYSUO/X+/6O73bH1AeW5sY9zyifmIsPi7s120/gdNl0AFlEl/Qh0HHSZSAoDL0RWdGGzGaJQs7s2BUogNYcBrKML7Yrl3QJGIBLHys+726q3d11mIoeOdY2KyeymLbK0K2XZMnTtog+a2fa5xdGyQEymqrK0w948BI+4AYAiakpgE5BEwATgP+EDDhOg0En54QTQPhEDCpMA1EQ8AkzjQQD4E2zaaJZEjYrDwj12OIcTlg2iyeYZwFt1k/wzhrbneJGcZZdrurzDD+yDuYY4KRsc3EC3fW3+50Z0aMMtEIMxM13IkCu5POzMeNg3bnnWaEEwd2p55h3MRvd/YZxomD7iSYZNw4iL9ivN7+5HXnGhY/nXle70D08G/A5j/ahFLOlDxQtQAAJkZJREFUeF7t3QnYneOdP3DUEhSlCKXEUqYhKGMaVGudKaULkox2Rmkt02I6OmpG1TBtGW1nOnZiX8oQS2zRCm2sraU0BEXVEiMUQWwNEfc/v8c/meR2zrvcOee85xyfz3WdK9f7/M57zpPkup7vOc99/+57gQQABRbIDwBAXwgQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCJABtMACtf/56x2fbdy4cWnDDTdMgwYNSuuvv366+OKL86cANF3PVyqaql5Q1DseJk6cmFZcccU0duzYNG3atDRp0qQ0cuTI/GkATVf/SkXT1QuKesfDiBEj0imnnJIfBmi5+lcqmq5eUNQ7HoYMGZKeeuqp/PAc8a3k8ccfb+rj2Wefzd8WeB+qf6Wi6SIo6j3qWWyxxdL06dPzw3Oss84673mtRj8WXHDB9Mgjj+RvDbzP1L9S0XRxMa6l3vHQ2zeQqVOnvucbQyMfjz32WNp0003TzjvvnL818D5T/0pF09ULitnHZ3/iX2211dIll1xSHYsxkNGjR8/99Ja7884700ILLZSuu+66vAS8j9S+gtESvQVIeOedd9KECRPS8ssvX/0cs7AGDx6crrjiivTKK69Us7BGjRo15/mtsueee6ahQ4emGTNm5CXgfaL2FYyW6EuAhFtuuaW6WM92zTXXzOkDGTZsWBozZsxcz26NKVOmpKWWWiodd9xxeQl4n6h9BaNtRJjEwPlAhERvjjnmmLTsssumF154IS8B7wMCpM3NnDkzjR8/vrpQt5uYDbbWWmulb37zm3kJeB8QIG1s9pTZlVZaqfq0346iI37hhRdO9913X14CupwAYb5tu+22aZtttskPA11OgDDfYiZYfAu5/PLL8xLQxQQIDbH//vunNddcM02f/mZeArqUAKEhXnhhalpnnc+n0067MS8BXUqA0DAXXTQpbbnlWen551/PS0AXEiA0zNtvz0wjRoxJRxwxIS8BXUiA0FC33/5U2nTT09L99/8pLwFdRoDQcAcd9Iu0115XpHfeyStANxEgNNzkydPS8OGnp2uv/UNeArqIAKEpjjvu9rTDDj9Lb7xhtV7oVgKEpnj99bfS9tufl04++a68BHQJAULTXHnlQ2nzzc9MTz/9Sl4CuoAAoWlmznwnffWrY9MFF1hoEbqRAKGpojcE6E4CBIAiAoSm22ST0dWtrFwcBzqXAKHpIigOOGBcuu66R99zHOhcAoSmi6B49NGp6Utfuii99db/jYkIEOhsAoSmmx0UP/zhTfPMyJo7QG67bXK6+uqH+/W46qoHZr3e2HTOOef06fHtb387vfzyy3PeE5g/AoSmmx0UU6e+kXba6YL0yivvbjo1d4DE+lk773xhvx477nhmWm+9bdOQIUP69IhdEw888MA57wnMHwFC080dFGeeeU869tjfvOd4K5x11llp0KBB6bHHHstLQAEBQtPNHRTTp8+oxkKmTHm15QHyzjvvpL/8y79Mu+66a14CCggQmi4PinHjHkmHHfbL9xxvhdtuuy0tuOCCacKECXkJ6CcBQtPlQRH7hOyxx9j3HG+VL3/5y2nDDTdMb7/9dl4C+kGA8L7z1FNPpSWXXDKdeuqpeQnoBwFCU11++e/TnXc+nR8ecP/+7/+eVlhhhfTSSy/lJaCPBAhN89hjL6VPfvL0NGHC43lpwL3xxhtp9dVXT//0T/+Ul4A+EiA0TSxfss8+V+WH28bFF1+cFllkkfT73/8+LwF9IEBoiptvfjJtuulp6eGHX8hLbeXTn/50+uxnP5sfBvpAgNBwsd5V9HocddTNeant3HPPPWmhhRZK11xzTV4CeiFAaLjzz783feYzZ6cXX/xzXmpLe++9d1p33XVnBd9beQnogQChoWK9qwiPn/3s3rzUtv70pz+lZZZZJv3Xf/1XXgJ6IEBoqB/84Ka0yy4XpxkzOmsr2//8z/+sQuS5557LS0AdAoSGeeih56uB81tvfTIvtb0333wzrbPOOmmfffbJS0AdAoSG2XvvK9OBB16bH+4YV199dTWg/rvf/S4vATUIEBoitquNpsHHH+/szu6/+Zu/qab2Ar0TIMy36OreaKMvpaOOGpuXOs6DDz5YNReOGTMmLwEZAcJ8+791pbpju9hvfetb1Q6GEYxAfQKE+TJ58uSuW9n2xRdfTMsvv3z6/ve/n5eAuQgQ5svuu+/elXtrnHzyyVUwxtLvQG0ChGK33npr1+7uF4G4wQYbpK985St5Cfj/BMgAWmCB2v/89Y7PNm7cuOpT/6BBg9L6669frSrbajNnzuz6/cV/9atfVQH561//Oi+1RqzPtd56KS266Lt/Wq+LNtPzlYqmqhcU9Y6HiRMnphVXXDGNHTs2TZs2LU2aNCmNHDkyf1rTnXXWWVWAPf7443mpq+yyyy5p0003Te/EPrytNOv/Oa2wQkpXXZVm/UdHk8q7P9/bOUvE0P3qX6lounpBUe94GDFiRDrllFPywy31yiuvpJVWWikddthheanrPPbYY1VQnn322XmpueJDwUknzXvsxBNTGjVq3mMwgOpfqWi6ekFR73iI6aUDPbB7yCGHpFVWWSW99tpreakrHXrooWnllVeugrNlZv0/p8mT5z0WP6+xxrzHYADVv1LRdBEU9R71LLbYYmn69On54Tn23XfftNVWWzXtsfnmm1fLfZx77rn5W3etV199NS277LKzrt1rvOffo6fHF2c97p/1SH19zAqqOWb9P6f8/zl+nvVtCNpF/SsVTVcvKOodD719A4mxiSOPPLJpj+9+97vVmEvLxwQG2Omnn5722muv9/x79PT48azH5FmP1NfH3N3vvoHQAepfqWi6ekEx+/jsbyOrrbZauuSSS6pjMQYyevTouZ9ON5r1/1xzDGQAJkxAPbWvYLREbwES4pN+9FlEZ3SIWViDBw9OV1xxRXVPPmZhjTKw2n3uuefdWVcx+ypmYcUU3vjZSsG0kdpXMFqiLwESbrnlljR06NA5P8f+3bP7QIYNG2bhv2515ZUpxf/7Iou8+2dM6YU2UvsKRtuIMImBcyEBtBsB0uai43v8+PHVLCCAdiJA2lh8+4ilNKJp75hjjsnLvF/df39Kt9+eH4WWEyDQaeLDxKwPFamVjY1QgwCBThMrAKyySiwJkFegpQQIdKLzznu3W/3RR/MKtIwAgU4UKwEMH57SF76QV6BlBAh0qjvuSGmhhVK6/vq8Ai0hQKCT7bFHSuuvn9KMGXkFmk6AQCd7+umUPvjBlE44Ia9A0wkQ6HRHH53ScsulNHVqXoGmEiDQ6WKfkFjm/YAD8go0lQCBbnDZZSktvPC7XerQIgIEusTbW2+drt1uu/wwNI0AgS7x5L33pg984APVXjHQCgIEusg3vvGNtNZaa6U333wzL0HDCRDoIs8//3y19P+PfvSjvAQNJ0Cgyxx77LFpqaWWSs8880xegoYSINBlZsyYkT7+8Y+nvfbaKy9BQwkQ6EK/+MUv0kILLZTuuuuuvAQNI0CgS+20005piy22SO/Eyr3QBAIEutTDDz+cFl100XTyySenxx9/fEAewqu7CRDoYhtuuGFaYIEFBuwxZMiQ/JToIgIEulTMworZWPvtt1+aMGFCyx9nnnlmWnjhhdPYsWPzU6NLCBDoUjELK2ZjvfXWW3mpZb75zW+mNddcM02PBR/pOgIEulDMvopZWDEbayC98MILabnllkv/8R//kZfoAgIEukwMXMfsq8997nN5aUAcf/zx1a20KVOm5CU6nACBLnPhhRdWs69iFtb8ePLJJ6uZVPHn/IjGxqFDh6Y999wzL9HhBAh0kddffz199KMfTf/8z/+cl3o0ceLE6jbTDjvsUP1+PpsqHnE86vG8eH5/XHfdddUttTvvvDMv0cEECHSRf/u3f0srrrhievnll/PSe/z5z3+ubi8NGzasCoi11167Ws33pJNOSjfccEM1jhLfQOLP+DmORz2eF8+P34vfj9fpi5133jltttlmekO6iACBLhG3mhZffPF0+umn56V5xAU8nvORj3ykWrk3vq08+OCD+dN6FM+P34vfj9eJ1+stGB555JHq1trPfvazvESHEiDQJUaNGpU+8YlPpJkzZ+alOZ544om01VZbpUGDBqXvfe976aWXXsqf0i/x+/E68XrxuvH6PfnOd76TVl111fTaa6/lJTqQAIEucPPNN6cFF1yw+rOeX/7yl2n55ZdPw4cPTw899FBeni/xevG68frxPvVMmzYtDR48OB1++OF5iQ4kQKDDxTeO+OYxcuTIvDTHZZddlhZZZJGqK71ZjYXxuvH68T7xfvWcccYZ1a223r6t0P4ECHS4GH/o6YIce6THkiJHHHFEXmqKeJ94v3p7s0fgbbzxxmnEiBF5iQ4jQKCDxS2hmHUVs69qufvuu9OSSy6ZDj300LzUVPF+8b7x/rXccsst1S23m266KS/RQQQIdLCDDz64GpSO/o/cK6+8Uq1Dtdtuu/U6Q6rR4v3ifeP94zxq+du//du00UYb9TjoT3sTINChZk+LveCCC/JSZe+9906rr756n3pCmiHeN94/zqOWmHa8xBJLpNNOOy0v0SFaHiALjG75W0JXih0HN99885rfLmYvphgd4ANp3LhxPW6tG+MlfW18pP3062pe7+KfHx/35Li04aUbpkFnDErrX7J+uviPF8+p5c8F+q+3Pc+33nrrqvO7HUTIxfnUErfeVltttfTtb387L9EB+nU1r3fxn/v4xBcmphXPWzGNfXxsmvbmtDRp6qQ08vr/m15Y7zWAvonFCWOfj9jvo5ZYbyqWGrnnnnvy0oCIvpA4n3rrYP3P//xPdSuu0b0pNF+/rub1Lv5zHx9x/Yh0ygOnzFWdV73XAPrmuOOOq5ZHjx0Ha9ljjz3SNttskx8eUJ/+9Ker86rnU5/6VNpxxx3zw7S5fl3N61385z4+5MIh6anXnpqrOq96rwH07vnnn6/WnzrmmGPyUiUWNoxwOffcc/PSgDrllFOq86q38OJvf/vb6pbctddem5doY/26msfFv95jtsXOWCxNf7v+9pUCBMrFarhrrbVWevPNN/NS5eqrr65uB9WbOjtQJk+eXPV9xPnV87WvfS39xV/8RdM65Wm8fl3N6138fQOB5rvvvvvSBz7wgbod3iH6QmI3wna0wQYbVOdXz7PPPpuWXnrp9N///d95iTbVr6t5vYv/3MdjDGT0g6Pnqs6r3msAPYuZTNttt11+eB5bbrllOuSQQ/LDbSGWf4/z68mPf/zj9KEPfai6VUf769fVvN7Ff+7jMQtr8HmD0xWPX5FeeeuVahbWqBtG1Xwu0DexOGGsLzVp0qS8NI9Y6fass87KD7eF2Hwqzq8ncWsuNqyKRRlpf/26mte7+OfHr3nymjl9IMMuGZbG/HHMnFr+XKBn06dPr5YE2X///fPSPN54441quuyNN96Yl9rCmDFjqvOL8+zJlVdeWd2qu/fee/MSbcbVHNpcBEfMvJo6dWpemkeMIcQF+ne/+11eaguxgGKcX5xnb+JWXYyZ0N4ECLS5WE+qLxfT2L88LtDt2pD3+9//vjq/OM/efPe7362+hdRaJJL2IUCgzc3ukfj5z3+el+bR7t9A4rz68g2kt14X2ocAgQ7Qlx6Jdh8DifPqyxhIb70utA8BAh2grz0SK620UjrzzDPzw20hzivOryd96XWhfQgQ6BB96ZH4zGc+U/VbtKM4rzi/nvSl14X2IUCgQ/SlR+Jf//Vf01/91V/lh9tCnFecXz2XX355n3pdaB8CBDpIbz0SsYFUXIR7+pYyEOJ84rzqbXDV114X2osAgQ6z/fbbp6222io/XIlB9uWXXz6ddNJJeWlAxfnEedWbBHD00Uen5ZZbrtdeF9qLAIEO88ADD1Sf5i+99NK8VDnggAPShhtuWHOr24EQ5xHnE+dVy5QpU9IHP/jBdMIJJ+Ql2pwAgQ504IEHpjXWWKPm/hqPPvpoFTDXXHNNXhoQcR5xPnFetcRGU+utt1610yKdRYBAB4pbPR/+8IfTD3/4w7xU+epXv1pdlOvdMmqVeP84jzifWu64446qSXL8+PF5iQ4gQKBDnXjiidWtn6effjovVdvdLrPMMumoo47KSy0V7x/nUWv73bi1NXz48PT5z38+L9EhBAh0qLfffjutv/766e///u/zUiWWdY9bR7fddlteaol433j/esvLn3/++WmxxRZLf/jDH/ISHUKAQAe74YYbqq1if/Ob3+SlSowvrLjiinXHH5ol3i/eN96/ltdeey2tssoqbbv5FX0jQKDDffGLX0yf/OQna866iv6KbbbZphpwb9Un/XifeL9433j/Wg477LBqWZN227ud/hEg0OH++Mc/VreCzj333LxUefXVV6uLeewG2OzbWfH68T7xfvG+tcRy7oMGDWrbNbvoOwECXeBf/uVf0kc+8pG6F+1YBiVuJ8WYRAxsN3p2VrxevG68frxPTyvp7rbbbmmTTTZJM2fOzEt0GAECXSBuBa288srVRkw9iQHtmBU1dOjQhvWJxOvE68Xr1hswny2WdI8xm1tvvTUv0YEECHSJs88+u7o19Nhjj+WlecSU2ujLiG8L0SF+8skn93vtrHh+/F78frxOvF6tqbpzi28c8fzdd989L9GhBAh0iRhE33TTTdMuu+ySl2qKmVKxvEisURULNMZqubHk+umnn54mTJhQ7SAY4xXxZ/wcx6Mez4vnx+/F7/d1htepp56allhiiTR58uS8RIcSINBFYhA7bhH96le/ykt1xfhFrJIbS63Hfh0x/TZ2DswfcTzq8bx4fn/GUV566aW0wgorpCOPPDIv0cEECHSZL3/5y2mDDTaoGg1Lxe/Gt4/Zj/l5rXDQQQel1VZbrdftbOksAgS6zFNPPZWWXHLJdMopp+SlAfHQQw+lRRZZJF100UV5iQ4nQKALff/736/GKOLW0UDbYYcd0pZbbpkfpgsIEOhCcato9dVXT9/61rfyUkuNGzeuWm337rvvzkt0AQECXWrMmDHVraMHH3wwL7VEDLKvu+666etf/3peoksIEOhi0fEds6diC9xWP2KxxEUXXTT96U9/yk+ra83uddlss83e8+/R7EfcJvzYxz7W0m2BBQh0sej83nrrrdOee+7Z8sdGG21UNRnGWl3vF9HrEt/6Ro0a9Z5/j2Y/Yln/pZZaqqUrHAsQoCmisTGaDr/0pS/lpa7UDr0u5513XrWwZl+bO+eXAAGaJvYpicbGX/7yl3mp67RDr0uEdizt/4UvfCEvNYUAAZrq7/7u79KwYcPmuxmxnbVTr8vtt99ehfb111+flxpOgABN9b//+7/V3u0nnXRSXuoa7dbrEuMhsd3xjBkz8lJDCRCg6X7wgx9UjY0vvvhiXup4jep1aeTyMU8//XQV2ieeeGJeaigBAjTdn//85zRkyJD0j//4j3mpo5X2usS/R+yjcvDBB1ffXJqxgGVs8PXhD3+4qdN6BQjQEpdcckk1TvDAAw/kpY7105/+NC299NJ97nW56667qh0b49tBBEQsehkhcvzxx6eLL764Wja/UUvoR0jF3vTx/GYRIEDLxKfpv/7rv84Pd6TnnnsufehDH0o/+clP8tJ7RHBEP06Exqc+9amqX6S/+6KUbOJ16aWXVs+9//7781JDCBCgZSZOnFh9kr7qqqvyUsfZd999q87vnvZ/j62G99lnn2qMZPPNN2/YdOb+bCMcXerbb799frghBAjQUn258La7uMUUQXj11VfnpTnuueeetOaaa1a9ITHQ3mgxHhLjHPENI26L1fv3vPfee6tzvfLKK/PSfBMgQEv159ZPu+rtVtwVV1xR7cmy6667ppdffjkvN1TsQjl48OC0zTbbpFdffTUvV/7hH/4hrb322nVDppQAAVpu9uDzs88+m5faXm+TAS677LLqW8Ghhx5adYa3wh/+8IdqwDxCZPr06Xm5Gj9Zdtll049+9KO8NF8ECNBypdNfB1pv05FjjCPC5YgjjshLTRczs2Lab9zOquXYY49teGgLEGBAXHvttQ1pwGulnhoin3jiiaq233775aWWidtZ8e2n1sB6hPbHP/7x9LWvfS0vFRMgwIDZcccdq2mtnSCWZIlxjZhKm4tbVTHbafjw4Q0fZ+ivGFiP2Vm1pvj+/Oc/r0L7t7/9bV4qIkCAAdNOixD2pqdFIaPhb9CgQdXfZ6DFN4311luv6hOp5XOf+1zaYost8sNFBAgwoNphGfTe/PrXv667LH2cd+y++L3vfS8vDZjoE4lbWbU61h9++OFqp8gLL7wwL/WbAAEGVDtsxNST3jbGOuGEE6oZTvH3aBdxztGxXm8Zk1ge5aMf/Wh6/fXX81K/CBBgwI0ePTotscQS/V7eoxXOOeecape/elvzxm2tuCC3m1g+Pwb1ay3AGL0pMWNrfmeLCRBgwM2cObP6xLz77rvnpQEVjXkrr7xy1dNRS3Skx/pWDz74YF4acNH7EbexYhXfWk477bQqtJ988sm81GcCBGgLN954YzXOcOutt+alARPBEQFSr8P7mGOOqTq821Xceoul4GuJ0P7EJz6RRo0alZf6TIAAbWO33XZLm2yySXVxG2hxyypuXcUtrHo++9nPVsuEtKu4tRbLrtRz0003VaF9880356U+ESBA24i9MOK2SzuMKcSgeXyC72k5kpg9VqsvpF2ceeaZaaWVVsoPz2PkyJFp4403LgptAQK0jfHjx1efiJdbbrlqKfSBEtN14zxi+m49seZUPOeGG27IS20jbgvGGE1PU6Sjg37xxRdPZ5xxRl7qlQAB2sKMGTOqBrivfOUrVV/FIYcckj+lJaJRMGZWReNgT2IXwrg4x7Lt7Wr2IH9v618dfvjh1Yq+06ZNy0s9EiBAW4h+itjqdcqUKdUU1Hx/8FY/YoXbnsTttnheO3Sf1xPnFucY59qT1157rRrvifDuDwECDLgXXnihum119NFHzzk2e4/wnXbaKa266qrp+uuvr35u9iM2Xor9SnrrkeimbyAxUSC60ydNmpSXeiRAgAG3//77V7v35XtZ9GXnv2boS49Et4yB9Nbr0hMBAgyo+NQbM68uv/zyvNTrzn/NEjOSNtpoo157JLphFlZvvS49ESDAgNpuu+2qnfRyve3812x96ZHo9D6QvvS69ESAAAMm9g6PW1T33XffPMd72/mvVXrrkejkTvTQl16XnggQYEDEGMJaa62VvvGNb+SlHnf+a6XeeiQ6eS2svvS69EaAAAMiPr3HMuhxoZtbTzv/DYTeeiQ6cTXevva69EaAAC337DPPpKWWWiodd9xxeanHnf8GQvRIxDTigw8+OC9VOnE/kAjnCOkI6/khQICW++2ee6YDhg6tus/n1tPOfwPpggsuqPokHnnkkbzUcTsSxm3B+GYStwnnlwABWuuuu1JaaKE04xe/mOdwbzv/DaQ4t8033zztvPPOeanSSXuix8SEmKAQExXmlwABWidm+8y6EKeddsoraUwvO/8NtDvvvHNW7i1Uc1A6AmarrbZKw4cPT2+++WZebqmjjjoqLbPMMumZZ57JS9WU6JgaHVOkG0GAAK1zwQUpLbpoSvmtoFdfTbetvHK6tKAbupX23HPPNLTGrbcQM7bi1tB+++2Xl1rmtttuq25dnXXWWXmpEk2ZPfWF9JcAAVrj9ddTWnXVlGoNRkdwzAqQCJJ2Fp/q6w3+hxi7iU/4va2j1Qwx3hH7nO+xxx55qRLLwUTPTUw9bhQBArTG4YenNHhwSvl02LhltdhisaLfvMfb1Ozpx7EAZC2XXXZZ9S0glggpbdDrr1g5eI011qg6+vP1xELcVvvYxz6W9t1337w0XwQI0HxPPJHS4ovHaHNeiXboaJl+d3ykA/TUADlbdNjHNNldd901vfzyy3m5oeK2VfSpRHjUW8/qJz/5SbXC8HPPPZeX5osAAZpv5MiUNt44Vimc93hM111wwZi/O+/xNjd27NjqW0a+BMvcYpn3WGE4FlysNfA+v2K2VQyYx3nEbat6g/ex7PzSSy+dfvrTn+al+SZAgOa66aZ3QyJflDAaBYcNi87BeY93iG233bbmIpBzi21599lnn2r2VkwBbtTeIdHnEYP5Mduq3oD5bF//+tfTuuuuW7MjfX4JEKC5YtZPrWXRY6mSJZeMtUvySkfoaRn63F133ZW23nrrat2sCJ1zzz2333u+x5Iv0UEeHebxvtHnUWuq7tzuvvvuKrzGjRuXlxpCgADNNWFCSlOnznssFklcfvlYNXHe4x2m3kZY9USQxO2m2Lo3Otu32GKL9J3vfKfatyN2Q4wZUrH9bPwZP0eDYqyzFQ2WMYMqpgnH8iS1Osxr2XLLLdMOO+yQH24YAQK0XizTPmRIrNueVzpKra14+yK6wOM2VKyvFRf5mH6b78kejzgefRuxJHuMo/TnNtRFF11UTSluZne8AAFaK8Y+YkbWpZfmlY50/PHHV70hU6ZMyUv9EotHxreP2Y/5WUwy1ueKwfuDDjooLzWUAAFar8HTSQdSdKX3tPbUQDjyyCPTCius0PQVggUI0FjXXJNmXVHfXbIk/oyfu9z48eOrweo77rgjL7Xc5MmT0xJLLJFOPfXUvNRwAgRonIkT06yPvildddW7HedXX/3uz/femz+z63z+859Pm222Wcu6z+vZfffdq5la9bbhbSQBAjRONAyedNK8x048sfY03i4Ty4nEzKrzzz8/L7XMrbfeWu2ncuONN+alphAgQOPEzKrJk+c9Fj+vsca8x7pUTMmNsYfRo0enc845p6WPs88+O6299tppt912y0+raQQI0DixKGLeExE/Dxo077EuFc2BMf6QT8dt1SOm7T788MP5aTWNAAEa533+DeT9RoAAjTNiRO0xkBgboesIEKBxYrHAmHUVs69iFlZM4Y2fG7iJEe1DgACNdeWVKQ0dmtIii7z7Z0zppSsJEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACK/D+IRlVdxh9RngAAAABJRU5ErkJggg==)
| Product Number | 4632-5-01 |
| Synonyms | [2-(4-Benzoylphenoxy)ethyl]diethylamine hydrochloride |
| Purity | 95 % |
| CAS | 52047-56-0 |
| MDL Number | MFCD18803597 |
| Molecular Formula | C19H24ClNO2 |
| Molecular Weight | 333.86 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4632-5-01
CAS: 52047-56-0
Molecule Weight: 333.86
Formula: C19H24ClNO2
![4-[2-(Diethylamino)ethoxy]benzophenone](data:image/png;base64,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)
PN: 4632-1-03
CAS: 796-77-0
Molecule Weight: 297.398
Formula: C19H23NO2
![4-[2-(1-Morpholinyl)ethoxy]benzophenone hydrochloride](data:image/png;base64,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)
PN: 4H17-5-10
CAS: 302962-97-6
Molecule Weight: 347.84
Formula: C19H22ClNO3
![4-[2-(1-Morpholinyl)ethoxy]benzophenone](data:image/png;base64,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)
PN: 4H17-1-31
CAS: 102178-03-0
Molecule Weight: 311.381
Formula: C19H21NO3
![4-[2-(1-Pyrrolidinyl)ethoxy]benzophenone hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA5TAAAOUwGrSDQ9AAACqnpUWHRtb2xTb3VyY2UAAHicjZZrT9swFIb/ypE/r45vuaGmCIEmTYJNGiDt22RSA5GaBCWhl3+/47pNGwPJSqvj+LyPY8dvjplfbssVrE3TFnWVEU4ZAVPl9bKoXjLy+PB9lpDLxTxHEQqrNiOvXfd2EQSbzYbmr6bU27qieV0Sl7/YtsVAs5G0bl4CwRgP/tzd3u+ZWVG1na5yg1RbXLT7zts6191+Fl/cIih1sy6qwMmDslm70f4KZr+MbtslOa3lGnNXiMJzsTLwXDel7mAtGMUv+wYvpjKN7swSnnbYLanCtS/mdzd1/l6aqsOmHaHI9eq+a95z7CjrlcnfcTBs/LjJSMkR0F1dXjWN3oFt2W7NQQvQErQCHYKOQMegE9ApaM7wh3mOAo4KjhKOGo4ijiqOMo46gTphx0GdkLgnK2Mn9bB7M7iyFfyC60//XP/P8z58xiIjuGb8QExDwfsQUZ7E6hgUTUIZg8QcKg/h0JlgUDFwhtJEAeeYxfn1UWA+TE5RoS5VpxhSJUNpr9PQXuPj5jYKmmKiH9fdhsDuNGNFY/zgdITEIKiKMDCain3g4enqkBsqx7gZpzIREmYCr22UNEptVDRM4xBmEWURrq6Ph/7BbdECQe+BxfyprpZnTSiWGXniZG+O3+a5xYXtzUGgbpamyYiwA1jpOSCGgLVSD/DPADkErPF64OozQA0Ba9NxIBwC1tTjQDQE7CswDsRDwL4w40DyYdETQPrhsXI2/lxt/hxx7+/4Xbi33e59n2C8HXf1YYLxNt3Vk4n1ePvu6s8E4229q1cTjLf7rr5NMJ4BXD2cYDwPuPo5wXg2cPV2nBGeD1x9nmB8H8T/wfg+kPYMGPeB8HxwPDNGGd8H7CsmOKtowfEExOaH0zE4OzoD/Idh8Q+Fv2FcPDIk7AAAK+BJREFUeF7t3QeYVNX9xnFBqr2QIBFQsaOAWAALFiwolqDG2INobIkmYsRorIiiaOzR2LARsYIdKxFExYISVLAgFkAFpArS4ffnPWT3Pznuzt757ezO3N3v53l4kHvOzNzZ69733tPuagYAgMNq8QYAAJIgQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIUJY5c8x69TJr2dKsfv1Vf597rtncuXFNoNYiQIDYTz+ZtWtn1rOn2eefmy1evOrvk082a9/ebMGC+BVArUSAALE+fcwOPjjeuoq29+0bbwVqJQIEiG2/vdnIkfHWVV5/3axNm3grUCsRIECsUSOzmTPjratoe+PG8VagViJAgBgBAiRCgAAxmrCARAgQIEYnOpAIAQLE5s83a9t21bDdCRPMlixZ9fcppzCMF8hAgABlmT3b7JxzzJo3N6tXz6xFi1UTC5lICJQiQAAALgQIAMCFAAEAuBAgAAAXAgSILVtmds89ZosWxSVmo0aZvftuvBWolQgQIPb++yt/M1b+arz6alxi1qWLWdeu8VagViJAgNg776wKkJdeikvM9tzTbL/94q1ArUSAADECBEiEAAFiBAiQCAECxAgQIBECBIgRIEAiBAgQI0CARAgQIEaAAIkQIECMAAESIUCAGAECJEKAADECBEiEAAFiBAiQCAECxAgQIBECBIgRIEAiBAgQ+WplgJy5MkDGlxEg168MkJsJECAgQIDIOysDZLWVAfJSGQGy58oA2Y8AAQICBIgQIEAyBAgQIUCAZAgQIEKAAMkQIECEAAGSIUCACAECJEOAABECBEiGAAEiBAiQDAECRAgQIBkCBIgQIEAyBAgSu++++2zmzJnx5honDpDHHnvMvv766/DftSlAXnjhBfvoo4/izUApAgQV0gm1Y8eO4aS6/vrrhyBZsWJFXK3GKAmQe+65x7p27Rr+e4011rAbbrjBOnfuXOMDZNKkSXbssceG712vXj279NJL7aeffoqrAQQIyvfdd99Zjx49rE6dOta8eXPr27dvOIHqxLLLLrvYm2++Gb+kRnj11VdLT54bbLCBXXbZZXbIIYeEbY0bN7b27dvHL6kRFixYYJdffnkIyzXXXNN69+5txx9/fOnx/9e//hW/BLUcAYKfWbRokV111VW29tprW6NGjeySSy6x+fPnl5Y/8sgj1rJly3BC1Qlm8uTJGa9Or2XLltk///nPEBr6broKz2yyU5PWeuutF8oOOugg+/TTTzNenW6DBg0Kx1RhccIJJ9iUKVNKy95+++3SO9DddtvN3nvvvYxXojYjQPA/Bg8ebK1atQoni6OOOsq++uqruEqgq9U+ffqUXq3qvxcuXBhXS41///vf1rZt2/C91UT18ccfx1WCpUuX2s033xya8urXr2+9evWy2bNnx9VSY/To0bbHHnuE792hQwd766234iqBmiwfeOAB+9WvfmV169a1k046yb7//vu4GmoZAgTBhx9+aPvss084keywww42fPjwuEqZ1F5+3HHHhddtsskm9uijj8ZVitqXX35pRx55ZNj/LbbYwp566qm4SplmzJhhZ555Zmjm+sUvfmF33nlnuINJi6lTp9rJJ58cwqBZs2Z2//33J+rXmjdvnl100UXWsGHDcId69dVX2+LFi+NqqCUIkFouPhHeddddtnz58rhahd544w3beeedw4lYI5U++OCDuEpRyTwRrrPOOnbNNde4ToQapdSlS5fwvdu1a5c4eAtF3/Haa68N31nf/cILL7Qff/wxrlahzODdfPPNEwcvahYCpJaKm2LOPfdcmzNnTlwtJ7qCvffee22jjTay1Vdf3X7/+9/b9OnT42oFFTfF9OzZMy9NMUOGDEnU9FdIzzzzjG255ZZhHw8//HCbOHFiXCVnr732WmnT37777ltu0x9qJgKkFlJn8Lbbbht+6bt162afffZZXKVSdEX717/+1Ro0aGDrrruu/f3vf7clS5bE1ardqFGjSjuDd99997x3Buvqvl+/fqWDDy6++OL/GXxQKOPHj7f9998/fO/tt9/ehg0bFlepFDXd3XHHHdakSZNwJ/vHP/6xVswXAgFSq3z++eelw1G33nrrMFGsKn3xxRf261//OnzeVlttZc8991xcpVp8++23duKJJ4YRRi1atLCHHnoorpJXmcOfN954Yxs4cGBcpVrMmjXLzj777HBS33DDDe22226r0n4aDSY455xzwh2tRrLdeuut4U4XNRcBUgvMnTvXzjvvvHBHoGGomhBXnXcEr7zyim233XYhSDQx75NPPomrVAkNR77yyittrbXWCvM3qntCnCYk7rrrruF762/9uzooJBQWCg2Fh0JEYVJddHwPPPDA8L1bt24djj9qJgKkBlNnuGZT//KXvwx9Eqeddpr98MMPcbVqoStRXZHqylRXqH/+85+rdPjr448/bptttlk4iR199NGlS5EUgu5AdCeiOxLdmegOpaqoeUrNVPrearZS81Wh6I5Td57al8MOO8wmTJgQV0HKESA11Ouvv2477rhj+OXde++97T//+U9cJRG14atDWPMF1GGqv/Vvb9u+2sbVRq4rY7WZa+JePptVxo4dG76vvrdmjOvnUAz089KETPWNqI9EEzV1h5Qv6hDv3r17+N7qKFeHuYfu0PJ5vHWnqz4w9YXpDvj8888Pd8SoGQiQGuabb76xY445JpxINt1003AlnosxY8bYddddF/pKSmabl/dH5aqn+npdLjRaRxP29D4axaOJfJWhO6vTTz893Gnpjkt3Xp7hyFVNJ2ON0tL31qgtjd6qDA1Y0FDckuHIGqKby3Bk3aHceOON4Q5B/7/Exzhfx1uj8TQqT8enadOmYbReMR4f5IYAqSF05ag1m9TWrzZ/rVuV9ApXk8rUV1DS3KA/bdq0CbON+/fvHyaZaeSWrkj1t/6t7SpXvZLX6PV6H71fUpo/oHkEer3mFWh+QS50hasToPp2dIWrvp7KDkeuDpovogmb+t6aR6KJnLnQcGQtaqlJgBqOfMopp9i0adPiamXSHJhbbrml9PP1R6PyNNCgqo+3gkfzhPT6nXbaKcwfQnoRIDWARhVpdJHa2HUSyFzHKBvNf/jTn/4UmlV0EtIdwYMPPpj4RFRC9fU6vV7vo/fT+yadX6ErZk3kK5ncpgl+OslVRKPIttlmm3Ay0pWxRpmlia7ANXFTEzjVpKcJnZrYWREtN6LFLPW9tQzJ+++/H1cpk5aa0c9ZTYd6rYY0a/ht0v9fSlT2eItWLNDKBdoPrWSgFQ2QPgRIimkeg+YzlJwMNM8hCfU5aBKhTti6alfTT65X/uXR++j99L56f31O0j4OnYA0sU8nJU3004S/spbX0LwVzV8puXJ+8cUX4yqpojsmTeTU4AJN7NTPrKzhr1q0Ugsd6nurOenhhx+Oq5RLdxNaqkWvPfTQQxOHTkUqc7wVaFdccUVYS01rqmklYK2xhvQgQFJITQZJTrRl0UmoJHR0IqmqGdN6X72/Pkefl8uKveUFY3yivemmm8o80aZVHIwlD7SqzIlWJ3P1kejuVHN/qmpQQWWOt+pqVWdPMKKwCJCUUUdkSVPP3/72t0RNPSXUUa3mC42I0VP2qoM+R5+nz821ozyzaU5DUzWvQZ2wZ5xxRqKmnrQaOnRoONnrhKp5FLpI0H9reflcmnr0/8YBBxwQXquRb0n7xCqjMsdbz5cpaZrTCMKXX345roIiQ4CkiIao6perU6dOOTc5aTSWQkcjnvKxBlIu9Hn6XH1+rqPCNDhAfSL63uowzrWzOa00OEATPvW9Nex35MiRcZWsdLemZ3fobk2d4NWpMse7ZHCA9lv9WyhuBEiK6AFGOqHkumS6fol15b7XXnsVbISSPlefr/3I9aSiENH3vv766+OiGk8TL7U8SC50p6HOdXVue+eDVFZljrdoZWONykNxI0BSxBMgakbQlaB+mQv9wCd9vvZD+5NL8wYBkluAaFST+seefPLJuKhaeY+3ECDpQICkSK4Bos5JtUXrl7FQdx4x7Yf2R/uVtKOVAEkeIJrZr5+VZn8XA8/xFgIkHQiQFMklQDT6RqNhNMGuuvs8KqL90X5p/5IM+SRAkgWIRnFplJbmxBSTXI+3ECDpQICkSC4BovH4SesWgvZL+6f9rAgBkixAtAKuRqrlOhG0OuRyvIUASQcCJEWSBohWe9VQX43LL2baP+1nRavTEiAVB4iG/upnpBWPi1XS4y0ESDoQICmSNEC0rIRmBlfVJMF80f5pP7W/2RAgFQeIhuxqbapinliZ9HgLAZIOBEiKJAkQLQeiBRX17I800H5qf7Oto0SAZA8QTcDTz0frWhW7JMdbCJB0IEBSJEmA6DkTGsKZ60TDQtF+an+13+UhQLIHiJa1Ub2ky5sUUpLjLQRIOhAgKZIkQNSMoVVS00T7q/0uDwFSfoBoJWONcNISN2lR0fEWAiQdCJAUqShA9KwFlWtxxTTR/mq/y3tIEQFSfoBowUX9bNK0blRFx1sIkHQgQFKkogDRk+K08GAxDuPMRvur/db+l4UAKT9AtE6YZnqnofmqREXHWwiQdCBAUqSiADn44IPDInZppP3W/peFACk/QLRUiCbopU224y0ESDoQIClSUYDoCW89evSIN6eC9lv7XxYCpPwA0fPFtbx92mQ73kKApAMBkiLZAmT+/PlhdMvVV18dF6WC9lv7r+8RI0DKDpC5c+em9ueS7XgLAZIOBEiKZAuQCRMmhLJBgwbFRamg/db+63vECJCyA0RrX+nn8sgjj8RFRS/b8RYCJB0IkBTJFiAffPBBKHv22WfjolTQfmv/9T1iBEjZAaLnmuvn8vzzz8dFRS/b8RYCJB0IkBTJFiBvvPFGKBs2bFhclArab+2/vkeMACk7QEqOea7P2igG2Y63ECDpQICkSLYA4Q6kZsoWINyBoNAIkBTJFiD0gdRM2QKEPhAUGgGSItkCRCfZmjAKS98jRoCUHSA//vhjmJBXLE8fzEW24y0ESDoQICmSLUBk0003td/97nfx5lTQfmv/y0KAlB0gstFGG9npp58eby562Y63ECDpQICkSEUBogf2tG7dOt6cCtrv8h6ARYCUHyBdunSxTp06xZuLXrbjLQRIOhAgKVJRgNx4442hSWPKlClxUVHT/mq/tf9lIUDKD5DLLrvM6tevb/PmzYuLilZFx1sIkHQgQFKkogAZN25cKE/Dg4UyaX+139r/shAg5QfIa6+9Fn42zzzzTFxUtCo63kKApAMBkiIVBYjssMMO1rFjx3hzUdP+ar/LQ4CUHyDLli0L62Ede+yxcVHRquh4CwGSDgRIiiQJkFtuuSXU0RyBNCiZy6D9Lg8BUn6AiJ4xvsYaa9jMmTPjoqKT5HgLAZIOBEiKJAkQtYU3adIkawdlMdF+an+zteETINkD5JNPPglDYvv06RMXFZ0kx1sIkHQgQFIkSYDINddcEzopR4wYERcVFe2f9lP7mw0Bkj1A5IgjjrANN9ywqO9Ckh5vIUDSgQBJkaQBoqfTbbHFFrb11lvbokWL4uKioP3S/mk/K3qaHgFScYCoQ1qjsc4888y4qCjkcryFAEkHAiRFkgaIaIE9Xe398Y9/jIuKgvZL+5dkIUACpOIAkb/85S+2+uqrh5FZxSaX4y0ESDoQICmSS4DIBRdcEOrff//9cVFBaX+0X9q/JAiQZAGin9N2221nv/rVr2z69OlxccHkeryFAEkHAiRFcg2Q5cuXW9euXUPTRrHME9B+aH+0X9q/JAiQZAEiH3/8sa255prWoUOHcp/2V508x1sIkHQgQFIk1wARjXbZddddrVGjRvbkk0/GxdVKn6/90P5UNAonEwGSPEBk6NCh4aS93377FTREvMdbCJB0IEBSpGSmebYlIMoyZ84c22OPPcJQz+uuuy4urhb6XH2+9kP7k4upU6eG733ppZfGRTXeWmut5TqRarn0evXqhTuRQjRnVeZ4a3LkL37xC9t+++3jIhQZAiRFvv3223BS0J9evXrZ7Nmz4yrl0iiY4447LpyIDznkEJs2bVpcpUroc/R5+lx9fi6jwtTkce+994aZ1uqAveqqq+IqNZ6G5upn1717d5s4cWJcnJXuRNScpT6R6upYr8zxFu1n27Ztw+v1Z++997b//Oc/cTUUCQIkZWbMmBGGaipEdJV21113hSu2pG6//fZwUtGJ6R//+IctXbo0rpIXel+9vz5Hn6fPzYUedbrzzjuHk8iee+5Z7pPrarrFixfbtddea+uss441bNgwdETrOSBJqU9EHesanaX/b2bNmhVXyYvKHu8vv/wy3GnpeG+++eah+euee+6xX/7yl2HftWT9Dz/8EL8MBUaApNSHH34YlvLWL5zWFRo+fHhcpVyff/556NTUa7faaquwuN3ChQvjai56H72f3lfvr8/R5yU1adKk0julTTbZJKf+nppMV/annHJKaBZq1qyZ3XfffbZixYq4WpnUh3TeeeeFfhGd4DVjPV8TDit7vNU3ctFFF4VwVEhqkqFCs4Sav7TvDRo0sPXWWy803y5ZsiTjHVBIBEjKDRkyxFq1ahV+eY866ij76quv4irleuGFF0IHp16rzlqdoF599dVEE70yqb5ep9frffR+el+9f1J6j8svvzys6aQr2CuuuCJvoVaTaC0p9SvoZ7zLLrvYW2+9FVcp1/jx48OMdYWQfs5agFGjpHLtaM/H8Vb4PfDAA6F5TfvTs2dP+/777+NqpRRKJU1j22yzTU6fhapDgNQAumLr16+frb322mHUy8UXX5zTSUEnIf0C6wpPv6C6Gtx9991Dk4dGPmkc/7Bhw0L7tP7Wv7Vd5aqn+nqdXq/3yeWkJg8//LC1bNkyvMfxxx9vkydPjqsgkvkzO+GEE3L6mWntrLPPPjv0Len1ag7VQ6nOOOOM8Hjcqj7eo0aNCivy6j122203e++99+Iq5XrppZds2223Da/t1q1beC48CocAqUG+++4769GjR+hw3njjjW3gwIFxlawURPoF/dvf/hY6L9X+rF/U8v6oXPVUX6/LbHpIQlfTnTt3Du+lq+k333wzroIsKnvXpr4zzQzXQ6n23Xff0kAp709lj7cGgZx44onh/88WLVrYQw89FFdJRP0tN998s62//vqhWe7cc8/NeaQX8oMAqYHeeeed0qYp/a1/e82dOzc0i7399tvhilR/69/a7pXZnq9neufSno+fU7+RmqN0vPWc8cr0G6mDXsdX/8/k63hrJNaVV14ZhiQ3btw4DMdWv0xlaUCJ7prUya4BJQPuustW5DBZEZVHgNRgugPRnYiu+HRnojuUQlLnp+YHrLvuuq4RRchOI9d22mmnECQauTZmzJi4SrV74oknbLPNNgv7dPTRR9vXX38dV6k0DSjZZ5997LcrP2OKHlRV5KtQ1yQESA2nvhD1iahvRH0k6ivJtekhH5599lnbcsstw4lEcxq++OKLuAryQHNnBgwYEJqjdGV+6qmnFmQi4dixY0Nzl453+/bt7fXXX4+r5N2kwYPNWrVaeVZbeVo76iizKggr/C8CpJZQM4RGaekXWqO2NHqrOmjkzwEHHBA+VzOLNXoHVU9NTueff34Y/qo7PnWCV8fwV83V0JwNhZf6TO6+++6c1sCqNE1c1ITTtdaylVdNZpdcoquouBbyhACpZTRfRPNGdELXPBLd/lcFTVjTo1ZL5h7cdtttOU14RH5MmDDBDjvssHC8NVfj+eefj6vkhcJJczQ0MkuhpbkbBe3YVnNtjx5mdeqYNW+u9ty4BvKAAKmFdEWoGezqeNQQTg3PVIdkPigkNAtZoaH31nDRfE1ag98rr7xirVu3DkFy4IEHhoU580VzMjQ3Q+998MEH5zSRsMppAEmnTquatXbd1ezdd+MaqAQCpBbTWloaAqm7BA2J1NDIyixtojkDbdq0CSeS/fffPyz+iOKhY3vrrbeGyX865lrlN5f11GKag6G5GDreCpAXX3wxrlI8HnzQbOONV92RnHTSqjsUVBoBgnA1etBBB4UTgSZpaYx/LrTI3+GHHx5er0eWPv3003EVFBHdEf7hD38Id4hNmjQJS5Hk0ryopqnMC4+bbrqpUhce1UZ9IRdfvKpvZOV+W+a6YGpu69XLrGVLW/nFVv298jtaJYYv1wYECEpp9VY9t1pBoGUjKmqK0DpGF154Yek6Rv379y/ICC/4aKFFTSDU8dYKuJr3kU1m06c6yTUHI19Nn9VKy/3cdpvaW1f9W3NS2rUz69lTa6ZoRu2qv08+2ax9e83Y/J+X4/8VRYCsdmdR7AZsVWfoDTfcUNoZ2rt3759NItOkPy1voUX9NBnw5JW/aHpmB9JJK99qBVwFiVbE1cq4sREjRpQOvtCci6oafFEQffqYHXxwvHUVbe/bN96K/3KdubOd8OOyhcsW2hXvX2GtH2ttje5pZM0GNrNuL3Sz1759rbRO/BoUnoZjnnbaaaXDMbW0tq5Ate6RHlKkE4kW9Rs9enT8UqSQ7hyvvvrq0vXUtEKu5hBp4t9vf/vb0uHfgzXXoqbRg6tGjoy3rqL5K23axFvxX64zd7YTfmbZomWLbLendrOew3vauFnjbPHyxTZp3iR7+uunrfPTnct8DYqLHuZTMiFMI6tK1jHSE+9Q82hF3JNOOincWZbchWoJEj3MK9eHQ6WG+kTKGymo7Y0bx1vxX64zd7YTfmZZvzH9rPtL3TNKy5bt/VActL6S+jl0V5KPdYxQ3N59911r3rx5WBJFiyDWaASIm+vMne2En1nW5vE29tbUipd6zvZ+AFClaMJyc525dcLP9qeE+jxmLar4EZoECICCoRPdzXXmznbCJ0AApIrmh7Rtu2rY7oQJGoq46u9TTmEYbwVcZ+5sJ3yasACkjmbkn3POqnWz6tUza9Fi1cRCJhJm5TpzZzvhZ5Zd9cFVdKIDQA3lOnNnO+FnlmkOSKcnO9kpI04Jw3iXLF9ik+dPDsN493xmzzJfAwBIB9eZO9sJPy5bsHSBXT76ctvm0W2s4T0NbaOBGzGREABqAM7cAAAXAgQAMl1wgdlll8VbUQYCBAAyde5stv/+8VaUgQABgEwESGIECABkIkASI0AAIBMBkhgBAgCZCJDECBAAyESAJEaAAEAmAiQxAgQAMhEgiREgAJCJAEmMAAGATARIYgQIAGQiQBIjQAAgEwGSGAECAJkIkMQIEADI8PHKABlPgCRCgABAhmNXBshJBEgiBAgAZOi8MkD2J0ASIUAAIAMBkhwBAgAZCJDkCBAAyECAJEeAAEAGAiQ5AgQAMhAgyREgAJCBAEmOAAGADARIcgQIAGQgQJIjQAAgAwGSHAECABm22GIL23TTTW3WrFlxESIECABkOOaYY6xu3bq24YYb2u23327Lli2Lq+C/CBAAiIwbNy40Y6222mrWpk0bGzZsWFwFRoAAQLmefvrp0KSlIDn88MNt4sSJcZVajQABgCwWL15s/fv3t3XWWccaNmxoF154oc2bNy+uVisRIACQwNSpU+3kk08O/SPNmjWz+++/31asWBFXq1UIEADIwejRo22PPfYIzVodOnSwt956K65SaxAgAOAwaNAga9mypdWpU8dOOOEEmzJlSlylxiNAAMBpwYIFdtlll9kaa6xha665pvXt29cWLlwYV6uxCBAAqKRvvvkmzB9Rs5YmIT722GNxlRqJAAGAPBk5cqTtuOOOIUj22msvGzNmTFylRiFAACCPli9fbgMGDLCmTZva6quvbqeeeqr98MMPcbUagQABgCowd+5c6927tzVo0MDWW289u+GGG2zJkiVxtVQjQACgCk2YMMEOPfTQ0Ky19dZb29ChQ+MqqUWAAEA1ePnll23bbbcNQXLQQQfZp59+GldJHQIEAKrJ0qVL7ZZbbrENNtjA6tevb7169bLZs2fH1VKDAAGAajZjxgz7wx/+YPXq1bMmTZrYnXfemcpl4wkQACiQjz76yLp06RKatdq1a2fDhw+PqxQ1AgQACmzIkCHWqlWrECT77LNPXFy0CBAAKAJaNl6d7JtvvnlcVLQIEAAoEocccoh17Ngx3ly0CBAAKBIECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAAJfDDjvCdt21c7y5aBEgAFAkTj31NjviiP7x5qJFgABAkTjnnBesR48n481FiwABgCJBgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACAyyWX/NvOPntovLloESAAUCQWL15mixYtjTcXLQIEAOBCgAAAXAgQACignXa60373uydt+fIVcVEoK2YECAAUkELi4ouH2eDB4+MiAgQAUD6FxIwZP9mhhw6y2bMX/qysmBEgAFBAJSHx8MMf2RVXjCizrFgRIABQQCUhoT6Q444bbB9+OO1nZcWKAAGAAsoMibFjp9rxxw8u7VAnQAAA5YpDok+f4fboox+XWVZsCBAAKKA4JGbNWhg61GfOXPCzsmJDgABAAZUVEk88Mc4uvfS1MsuKCQECANVs2rT5pf9dVkioD+TEE4f8T5les+Lncw0LigABgGoyb95iu/DCV0MwfPPNnLi4XHPnLrJddrkrrNSrpq1iQYAAQDXQ8Fz1bXTseLc9+ODYuLhCTz75ie2++wDr2nWgvf325Li4IAgQAKhCao66994x1qHD3da9+8M2btz0uEpiEyfOsmOOeTzcjdx889u2dOnyuEq1IkAAoIpMn/6TnXHGs6HJSg+L+umnJXGVnOmZIdde+2Z4T/WTTJ48N65SbQgQAKgCr7/+je277wPWufO99vzzn8fFlTZixNfWpcsDtuee99nQoRPi4mpBgABAHukO4brr/v8OYdKkqrtD0Mis009fdYejYb/5uMPJBQECAHny5Zez7dhjn6jWPgr1sQwY8EHoYzn88Eds/Pgf4ipVhgABgDzQKKk99hhgBxww0EaNqv5RUlpHS6O8OnW62wYOHFstc0YIEACohDlz5tipp15p7dvfUvB5GppncsEFr4QmrbPOet6mT58dV8krAgQAnN58803bZJNNbK21mtrddw+tlqv+JJ566hPbbrszrWXL7e3FF1+Mi/OGAAGAHC1fvtz69u1r9erVsy233NJGjx4dVym4zz770nbYYQerU6eOnXfeebZkSf472AkQAMjBlClTbO+997bVVlvNevToYfPmzYurFI1FixbZn//857CvO++8s02YkN/hvgQIACT09NNP24YbbmjrrLOOPfTQQ3Fx0Xr22WetSZMmtvbaa9uDDz4YF7sRIABQgYULF9pZZ50VruQ7dOhgEydOjKsUvW+//da6dOkSvsMJJ5xgP/74Y1wlZwQIAGQxbtw4a9u2rdWtW9f++te/VklfQnVR302/fv2sfv36tvnmm9u7774bV8kJAQIA5bjzzjttjTXWsGbNmtkrr7wSF6fW22+/bZtttlkIkmuvvdZWOIePESAAUIZ99903NPd069bNpk/3r6BbrObOnWvHHHNM+I7t27ePixMhQACgDEceeWS4Qs9HX0GxWrp0aehY32uvveKiRAgQACjDqFGjwtX5ww8/HBfVGK+++mr4js8880xclAgBAgBlUL9A8+bN7Te/+U1cVGOceeaZ4Q5E80U8CBAAKMfZZ59ta665pi1YULj1raqKRmRpcMCxxx4bFyVGgABAOYYPHx6aeIYMGRIXpd7IkSPDd3v88cfjosQIEAAoh67SmzZtascff3xclHrnnHNOGKI8f/78uCgxAgQAsjj99NNt3XXXdfcTFCP177Rs2dKOOOKIuCgnBAgAZPHyyy+Hpp7nnnsuLkqtd955J3ynyq7nRYAAQBaaK7HBBhtYz54946LUOv/8861hw4ZhMmFlECAAUIGTTjoprMKrMKkJtA7WIYccEm/OGQECABXQcuhq8qkJ62GNGTMmfJd77703LsoZAQIAFVAHup4BcsYZZ8RFqXPJJZeEJVpmzpwZF+WMAAGABI477rgwpFdDe9OsdevWtv/++8ebXQgQAEhg8ODBoelnxIgRcVFqjB8/PnyHO+64Iy5yIUAAIIGffvopLGvypz/9KS5Kjb59+9rqq69uU6dOjYtcCBAASEgLK7Zo0cL9AKZC22GHHdxLt5eFAAGAhAYNGhSagLTUe9p88cUXYd9vvvnmuMiNAAGAhPRwqUaNGlnv3r3joqLXv39/q1Onjk2ePDkuciNAACAHhx56qLVq1SreXPQ6duxonTp1ijdXCgECADm4//77Q1PQBx98EBcVrUmTJoW7j+uuuy4uqhQCBAByMGvWrDAR76KLLoqLitZNN90UAuTLL7+MiyqFAAGAHHXt2tW22WabeHPR6ty5s+24447x5kojQAAgR3fddVdoxvr444/joqLz/fffW926de2qq66KiyqNAAGAHE2bNi1MyOvTp09cVHRuv/32EHaffvppXFRpBAgAOOy9997Wrl27eHPR2W+//Wy77baLN+cFAQIADrfeemu4sp8wYUJcVDRmzJhh9erVs0svvTQuygsCBAAcpkyZEvoWrrnmmrioaAwYMCCE3NixY+OivCBAAMBpt912s1122SXeXDS6detmW265Zbw5bwgQAHC6/vrrw/yKr7/+Oi4quDlz5liDBg3sggsuiIvyhgABAKevvvoqBMgNN9wQFxXcwIEDQ/PVe++9FxflDQECAJWw00472e677x5vLrju3bvbJptsEm/OKwIEACqhX79+oTP9u+++i4sKZv78+da4cWPr1atXXJRXBAgAVMJnn30Wmopuu+22uKhgHnvssbBPb7zxRlyUVwQIAFRSy5Ytbf311w+TC4vhT9OmTW299dar8icnEiAAUEmaqLfVVlv97EReqD9a6PGss86KdzPvCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBw+T/dctTEER8eqQAAAABJRU5ErkJggg==)
PN: 4H17-5-09
CAS: 302962-99-8
Molecule Weight: 331.84
Formula: C19H22ClNO2
![4-[2-(1-Pyrrolidinyl)ethoxy]benzophenone](data:image/png;base64,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)
PN: 4H17-1-29
CAS: 179018-53-2
Molecule Weight: 295.382
Formula: C19H21NO2
![4-[2-(1-Piperidinyl)ethoxy]benzophenone hydrochloride](data:image/png;base64,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)
PN: 4H17-5-08
CAS: 195602-79-0
Molecule Weight: 345.87
Formula: C20H24ClNO2
![4-[2-(1-Piperidinyl)ethoxy]benzophenone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABC+AAAQvgHLG9gpAAACnXpUWHRtb2xTb3VyY2UAAHicnZZra9swFIb/ykGfF1mX+BbilNIyGLQbrC3s21BstTXEdrHdXP79jqI4iZXMHiMJkl+9j6zL0VHmN9tiBWtdN3lVJoRTRkCXaZXl5VtCXp6/TiJys5inaEJj2STkvW0/Zp632Wxo+q4Lta1KmlYFse2zbZP3PBtJq/rNE4xx79fjw9OemeRl06oy1Ug1+azZiw9Vqtr9KP7yCq9Q9TovPWv3inpte/stmPkyum0ycprLHbbdIgqv+UrDa1UXqoW1YBS/7Au86VLXqtUZLHcoSzrFuS/mj/dV+lnossWq6SFP1eqprT9TFIpqpdNP7Awr3+4TUnAEVFsVt3WtdmBqRlYclAAlQU1B+aACUCGoCFQMijP8YTtHA0cHRwtHD0cTRxdHG0efQJ8w/aBPSNyTlTaDet596IT8gLurH6t/76u4xCIhMZXSj4AzGgTx9FQKypjkp/KgH+wd5bok6gHqUxqEzAceoD5FPUQ9RD1CHWdlFpr5AgRHPYpBCNSFfyo7/eA79mf7J7DDkU8ElZwxmEjKIlOiSZjSpzI2ZUBjacqQhuz8uWvveEZDNIB51/8+Xoyle+7rGBXeMSwW82VVZmdVyLOELDnZx8tP/dqIQ8gQqOpM1wkRpgNjPQdEHzABdgT4NUD2AROOR+D2GjDtAyZ4hwG/D5hQHwaCPmAOxjAQ9gFzjIaB6GLSI0B8sazx8LJy1if2h3r4Hdzd7H0SGGGc/bZJY4RxttwmmZHpOLtuk9II42y8TWIjjLP3NumNMM722yQ5wjgRYJPqCOMEgU3Cw4xwwsAm7RHGiQOb5EcYNw6Cf2CuxIEYiR3hxEF38Qwy/sVRuI54ZynQ625RrF7csN7Z9evhn47FH2eYchccLQsEAAAyLUlEQVR4Xu3dCbzVc/7H8RmhQmNpzxjrRPalGWWmkbVB2Q0ljCXKFtGYMUxl1KQMRcw/ypptFJkMRZaxTokpCqWElKS0kFHJ93/e3+t33Pude+8553PW37mv5+PRg3t/33PuOff+zu/9++4/cAAAGPwg/AYAAOkgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEKAmM2Y417Wrcy1bOrfRRhX/PeUU56ZPD0sCdRIBAlTnoYeca9bMuWHDnPvoI+fWrnVuwQLnhg93rnnziuNAHUeAAKH33nOuaVPn3norPFJB32/SpKIcUIcRIEDo/POd698//G5VOq5yQB1GgACh1q2dmzkz/G5VqoWoHFCHESBw77zzjvvyyy/Db9ddDRo499//ht+t6quvnGvYMPxunbVgwQL3ySefhN9GJW+88Yb79ttvw2/HGgFSh3366afuzDPPdD/4wQ/c5ptv7h6iY7gCAZK2/yZ+T9dcc43bYIMN3IYbbuiGDh3q1qxZExar03SDdsABB/jP2Y477uheeumlsEhsESB10Nq1a/0HXaGhk7ply5aufv36/v9/9atf+TulOo0mrLTohmPbbbf1581WW22VPJ9++tOfugkTJoTF65zly5e73r17u4022sj/Xrbeemv3wx/+0P9/t27d3Eca3RdzBEgdow+2PuA6iZs2bepuu+02t379ejd//nx34okn+u/Xq1fPnXPOOW7JkiXhw+uGXr2cGzAg/G5VdbgT/T//+Y+/0dC5ohuPP/7xj+6LL75wK1ascH369EleMA8//HD39ttvhw8ve998843729/+5po0aeJ/DzvvvLP75z//6Y9NmTLFtWvXzn9/k002SZxmAxKV2a+CZ4gPAqSO0AdZH2iduPqAX3rppf4OKfTcc8+5vfbaK9msdf311/saS50ye3bFMN1Uw3jnzAmPlDXdUPTo0cPfYOj8OOGEE9z7778fFkv8+ma7I488MnmuXXzxxe7zzz8Pi5WlZ5991u25557+vW+xxRbur3/9a7Wfn3vvvdfXSFROtbgHH3wwLBILBEiZ0wdXH+DorvCII45w7777blisCt1B/d///V/yDqp169bu8ccfD4uVt/vvr5hIqImDmkCoi8DHHzt3000V39fxOkIXQN1IRE1UukDqRiOVJ5980t996zGNGzd2t956qz+3ypGCVIEa1eAVtJ999llYrAoNXLnqqqtcgwYN/OM6dOgQu+ZjAqRM6YOqD6w+uFE1+oknngiL1Uo1lEsuuSQZPp06dfIdgmVDgdC9u3Pt2ukXFh5VW41zJ5/sXIsWFUuZaAa6vq7uQ64+k8Tv2F1zTeoO+BhR04tuIPT31w2FbiwyCQGFzw033ODvxvUce+yxh3vmmWfCYrGlpjs14UV9iAceeKBv4stE5eZjDUZQ87EGuMQBAVKGVI3WBzWqRusDXF01Ol2qsfz6179ONkmoY7C65q/Y0AVeF/pNN018AhIfgY4dnVu3LiyVmXnznGvVquL5ttsu9kud6Eah8t9cNxLZ/M11N37uuecmm7+OO+64xK9sXlgsNjQc9+677078yVv597Nd4m/+97//PSyWkeeff75K87EGumTzuS0EAqSM6AN5/PHHJ6vR+sCmqkZnItu70ZKgD7ku8LrQ64KfuAi4XI3NT9yNJm5HXeJ2tOL5E3ejvhYTI2GtUyGSy1rn9OnTE3nd0T+37tr/8Ic/+Lv4OHnjjfdchw5H+PewaeImRMOYNZw5F/R5GjlyZLL5uNRHtBEgZUAfwCuvvLJKNVof1HzQHZE6BqMmiXTbw4tOF3Jd0HVh1wVeF/p8XbjUsXzCCRU/KxHkrkcP9UCHpUpKdf1e0cihfHj44Yf9Xbt+loaRP/DAEyU/yW7JktXu6qufdbvvfo1r1uxA1717d/exmkHzQEGugS6VR7TlMshzhQCJMX3g7rrrLv8BjKrR+mAWQrojcopONTBdwHUh1wU9UUPzF/hCULAmAtb/3ETgJpK3ojO+xOgGIBo5VMiRd19//bX785//nLgYt3Hbb3+WO/30R92MGYvDYkW3Zs03bvToNxK1jjvcfvuN9K/zjTcK0/ym5mMNfNHfJmo+LqURbQRITL366qvu5z//ebIarQ9irqrRmahpTkDR6QKoC7Yu3LqA60L+7LNhqfxTE1/izt4P+9Xr0OTDPN7ZZyIcOVSsuT+LFn2WqEE/7tq2Hen/6S7/009LY2mdyZPnuS5d7vfB0anTvW7ChNk5a/HMhAbARCPaVEvUPJNSaD4mQGJGVebTTjvNz2jVP/1/vqrRmdCs5KhJQh2L6mAsWpOELtAaEaULti7ciQ9btaOsCkkd0Im7Rz+aS6/r17/W7WVYqiDCkUO6Ach05FA+vPnmp+6MMx71F+tf/nK0GzXqdX/3Xwxz5ixz5547wb+W9u1HuREjprjVq/NfK6tNdSPaNGCmmAiQmFDtQrUM1TZ08qj2oVpIKYnWRYpe4/777+/+/e9/h8XyZmHigjwnUd33F2hdqHXBzmLkUF6oHbtTp+9f4yWXFOw1KtDvueee5MghTWArtfXPdM/x+OOzE/l6r7946+7/6acL01wky5f/1w0c+IL72c9u8z//8ssnJW7QVobFiioc0aaBM8VqPiZAYqByh6M+/Or3yObuftWqVW7atGm+7Xvs2LH++fQz9PVrr73mVq7M7gOjlVnVwajXq1rS6aef7hYuXBgWy5mow7F54oI8OPEzv9UFugQ7HKvQxEw1Z31XS3o3zyPaFOTREhq5HjmUD7rbv+WWqf7uXxfyHj3+4WbPXhoWy5l169a7++5703XseKf/eb/5zcNu6tT8nbO5oIEyGjATNR9rIE2hm48JkBKWqxNk5syZbtiwYe7oo49O3n2m+qeO+aOOOsqPRbfOjn3llVcSd3I/88+32WabuWuvvdZ3nOZKOORRI4f+HacZ8+qnuf5699bmm7tuidevOQC5HtGm4FaAR4v4nXrqqT7g42LhwlWub9+n/EVdtYJrr/2XryXk0ssvf+ROOOEh/zMOPvjuxM3ULLd+vf0GrdA0/6RYzccESAmqroqa6aQr7c0wZMgQ16ZNmyrBsP322/tg0B17//79/QVYNRD9V19rMbzOnTu7nXbaqcrjdIL+6U9/yvh16ES+8847kyPF9PNV68lWOa3Z9dWSJa7POeck/96alazZydlQUCuwFdx6TgX5yy+/HBaLjddeW+hOPvlhf5FXLUG1BdUaIvr+oYfe7d5/v+bmQJWp7MMPV7iLL37Sf3///W9PfF5eTtS+c3eDU0jFauImQEpILjrJdMd54YUXJjtIGzZs6Lp27erbvhctWhQWr5VG5DzwwAN+z5Af/ehH/vm01MJJJ53kZsyYERavlZrNNGksel2aTJbpc0jlZR+KOXIoH1TTi0a0aX0kdXRbNvpSQCuo9TwtWrTwAV6oO9J8Uq1g7NhZ7pBD7vYX/bPPfix5TF8/8sg7/ns1vdXKAfL664t8aOh755//z1qDJ040oEbNx4UaZEOAlIjKw/QsC89pE59+/folL9CawaqhflpiOxd0h3P//fcn29H1T3saZBpKqsEce+yxyQA477zz0potHy48V877llTeZ0Mrtir806FArjzL+/e//70P7nKjWsKNN77qawyRKBx69pzgg6Q6lQPkvfeWuYsuesL9618fVCpRPtR8HA3zVy1UtZNcNh9HCJAiCycKWZa+1h4DUVOVLjxqksokfDL19NNPu/bt2/ufp+ajW265JSySkhbU23333f1zqMZ144031tgEpQtoOSx9nQkFtvaKiJokFNw1jWhTACuIoyYwBfTcuXPDYmUtCocFC1YmPk9j3LJl/7vHRtiEVe4KMdGYACmS6pYqsGy+o1rGxhtv7C8emqVq6WS30Mk5evTo5Gq/umhlutieQk7hEz3HLrvs4pcAj1TefEcX0rhvvmOhDm91fOt3EI5oW7dunR8cseWWW/rjCuTJkycHz1A3VA6HMWNmuCuv/N8Vf+tagER0TQibj3O11BEBUgSqTmo3QP0xrYulaRfBnj17+udo3rx5zkfvpEvLTh922GH+deywww5+M6FMqcZ10UUX+T219TwaeaYNieI6cigf1AFeeUSb+qUqN3kqiPNZ6yx1lcNBfSWakPjKK1XPmboaIBE1H2sVZJ0zuuHMxVpeBEiB6U4guqO2LtesC0V0V9q2bdusT4JsKcw0gksXfAXj1KlTwyJpUQ0sCqPovcV55FCuRSPamjVr5n8/GtCg4M20ybMcheEwd+4yd/zxD7n//vf7ZfrDMnWVmo+j7R7UrJUNAqTA1NavP9yoUaPCQ2mLJulpB7NS6iRVe6tqEY0aNTKHiGyzzTa+s7wcRg7lgwZGnHXWWe6FF14ID9VZ1YXDyJHT3PDh3/cbVVemrtJNqG74VKvNBgFSYOqz0MXf2pmluRhReKxevTo8XHTjx4/3IaKaiKU5S/bdd1/fsQ6kq7pwWLt2vevadaxf10qqK1OXKUAOOuig8NsZIUAKLJsA0fh+PVYzrpctq/hQlCLVRHRyqk8k0451IUCQqZrCYebMT92ZZ473/SI1lamrCJAYsgaI+jm22mor3zw0Z86c8HDJUZ+I3qdGZ2WKAEGmaguHv/71FffQQzNrLVMXESAxZA2QqHP5jjvuCA+VJHWsR68503kiBAgyVVs4qCO9W7dxtZapiwiQGLIEyCOPPOIf06VLl/BQSdMQXy10qMmGmcxYJ0CA/CNAYijTANESJepL0CSgOM4u1mgzvV+tx5UuAgTIPwIkhjINkOgC3Ldv3/BQLGgorpY90cma7uxXAgTIPwIkhjIJEF18tcaV5kQsXrw4PBwbWjtL71mr+KaDAAHyjwCJoUwCZOLEib5sjx49wkOxozWtNHM6nf1ECBAg/wiQGMokQLRwnspqm9m401Lwei+aCJkKAYJsjRv3tuvc+T731VffL2WCqgiQGEo3QLSctzZx0mKL5UCr6Go0ljY6SrVECQGCbA0c+IIftqtdB1E9AiSG0g2QSZMm+XJafLFcaAVZvadUG0ERIMgWAZIaARJD6QaItjNVuaeeeio8FFvaHlfvSasQ14YAQbYIkNQIkBhKN0C0Zas2m7LsiV2qNLFQJ632+qgNAYJsESCpESAxlG6AaN0r7TBXbjQpUtvT1oYAQbYIkNQIkBhKJ0CWLl3qy2j3sHIT7TS4cuXK8FASAYJsESCpESAxlE6AaC9wlYnr7PPaaB94vbdp06aFh5IIEGSLAEmNAImhdAIkGoE1ePDg8FDsDRo0yL83zU6vCQGCbBEgqREgMZROgIwbN86XyXQZ9DgYMWKEf29aYbgmBAiyRYCkRoDEUDoBMmbMGF8mLnt/ZGL06NH+vek91oQAQbYIkNQIkBhKJ0CogRAgyA4BkhoBEkPpBAh9IAQIskOApEaAxFA6AcIoLAIE2SFAUiNAYiidAGEeCAGC7BAgqREgMZROgAgz0QkQ2BEgqREgMZRugLAWFgECu2uvfcbtvfewRIAsDw/hOwRIDKUbIKzGS4DA7rLLhromTTq4efMWhIfwHQIkhtINEPYDIUBgd9555/lzbc6cOeEhfIcAiaF0A4QdCQkQ2BEgqREgMZRugAh7ogM2BEhqBEgMZRIgEydO9GV79OgRHoqddu3auQ022MDNmzcvPPQ/CBBkiwBJjQCJoUwCRE09bdq0cQ0aNHCLFy8OD8eGZp3rPZ900knhoWoRIMgWAZIaARJDmQSIjBo1ypeP66x0hWD79u39yTp9+vTwcLUIEGSLAEmNAImhTANkzZo1fvJd/fr13dy5c8PDJS8KwK5du4aHakSAIFsESGqlEyAzZjinC0TLls5ttFHFf085xbk07zjrkkwDRLRyrR7TpUuX8FBJ08TBJk2a+NFXixYtCg/XiABBtgiQ1EojQB56yLlmzZwbNsy5jz5ybu1a5xYscG74cOeaN684jiRLgMhhhx3mHxeXPULWr1+ffM2ZLktPgCBbBEhqxQ+Q995zrmlT5956KzxSQd9P3IH6cvCsAfLxxx/79bEaNWoUiw9F//79/fs89thjw0MpESDIFgGSWvED5PzzdaUIv1uVjqscPGuAyNixY/1jW7du7ZYtWxYeLhl33XWXPznVd7N8eeZrEREgyBYBklrxAyRxIXMzZ4bfrUq1EJWDl02AiCbi6fEdOnRwq1evDg8X3fjx492GG26YqJg2dbNnzw4Pp4UAQbYIkNSKHyANGmjNjfC7VX31lXMNG4bfrbOGDx/uT+wHH3wwPJS27t27J0Nk1apV4eGiUc1D4aFmtqlTp4aH06Zl7LWMC2B19tlnEyApKEB++ctfht/OCAFSQKp16MKoE1t36E8++WRYJC3ffPONO/XUU/3ztG3b1vePFJM6zNXnoRNS78saHmru0o6Feh4FEWCluUf6fOi/6c4/qivmz5/vJ/Xq95Nqb55UsguQbJuwFD4l3JafKzqBDzzwQP8H03yOnXbaye/1oa+1N4alqUcX7Z49e/rnaN68uXvuuefCIgWhobrRaCv1eVjeiwJx5MiRfsivnme77bbzTX2A1axZs9wvfvELfz7Vq1fPnXvuue6zzz4Li9Up2lvo6quv9itb6Pey1157+VUispFdgPTq5dyAAeF3q6qtEz1xF524omrzC+e++CI8Gns6YXXi6gTWH+z4449PrgX19ttvu8MPP9x/X2HSp08ft2LFiuAZUtOFduONN/Y/o3fv3olfY2F+j5phPnr0aNe4cWP/HjTaytJhruDTiazn0HyR66+/3q3VUHAgB5599lm3xx57+PNL/Wo33HBDnTy/7r33Xl/b0O/hJz/5id+bJxeyCxDdbWqYbqphvDW1Qz7/vEvcbiZeReJltGrl3N1368oUloodnaA6UXXC6g+mE1gncnUmTJjgl2xXOTX/3Hbbbb52kYkpU6b4NbP0HNtuu63vi9Bdfb7oriVqItBFP9N5HqJq9Iknnpi8QzznnHPckiVLwmJA1vRZ0I1WVMPdeeed3RNPPBEWK0u6NkSf1U022cQ3NWtrhVzJLkDk/vsrJhJq4qAmECrd1SZ/000V39fx2qgZ65prnNt004og2X9/5/7977BUbOjE1AmqP5juzm+99daUF3MtVzJkyBB/Mdbj9t5770S2Ph8Wq5Weo1+/fr6JTM+hUNKHxlKrqY72J9GS7FpVV8+vf926dctohrmoGn3VVVclq9HaujfVBlNALnz++ee+lh41Hx9xxBHu3XffDYuVBX0uzzjjDN+fGH1WP9JE7xzLPkDkP/9x7uSTnWvRomIpE81A19eZXBgUPmrSUogk3rQ7/XTnFi4MS5UsnYg6IfXH0gl68cUX+xM2E+pP0OgRLXuu51FHl+7UM7Ew8Tu78MILk0HSsGFDvw7VPffck/HFXjUCVXW1k2DU+a/Xptc1Q8vXZEivIapGq6aUzUg0wOqdd95xnTp1Sn5WNXDD0vxainQjOWjQID8SUu9Pg2xeeumlsFjO5CZAcumVV5z72c8qgmSzzZy79lrnvv46LFUyopFD0V2N+jXUv5GN119/3Q/R1fPpTl0dX7pzz8Qnn3ziazVR01b0TzsCHnXUUf41qzqrzms1eem/+lp9MZ07d/Yd/ZUfp45tzUFJZz+PkKrRUc1F1egBAwbktBoNWFRuPlbzlj4DqVoLSpnWzNNAFr2fFombeS17lGr3z2yVXoCI3vSdd1YsyqggSVz03NixYami0omm/gr1W+gPphNRJ2Qu6e5fHV56/h//+Me+I8xi5syZbtiwYe7oo492rVq1qhIMNf1rmfjdK2iGDh1qbmIKq9EaerxANU2gRKi/Uud41HysAR2ZNh8X21tvveUOPvhg//o1oOaKK65wK1euDIvlRWEDZNYs53r3Tn9tLE2S+/3vK0ZqKUg6dqxY+bfIdIKpn0J/MJ14OgHzNbJDd+qqGejOXT9PHWLWeRYRTT6cNm2aHwGl5VFUA9EcFX2t7XOzPfm+TtQYBw4cmKhAbuZfs6rRL7/8clgMKBlqPtZAjqj5WAM8Mm0+LrSlS5e6Xr16+TlTes26QXwv3WtrjhQ2QFSrUBAkUtL97nfOpXuh0j4YWpRPj61XT+sUaIxsWCrvKk/A0Ymm/gqdeIWgDjB1hOln647+t7/9bcZ9GoUwbty4glejgVxRbbty87EGfGTafJxv69at8ytabLnllv517rrrrlnP57AqbIDIo486t+OOFWGgzvbRozUrLixVvWee0ToX/rGvJH5542+8MW93/pWFI4d0gqmfohjUIbbffvv516GOMnWYqeOs2N58802/rk7lanQpLbMCZEIDPDTQQ+ezBn5Ym49zbdKkScl+Ta3OffPNN/tAKZbCB4jogveXv7jEFbAiSBIXRPfii2Gp6n3zjVt7yy1ucOPGrn7isbvssoubOHFiWCpnwgk4pTBySPNENIlPM9D1unTHrw60YlA1WjPio8mSxxxzTCx3TgRCaj7WgI+o+VgDQTQgpBi0ppc2lNPrUJPVBRdcUBIrchcnQCJqgvntbyuG7SpItKthmmOVV33+ubvooouS7X/q8LUso1GTcAJOKY4cUl/F7373O3/Hr9epjjR1qBWC7nrUMR9Vo3fbbTc3efLksBgQexr4Ubn5WANDCtV8rM943759k5/xQw45xA+KKRXFDZCIOoUTF2sfIomLtV/+JM2Ltda8idZi0i/5sssuy2ryXDhyKF8TcHJJHWfqQIvuTs4//3xfM8gX1fgqV6NHjBhR1Go0UAhqPtaAEJ33aj7WQBENGMkHtTKMGjXKNWvWzP+8HXfc0W+VUGpKI0AiY8Y49+MfVwTJT36icaxhiRr94x//SM5d0NDa22+/PaMlQQo9AScf1JGmDjW9ftUMbrrpppxe2FWN1hyRKKg0YbEUqtFAoWhAiAaGaICIPgdqPtbAkVx68cUX/Z44UVANHjy4JPo5q1NaASIa8XD11RVLxStItF59mh3W0ZIg0azpffbZx/3rX/8Ki/2PYkzAyRcFhjrWVDPQ+1FN4amnngqLZUQ1ussvvzxZjT700EN9zQ+oqzRARANFos+EBpBoIEk2PvzwQ3fKKaf459MoT60AoQnBpaz0AiTywQfO/eY3FSGS+GW6s892q9McMrt48WJ31llnJcd0/ybxPB/o+QL6g4cTcMpl5JBqBupoi/qI1AGX6eY6YTVaNbzHHnssLAbUWRowooEjUa1c8zIybT7WzqJax07LDul5DjjgAD8fKw5KN0AiqkHsvbd7JvGLPS5Rs1ANI93qnCbLacct/VH0x9FSHPpjhRNwynnkkDrc1PEWhaQ65NKZKPjCCy/4Gpwepxrdddddl/bvHahrNIBEA0n0eVHzseZppNN8fN9997ltttnGP07/HaNm/Bgp/QCRxJ3w1Ntuc80rLRuiPo90aRXZaEkQLbEezZDWH7xYE3AK7dFHH/UdcXrfGv6rYcDV9RGppnbyySf7clE1WjU6ALVTYGhASeXmY83bqI5ubqMNryrf3MZNPALkO2qL12J/0cKFGn2V7sKFCpxo3SrdiRd7Ak4xqAbxl7/8JTlQQB116rATnbw6iaNqtE5uneQAMqPmYw0wiVo4NPAkaj4Om9d1s1Zd83pcxCpAIprvoa1g9QfQH0nzQWpaOl0zxqNmLJXVejda8rwuU8eclkKJTmKFRbTIoqrRqlYDyI6ajzXgJLpp1bbWlQf4qJk47mIZIJEnn3zSz0TXH0SbN2lnvHA5Zi1fruPqLC+lCTilQB110WRJhas68uJYjQZKmeZvRP0cCpBMpxiUslgHiGgtrBtvvDG5fezuu+/untGaWd+JOpC1ox6qp+AlXIH8UfOx5nN8VoRFYPMp9gES0R/mvPPOS67JdNxxx/nNj6KmLgIEAHKrbAIkoq1WO3bs6END27pGI48IEADIrbILkIg2Sor6PwgQAMi9sg0Q0UJnO++8MwECAHlQ1gEi9IEAQH4QIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgUvYBst9++/kAWb16dXgIAJCFsg2QRYsWuTPOOMOHh/7ts88+7oUXXgiLAQCMyi5A1qxZ4wYNGuQaNWrkg2OPPfZwBx98sNtggw3816eccor78MMPw4cBADJUVgHyyCOPuB122MEHRYsWLdwdd9zhvv32W3/stddec7/4xS/8sYYNG7p+/frRrAUAWSiLAHnzzTd9LUPhsPHGG7srrrjCrVq1Kizm3XfffW6bbbbxZfVffQ0AyFysA2Tp0qWuV69ebsMNN/SBcMwxx7j33nsvLPY/VPP405/+5GsiepxqJtOmTQuLAQBqEcsAWbdunRs+fLjbcsstfQDsuuuu7umnnw6LpfTBBx+4k08+2T+H+kjOPPNMt3jx4rAYAKAasQuQSZMmuTZt2viL/lZbbeVuvvlmHyjZ0OgsjdLSc/7oRz9y1113ne+MBwDULDYBMmfOHNe5c2d/kVeT1QUXXOCWLVsWFjNbv369GzVqlGvWrJn/GTvttJN77LHHwmIAgO+UfICsXLnS9e3b13eO68J+yCGHuJkzZ4bFcmbFihXu8ssvT/68Qw891M2aNSssBgB1XskGSFgj2HHHHd348ePDYnkT1nguvPDCnNZ4ACDuSjJAXnzxRbfvvvsm+yQGDx5ctD6JiRMnul122SXZ5zJixIis+1wAoByUVIBohrhmilceFfXJJ5+ExQpOgTFs2LDkqK/ddtvNTZ48OSwGAHVKSQSI5mVoZng0L+OAAw7wM8dLjead9OzZ09WrV8+/Ts07mTt3blgMAOqEogdIODN8zJgxYZGMqeNdAfTcc8+5hx9+2N11111u7Nix/mtNGKxplnq6NPP9oIMO8q+5fv36tc58B4ByVbQA0YW88tpUmhluXZvqjTfecEOHDnVHHXWUa9mypX/OVP9atWrljj76aN80ZR3VNW7cuCprb915553JtbcAoNwVPEA00/uss85Kro6rmeCaEZ6pefPm+dDZbrvtqgSD5m9o9FSfPn1c//793ciRI30NRP/V15deeqkPmu23377K4zQ5cciQIRn3uXz99ddu4MCBbrPNNvPP07ZtW/fyyy+HxQCg7BQsQDSKSjO8NapKF1rr/hwzZsxwJ510UjKA9HzqbH/ggQfckiVLwuK10p4h99xzj+vatWuy/0VNUhqyu3DhwrB4rfRcp59+uvvhD3/on+fUU091CxYsCIsBQNkoSIBoRrdqBrqwal7H7bff7ud5ZEIX6G7duiVrDO3atXP3339/zraq1QTCv/3tb+6nP/1pMkjUsZ/p8OEpU6b416bn2GSTTdyAAQPcV199FRYDgNjLa4BoBrdmcutiqpndl112mb9QZ+qWW25xm2++uX+e9u3bmxZOTNc333zjm7y23XbbZNOWQiFTqtlsvfXW/jn0XA8++GBYBABiLS8BohnbagaKlllXn4Nmdmdq+fLl7thjj/XP0bhxYzd69OiCdVJ/8cUXrnfv3n7IrsJPtZNMffnll+6qq65yDRo08O/hV7/6le/wB4BykPMAueSSS9wWW2zhL5iawa2Z3BazZ89OjnA67LDD3KeffhoWKQgN/W3evLl/HZoDkmnTm8yfP9+deOKJ/jkUSB06dPBDjQEgznIaILq4qhN5o4028sNjrUt+TJ061TVt2tQ/l0ZOWS7aufTxxx/70VUKAHWOq5nLQmEUzXnRiC8AiLOcBogurLo4apKdlcKjUaNGvvlLfRGlQhMFVXPQ++vevXt4OG3qz9FzaIIjAMRZXgJETU4WarZSzUPhUciVd9OliY5RiGgOioX6UggQAOWgZAJEHebq81CzVSnVPEIaINC6dWv/PrU8SqYIEADlomQCJBptpT6PUqcRZWpm0/Lu6h/JBAECoFyURIBE/QJ6XLE7zNN1xx13mN4rAQKgXBQ9QDTDXJMEmzRpUrShulZdunTx7/eRRx4JD9WIAAFQLooeIFqHSo/R9rVxo71AtOSJ+m7SXfKEAAFQLooaINOnT/ed5lqepFAzzHOtb9++GQUgAQKgXBQ1QLSqrsrnc22rfNPy9FqqRGtmpROCBAiAclG0ANF+HlqSXSvXxl2PHj38+05n2RYCBEC5KFqAaCKeympJ9rjT9rl6L9oPJBUCBEC5KEqAqKlHOwJq9FW57JWhfUS0uVWq/UkIEADloigBoiXNVU47CZaLP/zhD/49TZo0KTxUBQECoFwUJUCGDh3qy2kb2nLx1FNP+ff0xz/+MTxUBQECoFwUJUCOPPJIP3w3bhMHa6PNo7SMvTaNqg0BAqBcFCVAtNWrJt+Vm913392vj1UbAgRAuSh4gGgnPtU+VAspN8cdd5x//0uXLg0PJREgAMpFwQNk2rRpvsyll14aHoq9aFb6lClTwkNJBAiAclHwANGsc5UZNGhQeCj2Bg8e7N9bbSOxCBAA5aLgAaKVa1VmxIgR4aHYi5alHzduXHgoiQABUC4KHiBjxozxZUaPHh0eir1ojxC9x5oQIADKRcEDhBoIAQKgPBQ8QOgDIUAAlIeCBwijsAgQAOWh4AHCPBACBEB5KHiACDPRCRAA8VeUAGEtLAIEQPwVJUBYjZcAARB/RQkQ9gMhQADEX1EChB0JCRAA8VeUABH2RCdAAMRb0QJk3rx5boMNNnDt2rULD8VOjx49/PueOHFieOh/ECAAykXRAkROOukkX16z0+Nq8eLFrkGDBq5Nmza+aS4VAgRAuShqgEyfPt0P523fvn1aF99SFM0+HzVqVHioWgQIgHJR1ACRrl27ZnQBLiVz58519evX95Mi16xZEx6uFgECoFwUPUAWLVrkR2M1adIkdhMLu3Tp4t+vVhhOFwECoFwUPUAkWgZdj1u/fn14uCRFe39k+l4JEADloiQCRI499lj/2P79+4eHSs6cOXNco0aN/LpXH3/8cXi4VgQIgHJRMgGyfPly35egTvW77rorPFwyli1b5lq3bu3f59ixY8PDKREgAMpFyQSIzJ492zVt2tRtuOGGbvz48eHholu9erXr0KGDf4+aCGlBgAAoF3kJkD333DM8lLapU6f65iGFSCnVRFatWpUMj+7du4eH0xbNwL/33nvDQwAQKzkNEM3lqFevnr9A6mKrRRMtFCKqiag5S30ixe5YVz9H27Zt/fs69dRTfVBmSk1fF154YfL3o054AIiznAaIzJo1y5144on+IqmlSs4++2zT8Fw1Z6lPJGoSszxHLjz33HOuefPm/nX07Nkz4zBbt26dGzFihO9w13Noxvq4cePCYgAQOzkPkMjzzz/v9tprL3/R1DwP7QGydu3asFit1LEejc5q3LixGz16dMFmrH/xxReud+/evsaw8cYb+76LTE2ePNnttttu/vVvueWWbvjw4T5QAKAc5C1ARE09I0eO9M1RuohqyfMJEyaExVLSPBGFkJ5Dy57kc+0svWb1vWy77bbJGsOUKVPCYrXSDPVjjjnGP159Ob169ap1n3QAiKO8BkhENYlLL73Ub/mqi+rhhx/u3n777bBYrTRjvVu3bv7x+qdVfLUUfKr9N9K1YsUKX8tQyOn5tURJv3790l6iRNTRfsUVV/gai57joIMOcm+++WZYDADKQkECJPLuu++6I444wl9cFSYXX3yx+/zzz8NitZoxY4ZfxVf9K3oebeKknQ21Pe6SJUvC4rVSKN1zzz1+Pa6GDRsmg0Od3QsXLgyL10jNauoUb9GihX8O9d3QzwGg3BU0QCJPPPGE23nnnZN9G7rzz3Rkk/YT0ZDY7bbbLlkr0b+ddtrJde7c2fXp08eP4FITmpqk9F99rZrQUUcd5XdErPw4NVUNGTLEffLJJ+GPqtVLL72UHKGl4ccDBw50X3/9dVgMAMpOUQJE1KF+ww03uC222MJffPfYYw/37LPPhsXSouHC6qRXMLRs2bJKMNT0r1WrVu7oo492w4YNczNnzgyfMqWPPvoo2aSm4cZnnHGGr9EAQF1RtACJfPbZZ+7cc89Nzo84/vjjfe0iGytXrvTbzGoIrmZ8qwaiZUf09bRp03xfhZX2cB8wYIDbZJNN/OtVX0ymnewAUA6KHiARbS514IEH+ouy+iGuvPJKP5S2lDz44IPJ0Vlbb701s8kB1GklEyCRv//978l+DTUzqfZQqLkfNVETWbSMibavveqqq9yXX34ZFgOAOqXkAkQ0NPfPf/6z23TTTf1F++c//7l79dVXw2J5p9nv55xzTnLEl2bYz58/PywGAHVSSQZIRGtQnXbaab6TWv/0/5nuv2GhDn51ykeTFzWjXjPrAQDfK+kAiaj2oVqILuaqlah2kqsJhCHNlI8mE2qbXQ3/zXSIMQDUBbEIEFE/iPpDomG66ifJ5Z4a77zzjuvUqZN/bk1y1HwRzaAHAFQvNgES0cgsjdDSSC1d7Dt27OhHcFlpJrwWTYyWWdFMec2YBwDULnYBEtFcEc0Z0UVfc0g0l0RzStKlZinNgFczlZ5DM+M1Qx4AkJ7YBkhEs9c1i10hoFntmt2eatl4y2MAAFXFPkBEtYlbb73Vr6tVW23i/fffz6rWAgD4XlkESET9GVrhN+zPCPtNNOM9m34TAECZBUhEe41ozxGFhTZ00iq50cgtzXQHAGSvLAMkojkd6uPQJMR8zh0BgLqorANE1D+i1XkBALlV9gECAMgPAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJv8PwAZShJDSD6AAAAAASUVORK5CYII=)
PN: 4H17-1-28
CAS: 102156-42-3
Molecule Weight: 309.409
Formula: C20H23NO2
TSCA: Not listed on TSCA inventory