| Product Number | 4H56-1-0D2 |
| CAS | 898405-24-8 |
| MDL Number | MFCD04115431 |
| Molecular Formula | C13H11NO2 |
| Molecular Weight | 213.236 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-0D2
CAS: 898405-24-8
Molecule Weight: 213.236
Formula: C13H11NO2
![1-[6-(2-Methoxyphenyl)pyridin-3-yl]ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABQ8AAAUPAFikBv8AAACP3pUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrxQfOiUKqqNVKK7VbaduV9q5ywEmRAq6AnN5+xxCSQFLIaezx/w22Z+zMHg7ZBnaqKFOdR0RQTkDlsU7SfB2Rv+8/rZA8zGcxilCYlxH5rKqvKWP7/Z7GnyqTB53TWGekGZ8eyrSj2TtUF2tmcy7Yv5fnt5qx0rysZB4rpMp0WtbOZx3Lqp7FN49gmSx2ac4aOcuKXRPtw+bmw+mhTMhlLY84tkAUVulGwUoXmaxgZ3OKH/4D1ipXhaxUAssjuh3q4trns5cnHW8zlVfYNBHSWG7eqmIboyPTGxVvMRg2fj1FJBMIyEpni6KQRzAt45YCpA3SAemC9ED6IAOQIcgJSMHxi+MCBQIVAiUCNQJFIsC93yjz8Pfjl8IVwCs83n3/rn9fcfvsiNjU9wMXBHUcJ2jNydkdw4XjqzXWyWudRBbuAMcJnm3rb3UeWhetj/7QbfsEjjgJqw3KaRDwGnaEsQ7lIa+D+raxCE2u++14X9/2T/F64XtdQT2Xm/Sxczrms6XOk6smpElEloLUefqjVqV9ShUBXSSqwOo3AYz0GrC7gEnsMOB0AVMGZ2BxD3C7gCmaYcDrAqbEhgG/C5iCHAaCLmDKdxgIbxY9Aky6gDkdw9sqeJeoD9PwM0Q/2fXhG2F6+W4O6wjTS3lzuEeYXtaby2CE8W63YAzx70zNG9npXvab+2mECe8wlyKzLwy7OpasvVGxeXPbsqurmOEf0Pw/vV3sR6QpuH4AADWPSURBVHhe7d0HuBTV/cbxCIKCBQsaoyYaFexAAoK9RdEIRAmgJhaMFMWGBo0FjUTEiAqKFSwoGImaKNYoWLA37CgIig1FEEENCDZy/ved+59h72HvvbO/nd27O/v9PM8+4p2zZfbePe/OzDm/8xMHAIDBT/wfAAAQBwECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIIUwfbpzAwY4t/XWzq2xhnPNmzvXurVzxx9fvQ0AUoAASdrFFzvXuHHVO/uT7DdtGz7cvxcAlB0CJElXXFEdEqus4lyfPs69+KJzixc79803zr30knN9+1ZvU5tRo/x7A0BZIUCS8vHHzjVtWh0OY8f6W1fQNrVR2zlz/K0AUDYIkKScc051MPTs6W9ZWY8e1W0HD/a3AEDZIECSstNO1aEwaZK/ZWUPP1zdtlMnfwsAlA0CJCnrrlsdCgsX+ltWtmBBddv11/e3AEDZIECSsuqq1aHwww/+lpV9/311W90HAMoUAZIUjkAAVBgCJCnhNZDJk/0tK9N1ErXt2NHfAgBlgwBJytlnV4dCr17+lpVppJbaauQWAJQpAiQpH33kXJMm1cEwfry/dYVx46rbaB6I5o4AQJkiQJJ02WXV4aDZ5v36Vc8+1yz0pUudmzrVuf79V8xEHznSvzcAlBUCJGkXXuhco0bVIZHtpm3Dhvn3AoCyQ4AUwltvVVfebdWquhJvs2bV/z7uuOptAJACBAgAwIQAAQCYECAAABMCBABgQoAAAEwIkCR9+61zn3/u/7SmH390bu5c/6cAUHYIkCR161Y9G33mTH/LCieeWD2ZcMoUfwsAlBUCJEnbbVc9WfCRR/wtKxx4YHWbm27ytwBAWSFAkkSAAKggBEiSCBAAFYQASRIBAqCCECBJIkAAVBACJEkECIAKQoAkiQABUEEIkCQRIAAqCAGSJAIEQAUhQJJEgACoIARIkggQABWEAEkSAQKgghAgSSJAAFQQAiRJBAiACkKAJIkAAVBBCJAkESAAKggBkiQCBEAFIUASNLUqQJ6sCodFdQTItKoAUZvPCBAAZY4ASdAJVQHSrSocXq8jQM6vChC1eYQAAVDmCJAEbVcVID9RONQRIAdWBYja3ESAAChzBEiCCBAAlYQASRABAqCSECAJIkAAVBICJEEECIBKQoAkiAABUEkIkAQRIAAqCQGSIAIEQCUhQBJEgACoJARIgggQAJWEAEkQAQKgPrNnz3annXaaa9OmjVtnnXXcaqut5jbbbDO36667ur/+9a/urbfeqtFe/YVudYnTphCK/4wpRoAAqMuIESPcqquuGnX4td0yZfuZL06bQij+M6YYAQKgNpdffnnw2V9llVVc79693ZNPPum+/PJL9+2337oPP/zQPffcc+6CCy5w22+/fY37xQmHOG0KofjPmGIECIBsPvroI9ekSZPgs/+Pf/zD31ynOOEQp00hFP8ZU4wAAZDNWWedFXzujzjiCH9TveKEQ5w2hVD8Z0wxAgRANjvttFPwuX/sscf8TfWKEw5x2hRC8Z8xxbIFyPjx42uMqiBAkrNkyRJ39dVXu6+//trfBJSU9dZbL/jcL1y40N9UrzAc4tyKrfjPmGKZAfLGG2+4Tp06Bf/fuHFjN3ToULds2TICJCF33323a9myZfBerrvuuu7222/3mwAlIxx59cMPP/ib6uWHRF23Yiv+M6ZYGCBdu3YNQkP/btSoUfTL3XzzzV27du2CfxMgNtOmTXP77rtv9J6G77Nue+65p3v11Vf9uwANLokjkLrEaVMIxX/GlNI3i4022ij6RerWvXt3995777lx48a5jTfeuMa2888/338I1OGLL75wAwYMiL7JNW3a1J155plu3rx57txzz3Wrr756FCh9+/Z1n3/+uf8QQIMp5jWQe+65x/Xo0cNtuummbs0113Rt27Z1V111lfvxxx+9e+Wv7leFWB5++GG3zTbbRL/ELbfccqU/lMWLF7vBgwdHRyT6b79+/dyCBQtqtENNCuZRo0YFp6nC9/fggw8OgjnTBx984Hr16hW1adGihbvsssvc999/X6Md0BDCUVhHHnmkv6leuQbIQQcdFHxpnTlzplu6dGlw1L7ffvu5gQMHevfKX92vCnXSL6hLly7RL09lCY477rg6k16ThcJrI+F9NDuVjm5lkydPdttuu230XmmC1aOPPuo3q+GJJ56IThPq1rp1a/fAAw/4zYCiCueBaBLhP//5T39znXINkGzmzJnj1l57bf/Heav9GVGrr776yg0aNCg4jaJfmk6rnHzyyW7RokV+01pNmTIlqIUT/uK33npr95///MdvVpFmzZrlunXrFr03On+s0VZxL0AqwK+//nq3wQYbRI9xwAEHuBkzZvhNgUTpb++OO+5w999/v78pOCLW36JC5E9/+pN76qmnghGE3333XRAw+nKpwTY77LBDjfvVFw5SX5vPPvss+BwlrfZnxEqWL1/ubrjhhhod0/777++mT5/uN41Ff2yjR4+ORhPp9tvf/ta98847ftOKoA/TGWecUSOYTzrpJNOFR1GZCBWtC2cA6786jNfPgaTp6Fidv/7W1Edkc/HFF9cY+FHbLVO2n/lqa6M+RmdKNLBHX3qTtvIzIivVrfnVr34V/aJatWrl7rvvPr+ZiTq0U089tUZHp46vUjo6BfONN97oNtxww+j91Tnbt99+229qokBWMIePrcC+7rrr6jzVCMSl63GHHHJI9Pel63V1jbJ89913g8/7jjvuGJxWUjXeX/ziF2633XYLBtf4f/e1hUOmbG3Cn+mm5yrEfKm6XxWCImeHHXZY9IvQL/ySSy4JDjuTplMs4TyRsKMbM2ZMqju6p59+2v3617+O9nmrrbZy9957r98sETpFqFOF4XPpFOLjjz/uNwNi+e9//xtcHFcA6O9JR8zHH398MGKwVOjaqi6i60zJUUcd5W/OGwFSi2+++Saozd+sWbPgj0Ojpvr06ePmz5/vN02cLvrq4m/Y0WkYnq6ZpInO+R5++OE1glmH94UI5kz6QI0cOTIYvBA+t4Y8vv/++35TIKv//e9/7uabb64xbH+fffZxb775pt+0ZMydO9ettdZa/o/zRoBkoWqZGkMd/nHsvvvu7pVXXvGbFZQ6Ol1003DU8HX07NkzGK5azhTMOkzPDGZdUNR8jmLS8On+/ftH56PXWWcLN3z4hKrXx2g41O7ZZ5+N5nTotsUWW7i77rrLb1Zy1G+sv/76/o/zRoBkmDp1arAqWPjHofOSuQ65S5omxGliXNjRacKcJs6pDlS5mTBhgvv5z38evb8656v3vCG9/vrrbu+993UtW+7utt76dHfggbdWHQHOrPqW6bdEJdMwWFXSDf92NUFv2LBhwVoepUbXD1VOSV+SNP9Mo7vUr+l0W9IIEFc9xO2YY46JJvk1b97cDRkyJJiEUypee+21oFRH+Ae8ySabBIUay8HLL78chEX42hUit912m9+sQT344IuuS5dxrn37McGtd++J7s03C3+6EiVu2TL3wgUXuBZrrBH87YaLQemUUKnSJObOnTsHp2k1dLdjx47BIBWdektaRQeIzrf//e9/D84Nhp3bH/7wB/fxxx/7TUuGxphr/eTw9e68887uxRdf9JuVBJ2WOvbYY6Ng1mkrnb7SaaxS9N13P1Z90F5xu+9+UxAiHTqMceed93jVUWBpvl4UWNVnrerD5t6v+tvtWeKftYZSsQEyceLEoORI2BG3b9/ePfPMM36zkqSqvlr6co0S/VakYB4+fHhwYTx8f3XBXBfOy8H8+UuC4FCAKEj22GOsu+mmV4OAQQVQQc6qo/2qP9zqW9XR/vtlcrRfbBUXIFqb4ze/+U3Usf30pz8NxmxrLkK5KcXzshqCq6G44WvSEF3NuC1HOoV19NETo9Na3bpNcI8+OttvhrRQAc6+fZ1r3Lg6OFZf3blzz9XCM35L/L+KCRDNZj7xxBNrVHP9y1/+UpDJNcVWCiNDNPlJF+/C16BJgTrvmmQwa8KWhjjfcsstwRGOrlOFN/2/fq7tfqHFfOi08f33z3QHHHBrFCT9+9/vZs2yzY5HCVIdussuc65FixVHHT17auiS3xKe1AeI6ieplHFYj1+33/3ud8Fs0DRpqLHpCmaVG8kM5tNPPz3vYNYAhkmTJgWlTXQUE5Zrj3tTe91P99fj5DsgQsN7r7nmJbfLLjcGIbLTTtdXHe095b78cpnfFOVEhTZbt14RHG3bqiKn3wq1SCxAwg9uXeK0qc3s2bOD8h6aPazRBZr9qYvJGp6mCX+Zy8aGNJQtXORJN/27rvXK08CfHavhv4WYHatgvuaaa4Kx5eH7q3o7KoRopRBUBV4NZMgWGAopVeTVglIaNaebwiv8t36u7WGYZd70eHpcPX4+o1E++UT1uiZHRyN7732zu+22N6vej5WPtMI2++47zi1Zkn2CZNgGRqpDN2CAc1tv7dwaazjXvHl1IFT9zQfbaqPCmgceuCI4WrZ0bswYFY/yW6IOtt48izjhEKdNNip3nq1T8G8hdRCZ5Ud09HHllVfGruaaBtnq81xxxRWJvAeZReN0U8l1fcu30jUbrfmheTeZv8+f/exnQfkFrW2ggpVxT4epndrrfrq/HifzcfU8er58rhVNnfpp1d/Yv6IA6NHjDjdtWs1hv+E23UaPzj7fhQDJw8UXr7heke2mbcOH+/dyTlWzFTRq06SJq/pmqoJ0fivEkHtvXgu/E88mThvf5ZdfHtwnHGmkooYqMqgPv+pUaZKMRiTpm2dIs7j1jVOhc8IJJ5iruaZBkp19tlBSR2wNJf2edHoxs4PXyC3NEH/++ef95nnR4+lxM0eG6Xn1/Na1WJYv/5/717/eDo4wFAJnnlnz6DYzQDSSK9vpLgLEqOrLUBAAVf2C69PHOQ2vXbxY5xqde+ml6ovh2qY2VX+jNej3vdtuzvXqpUqbNbchJ7n15nWIEw5x2mQKF2HRfVReJBeqwEp9o2oqxpjP6Sb/tJiCWcvL5nNa7IUXXggqhIavRxMjteZHvtcq6qPH1/Po+cLn1uvQ67H6+utv3Z13vl0VsDW/qIThcOqpDwX/HTHiuRrbM9sgB5qn1bRpdTiMHetvXUHb1EZt58zxtyIB8XvzesQJhzhtMoXLQGqoKvKnBa+08JV/wVsLZGVTiAvzOnI85ZRTosmF4enFfE4nWej59Lzh4Aq9Hr2uJF9HGA4zZ34RzCnRBXjNMcnWBjk455zqYNBIqfr06FHddvBgfwsSEL83r0eccIjTJlM+C9Gjdhpyq/LO4e8j25DbQgwN1hFl5mPqonYxqhvXRc+v1xG+Jr2+pCY8ZobDWWc9Evx76NAna22DmKp+R0EoxDkV+/DD1W07dfK3IAHxe/N6hB/AOLe4wm+HlXwNo5CyTfpTSGROTlSZlyQmJ6ocfbjyoq6dJLUYV1L0evS69Pr0OpMon58ZDh9++GUw9LdjxxuqAmrFER8BYlD1e3LqR+L0CwsWVLctQCValHiAhKdarBdpUb9sZUd0S7I8iib3heXb27VrFwzJLkV6XXp9ep16vXrd+fDDYciQKcH/n332o7W2QQxV/YJTPxKnX9AFc7XVfZC4+L15PeKEQ5w2mTgCKR4VPtQcm7DzTKpo3J133hkNhOjSpUvBL5LnS69Pr1OvV69br9/KD4e5cxe7nXe+Ibgeousi2dogBo5ASkb83rweccIhTptMXAMprtGjRwfvd7du3fxNJpq0F4bHoYceah4uW2x6nXq9YYhoPyyyhcPw4c8EPzvllIdqbYN6hNdA4vxedJ1EbTt29LcgAfF783rECYfMNvfcc0+wlKhW/lMRQC3bqjH5met/h6OwjjzyyOhnKJwkA+SNN96ITotpUme5reuu1xtORtV+aH9ylS0cFiz4xu26a3W5+Nde+yxrG9Tj7LOrQ0HzOOqjkVpqq5FbSFzdPX4Ocg2Qgw46KJgpPHPmzOC0gRZ+VzG+gQMHRu3DeSA6H9/QKwNWgqQCRPNDwpUH99hjj7wvwDcUvW69fu2H9ifXeS+1hcOoUS8EP+/b995a26AOGiWnGeTqS+oqs17VvwRtNA+khNf4KWd19/g5yDVAslF5cn3by6R1wXUfhYjWzlZpcBXq08VfBYxmog8dOjSYbY38JBUgBx98cPA4rVq1KvvrV3r92g/tj/YrF7WFw1dfLXN77nlztD1bG9RD1XPVl2i2eb9+1bPPNQtd19i0THL//itmoo8c6d8bCam9N89RfeEg9bXR0rK6cO67+OKLozXB67ohP0kEyLXXXhs8hiYpainbNNB+aH+0X9q/uOoKhzFjXiZA8nXhhc41alQdEtlu2jZsmH8vJCixXjdOJ15bG51v1qksldcYNGiQvzmg8uunnnpqUHZCRykqq6GieFprW8ukanIc8pNvgOgIMlwl8ZJLLvE3lzXtj/ZL+6f9jKOucFB13rCGVm1tEIOqcKvybtVRYlAgsVmz6n8fd1z1NhTUyr15kWUeQSgc8l1HAnb5Bkg4o3uXXXbJq2R6KdL+aL+0f9pPACUQIKJhk7qIrvIaKr+NhpFPgOjalK5TqaZUWk5d+bRf2j/tZ7ku0wskqSQCJKRZzyqdgYaRT4DstddewX37qLR2imn/tJ/aX6DSlVSAfPDBB0HJcTQMa4CoFLrupyHXH6d8uKT2L5wcmU8JeCANGixANOdDy8suWLDALV68OBiOq+VpNXkQDcMaIN27dw/ud/TRR/ubUkn7qf3VfgOVrMECROVJOnfuHKxvrqG7HTt2DEqKp+3iazmxBMinn34aDLHWdQFdx6oE2k/tr/Zb+x/Xq69+5s4773E3b95ifxOSsGSJZrH6P0UBNViAoPRYAmTkyJHBfTpV2HoL2l/tt/Y/rnPOeSwYsnv77ZURtEWnGlkayjtvnr8FBUKAIGIJkA4dOgT30drolUT7q/3W/scVLip12232FR1Rh5YtqycQvv66vwUFQoAgkmuA6IKy2utUjsrBVxLtb1gdIe7AAQKkwAiQoiNAEMk1QMaPH5/zt/A0CY++9D7EQYAUGAFSdAQIIrkGSDgnorbyM2mn/db+x537QoAUGAFSdAQIIrkGSOvWrYP2pba+ebFov7X/eh/iIEAKjAApOgIEkVwCROX0w2sAcYsLpo32O7wGpPejPgRIgREgRUeAIJJLgEyfPj1oq+q0lTp3R/sdVh/W+1EfAqTACJCiI0AQySVAtCSx2mop4kqm/df7oPejPgRIgREgRUeAIJJLgOTSNs20/3of9H7UhwApMAKk6AgQRHIJhUsvvTRoW+lrY4RroOj9qA8BUmAESNERIIjkEiBaBVJt+2vt6Qqm/df7oPejPgRIgREgRUeAIJJLgJxxxhlB24EDB/qbKor2X++D3o/6ECAFRoAUHQGCSC4BwhFINY5ASggBUnQECCK5BAjXQKpxDaSEECBFR4AgkkuAhG27du3qb6oo2n+9D4zCKgEESNERIIjkEiD33ntv0JZ5INXzQPR+1IcAKTACpOgIEERyCZAZM2YEbZs3b17RM9G1/3of9H7UhwApMAKk6AgQRHIJENV+WnXVVYP2cdfDSJtwPRS9D3FqYZ144jVu8817u5tumuRvQhIIkKIjQBDJJUBkm222CdpPnDjR31QRtN/af70PcRx55ADXrNmm7qqrbvA3IQHfVgXIsqrfx/8IkKIhQBDJNUDCIayVOhcknAMSdyjzoYceGrS//PLL/U1IwIiqABla9f7OI0CKhgBBJNcAmTBhQtC+TZs2/qaKoP3W/ut9iIMAKawtqwJknar3dxoBUjQECCK5BsjcuXPdKqusEtw+/PBDf3OqaX/Dfdf7EAcBUlgtqwJE7+/rBEjRECCI5Bogsueeewb3ueiii/xNqab91X5r/+MiQAqLACk+AgQRS4Bcf/31wX222247f1OqaX+139r/uAiQwiJAio8AQcQSIIsWLXKrr756cL8pU6b4m1NJ+6n91X5r/+MiQAqLACk+AgQRS4BIv379gvt17tzZ35RK2k/tr/Y7FwRIYREgxUeAIGINkHfffdc1btw4uO/UqVP9zami/dN+an+137kgQAqLACk+AgQRa4DIH//4x+C+uVxULkfhoAHtb64IkMIiQIqPAEEknwD54IMPXLNmzYL733rrrf7mVNB+af+0n9rfXBEghUWAFB8Bgkg+ASIXXHBBcP+NNtrILViwwN9c1rQ/2i/tn/bTggApLAKk+AgQRPINkG+//da1bt06eIwuXbqkpkqv9kP7o/3S/mk/LQiQwiJAio8AQSTfAJFXX301GtZ7ySWX+JvLkvZD+6P90v5ZESCFRYAUHwGCSBIBIldffXXwOBqpFGehpVKm1x+OMNN+5YMAKSwCpPgIEESSChDp3bt38Fi64Pz000/7m8uCXnc4MED7ky8CpLAIkOIjQBBJMkB++OEHd9BBBwWPt84665RdiOj16nXr9Ws/tD/5IkAKiwApPgIEkeuuuy74AB544IH+JpNvvvnG7bbbbtGRyD333OM3KUl6neGRh16/9iMJCmY95mWXXeZvQgLCwCdAiocAQeTkk08OPoBNmzZ1V111VSLfutX5hkciWvpVF6RLdXSWXpdeX7hUr153EuHx448/ujFjxkTXUtTRTZrEsrZJ+eqrr9yf//zn4L3VbZdddnEzZ870m6EACBBEnn/+ebfmmmtGH0RVnH3kkUf8ZjlTEB199NHR46pjLrV5Ino9YdDpptebRICq8GLbtm2jx9X6IeG/dUQya9Ys/y6Iafny5UE15A022GCl91dfggYNGhSECwqHAEEN6jSvvPJKt95660Ufyt/97nc5133KRqOYVlttteAxNSlv/PjxfpMGodcRThLU68t3tJVopnrPnj2j91BHHSNGjHDz5s1zJ510UnSUo47ujDPOcF9//bX/EKjDk08+6dq1axe9v61atXL333+/mz59utt///2jnytcbrjhhiBskDwCBFktXLjQnXDCCTU6ur/85S95d3SaRxFONtRNtaUaqgCjnjesbaWbXlc+8zxkyZIl7txzz43mwui0lar2fv755zXavf32226//faLnnvDDTd0N954Ix1dPbQSZK9evaL3rUWLFu7SSy9133//fY129913XxAqYbtf/epXQeggWQQI6jRt2jT3m9/8Jvog/vSnP3Vjx47Nq6P77rvvgnIg4YVq3Q444ICirSei59Hzhc+t16HXo9eVDx3JbLLJJtHjKpxee+01v1kNmmey1VZbRff59a9/XXYj1opBwXzeeedFwdyoUSPXp08fN3/+fL9pRL9PXdNae+21o/dXI+EqbfnlQiJAEMvEiRPdlltuGX0Q27dv75555hm/WU50mucPf/hDdHFZN113GTZsmPvoo4/85nnR4+lxw5UEddPz6vkthREzvfDCC27nnXeOHnfzzTd3d9xxh9+sVuroLr744hod3eGHH574e1CuVMRy0003jd6bPfbYI6cjRYWMwkaho/vrC8Nf//rXRAZIVDoCBLGpo/v73//u1lprrejDrLLmH3/8sd80J7q+0r9//+j6SHhr06aNO+WUU9zdd9/t5syZ49+tTmqv++n+epzMx9Xz6Pnyva7z6aefBhfbwwu3a6yxRnAks2zZMr9pLLo+8qc//alGR3f++edXbEf30ksvBSOqwt/bZptt5m6//Xa/WWyvvPKK23333aPHUyj94x//8JshBwQIcvbZZ5+5Y445Juromjdv7oYMGeKWLl3qN83Jl19+GYyqybwukXnT82hEk+ap6Pl109Dj8N/6ubarnX9f3fS4enw9Tz5UTFFHM5kj1o488sicQ642ujYTzp/R7ec//7mbMGGC3yy15s6dG/w+w2DW7/Nvf/tb3n9foX/+85/uF7/4RfT+7rrrrg12Ha7cESAw0zdEffjCD6I+lPpwJkGdiDpNHSlsv/32NYa/xrmpve6n++tx9HhJuOuuu9wWW2wRPc9OO+3knnvuOb9ZIm677bYgPMLnUqi8/PLLfrPU0BHuRRddlPgRbjYKI33pCb9s6MuQQktfjhAfAYK86TSAf45apwuSpOHFGqKpi8633HJLcASgDiC86f/1c21XuyTmcGR688033T777BPt489+9jN38803F3xSpE5f6TRWOOBAHd2xxx4bnO5KE51uzAzmDh065H2NLQ6Fk66Dhc+r8NJp2nwHVFQKAgSJUEenUTKZHV19o2TKwRdffOGOP/746EK/rp+cffbZ7r///a/ftKB0QV0X1sOOThfchw8fXvYdnUb57bvvvtF+aT6ORvkVOph9CisNDAlfhwaMaOAI6kaAIFEaIhkWDdQtHKdfbh2djmCuuOIKt+6660b7csghh7jZs2f7TYvqqaeeCob6hq9JQ4DLsWS+gtmfZ3TmmWcWPZgzaWj6TTfdFAxVD99fDWF/6623/Kb4fwQICkKTtjR5K/wghjOFy8HDDz/sttlmm+i177DDDu6xxx7zmzUYdXSadKjJh+Fr1KRETU4sddkqHRx88MHuvffe85s2GE2W1aRZhZpen0LuxBNPDCbXoiYCBAWjjk5lJDJrFXXu3Dm4RlGKVJcqXLpWt/XXX99dc801QTHEUqSO7vTTT6/R0alMSql2dJMnT3bbbrtt9P5qkEMStdYKRcO8VcYnfL0KvaSKjKYFAYKCU0E7FbYLO7omTZoE8zMWLVrkN20Qen1+R6zhwaXy+uqj4OvatWuN4FM9r1Lp6NQRh6Xsw464lF5ffRRymRNQkyoymgYECIpGJbb9b/jXXnttg33DD4+QMk8FqRBfqR4h1Ucl4v1v+I8++qjfrGh0hKRCkWk4FaSw09FHIYqMljMCBEX30EMP1bjGsOOOOxb9GoMuRvvXaFSAr9ypoxs1atRKF/+LeY0h28VoXaNJ+mK0jrx0XU3DtzUiLXNYt/5fP3/ggQcS3fdCFRktVwQIGoSqp2pp18yOrnv37gUf5aRRYocddlj0nBoOq4J75TZKrD4a5TRgwICoo9Pw47POOqvgo5xUCDJzOKxGiSWxEuXixYvdgw8+GCwcpWoDftmb+m4qwqjRazoi0pFavrPaFYZ+kVGFZj5FRssRAYIGpYWcjjvuuJXmWajDSJLmqaiAXton5Pk0AdKfZ1GICZCap5I5IU/BrAKR+QSz7qsJhhqlpetmfijoZxohp/0Ly9loEEH4b/1cp/HCEPUDRa9XF/bzeS8KUWS0nBAgKAlvvPGG23vvvaMPomZ66xREPh/ukF8SRAX10lwSJBt/prdKsDz77LN+s5zpm7xmymeWBFFByHxKgujoSWuqtGzZskanr2KKCn39PmfMmBH7b0NHBbquNW7cOHfUUUcFf1uZj6sSPDrtpxpnFoUqMloOCBCUlH//+9/ul7/8ZfRB7Nixo7nWlArk+bW6KqkooS8sApnZ0R1xxBHmIpB6LzOLEqpWVz5FCXV9QdcTMotU6tSQTlvpC0aStHyz6qRlltBXsOhCub84VVyFKjJayggQlBx1dBdeeGHUkagwoqrdfvLJJ37TrPRBziyLXgkf5FyosGTv3r1rlKFXtdu4Zeh19JZZFl1HdzoqyIdOq2UecagE/5133lnwob76m9CQ4syFwDSoQ2u8WBWyyGipIUBQsrKttzF06NBaO7psCzPpPHclnEqwePHFF1dab6OuhbB0vUinkJJcmEmDJlR8M3wNGobcEDWo9KUlc4a89lFzlayntaQYRUYbGgGCkqdvg506dYo+iFrxT99OM2mkj38xk6Vh49GKf/5SvJkr/imYNSw2M5g1ki3fpWF1ulK10vR4OkpUKXfr6aOkqPhn5mAAXSvKZ2XIbIM30lBkNESAoCzogqkugm688cbRh3uvvfYK1udgOGX+tOa4LlyHa45rVFzfvn2DcMlcs11zZzSHJh+aODpw4MDoMbUccL7LCidNc4LCIeY6tTZlyhS/SU6yFRlNw/BxAgRlRcN7Bw8evNI8AE3o0hj/Sp3QlRR15L169arx3uqm2foq4JhvMOuUUI8ePaLH1QXyhj7qqI1Or7Vr1y54nTqC0KTEfPlFRnXkFXc0WSkiQFCW3n///eCbqz6E+kBWekmJpD3xxBPR/AmVd1G9sHxpEmM4VFuBXw4XlnWRPSy/o3kn/qlTC4WwRnuFIVLOX3oIEJS1fL8Ro3Y6/68OLomZ5DryCMNDw4jLqRihjpDC008KEU0+zJfClAABkFpJBYhC/ve//30UHhr9VW503SYsgaPBBPnOSyFAAKRaUgESXjDXaatyOvLw6SgqHHKsuS+aMW9FgABItSQCREN19Riay1MO1zzqo9nyqtysfVKNLisCBECq5RsgKqMezvPQaKu00Ez8cI0TrWdjQYAASLV8AkRDU8PTPRotV6pDda00h0P7puoIllpiBAiAVMsnQMaOHRvcV/McNOQ6bRSQYRkYzVzPFQECINWsAaKLy2FhRJU5TyudylJpEl3fyXV2PgECINWsAaKS7Lrfdtttl7pTVz7VtdK+qqxOLggQAKlmCRAdfYRl+Buiqm6xqdJzuFpiLiXgCRAAqWYJEBVk1H20nkc513jKhZYc0D53797d31QrAgRAquUaIKosG177qGtdkbSZNm1acB1EFYy1hk0cBAiAVMs1QLTuutqrpH6hVxIsNeF6NSNHjvQ3ZUWAAEi1XANEM7PVPk2TBuMaNWpUsO8dOnTwN2VFgABItVwCRB1iODs730KD5UjL/eoUlvY/zhLKBAiAVMslQLTYktpqXfVKpaMPvQfjx4/3N62EAAGQarkEyGmnnRa0PfbYY/1NFWPQoEHBe6C5IfUhQACkWi4BEi7Tetttt/mbKobWUdd70Lp1a3/TSggQAKkWN0C02NLqq68etJ01a5a/uWKoqKLeA10L0ZDmuhAgAFItboCobLva6SK6wqRSaeKkqvPqvZg+fbq/uQYCBECqxQ2Q8AL69ttv72+qOG3bto31nhEgAFItboBcf/31QbuDDjrI31RxunXrFrwXo0eP9jfVQIAASLW4ATJixIig3eGHH+5vqjhaG0TvxaWXXupvqoEAAZBqcQNkyJAhQbt+/fr5mypO//79g/fi/PPP9zfVQIAASLW4ARKu/zFw4EB/U8XRe6D34owzzvA31UCAAEi1uAHCEcgKHIEAgIsfIFwDWYFrIADg4gfIDTfcELRjFJZzXbt2Dd4LRmEBqGhxA+TBBx8M2mkN9EoXzgO59957/U01ECAAUi1ugMyePTtop5nolbaQVCbNRG/evHnwXsyYMcPfXAMBAiDV4gbI8uXLXbNmzYK277zzjr+5YmgdEL0Hq666KrWwAFS2uAEi7du3D9qOGzfO31QxJk6cGLwH22yzjb9pJQQIgFTLJUA070FtjzrqKH9TxQjngGgob30IEACplkuATJo0KWi78cYb+5sqRps2bYL3YMKECf6mlRAgAFItlwBZunRpdB3k+eef9zen3ocffuhWWWWV4DZ37lx/80oIEACplkuASDiJLs4pnLS56KKLgn3fc889/U1ZESAAUi3XAJk8eXLQvkWLFu6bb77xN6ea5sBo31XaPg4CBECq5RogGs672WabBfe5+uqr/c2pNWXKlGCftazvokWL/M1ZESAAUi3XAJFRo0YF99l0003dt99+629Opc6dOwf7nEsxSQIEQKpZAmTZsmXBSCzd78orr/Q3p87UqVODfW3cuLF79913/c21IkAApJolQETBofutt956bv78+f7mVNFFc+3rH//4R39TnQgQAKlmDZDvv//e7bjjjqaOtZzceuutwT5q+PIHH3zgb64TAQIg1awBIi+88IJr1KhRcP/6KtOWowULFriNNtoo2L8LLrjA31wvAgRAquUTIBKW9lh33XWDir1poaq7Xbp0CfatdevWpsECBAiAVMs3QNSxduzYMXiMdu3aBbPV0+CSSy4J9knDdl999VV/cywECIBUyzdA5KOPPnItW7YMHkff2nV9pJzpdJxGXGl/8pnrQoAASLUkAkQ00S6sk3XooYe6H3/80W9SFp5++uloP3r37u1vzgkBAiDVkgoQeeCBB1yTJk2CxzvssMNM1w0aksJjnXXWCV6/1n7Pd+VFAgRAqum6hTo4LZSUhDvvvDMKkT322MMtXLjQb1KSFKDhkcduu+2WSJ0vAgRAqmn0lDo4jTRKqkS7Ci6uvfbaweO2atXKvfLKK36TkqHRVrpgriVqwyOPJMLjk08+cYcffngUIIsXL/ablA0CBEBWxx9/fNR5ap0LrTaozi9fb775ZlArS4/btGlTd+mllwaddSnRPA8FRtjJH3300XmftlKZl6FDh7o11lgjety2bdv6zcoKAQKgVgoMBYcCRB3emmuuGXSC+V7D+OKLL9zBBx8cdaS77rprUFeqFIwfPz6aJLjaaqvlNdoqpNN3m2++ebS/nTp1CiZbljsCBEC9dApLnV7YAf7yl790//rXv/xmObv22mujb+Saud6nTx/38ccf+82KQgEW1rbSTafurPM8Qq+99prba6+9osdUoclx48aV3BGXFQECIBZ1eur8wmq7uu29997u9ddf95vmZM6cOdFqhrrpQrtOGU2bNs1vWhAaZnzAAQdEz68L5ipP8t133/lNY9MpMJV3D+eM6Ehm8ODBZX29IxsCBEBO1Amec845QaeozlGdpJaxVaeZj6eeeqrGt3Xddt5552CNkXnz5vnN86IJjsOGDYtWEgz3Q0GWa2HETJooOWLEiGjIr249evRw77//vt80FQgQACbqFH//+99HHaU6zZEjR+Y921zXBrp37x4VY9RN/27fvr0bNGiQu++++9ynn37q361OOsq5++673SmnnOLatGlTI6QUhArAXNbzyOY///mP23rrraPH1fPo6CbNCBAAeXn88cej8u26qRN96KGH/GY5mzt3bhBI4YRG/6ZrJxrFdOCBB7pjjjkmuJ188snRv/VzbW/evPlK99VN1zu0hvmXX37pP3VO3nnnHffb3/42elyVbhk9enTZzrjPBQECIG/qLK+77rqo7pVuGgY7c+ZMv6mJTjlpdNSxxx7rtt1225XCoL6bRpFtv/32wZHGhAkTgnDKl4LntNNOiyZH6r+nnnpq3oFUTggQAIlZtGhRUMY9s1P985//7L766iu/aV50muztt98OZonfcsst7sILL3RDhgyJbrq+oZ+r+OH06dPznsORSWE5ZsyYGmGpo50ZM2b4TVOPAAGQOHWmmSObNthgg+B00fLly/2mZeWJJ54ITouF+6WhvqrzVakIEAAFc//99wedbNjhqr6WOuFyo5FZPXv2jPajRYsW7rLLLst7wEC5I0AAFJQ6WZUrUacbdsC9evXKa7hssSxZssSde+65weJRet0a6tu3b1/3+eef+00rEgECoCjmz58fdL7h8Fx1yuedd17QSZciXbTfZJNNotDTqC3NLMcKBAiAolJ5EJVzDztmFVa89dZb/WYN5sUXXwwmMIavb7PNNnN33HGH3wyOAAHQQG6//fagcw476l122cW99NJLfrOi0dBerTQYFo7UPBOVNFEVXWRHgABoMEuXLnV/+9vfosl+6rzViScxTyMuVRbWsF9VGg7D7Igjjghmr6NuBAiABqfOWp122IGvtdZa7qKLLsqroGEcd911l9tiiy2i59Ws92effdZvhloQIABKhjrvDh06RB26OnfVsEqaFrXaZ599oufR+h8333xzasqsFwsBAqCkqBMfO3ZstKiTbvvuu28i5d21kJVWWswss37WWWcFa5QjdwQIgJKkTv3MM88Mlr1VZ6/ldQcMGBCEQK5UykRl4cN13nU75JBD3Hvvvec3RQ4IEAAlTZ185vK3CoErr7wydn2rSZMm1SjAuMMOO7hHH33UbwYDAgRAWVCnr4q6YRAoFCZPnuw3i8yaNct17do1ar/++uu7a665piLKrBcLAQKgbOio4+qrr3brrbdeFAzdunULwiKkyr+nn356jVNfWidElYKRLAIEQNlZuHChO+mkk4JwUEgoLBQaV111ldtwww2jcNl///2Dsu8oDAIEQNlSOOy3335RYIS3rbbaKlgLBIVFgAAoe1pYSrPZNZN96NChBZ+AiGoECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEz+Dy2n3y7rLFhPAAAAAElFTkSuQmCC)
PN: 4H17-1-7C
CAS: 1194091-72-9
Molecule Weight: 227.263
Formula: C14H13NO2
![6-[2-(Trifluoromethoxy)phenyl]-3-pyridinecarbaldehyde](data:image/png;base64,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)
PN: 4H56-3-DR
CAS: 898405-31-7
Molecule Weight: 267.207
Formula: C13H8F3NO2
PN: 4H58-1-427
CAS: 887976-03-6
Molecule Weight: 229.235
Formula: C13H11NO3
PN: 4H15-1-4T
CAS: 834884-62-7
Molecule Weight: 213.236
Formula: C13H11NO2
PN: 4H56-1-979
CAS: 5957-89-1
Molecule Weight: 185.226
Formula: C12H11NO
![Methyl 6-[2-(trifluoromethoxy)phenyl]nicotinate](data:image/png;base64,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)
PN: 4H58-3-8A
CAS: 1261782-37-9
Molecule Weight: 297.233
Formula: C14H10F3NO3
TSCA: Not listed on TSCA inventory
