| Product Number | 4H15-1-K3 |
| CAS | 137386-78-8 |
| MDL Number | MFCD03840110 |
| Molecular Formula | C12H9NO2 |
| Molecular Weight | 199.209 |
| Units | Price (USD) | Availability |
|---|
PN: 4H15-1-K3
CAS: 137386-78-8
Molecule Weight: 199.209
Formula: C12H9NO2
![{3-[(Pyridin-2-yl)oxy]phenyl}methylamine hydrochloride](data:image/png;base64,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)
PN: 4H56-5-T8
CAS: 1107060-73-0
Molecule Weight: 236.7
Formula: C12H13ClN2O
![[3-(Pyridin-2-yloxy)phenyl]methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABkcAAAZHAGZt8j7AAACHnpUWHRtb2xTb3VyY2UAAHiclZRtb5swEID/ysmfFxsDgSQKqaJUkya1m7R20r5NDjgpUrArQ97+/c5AUpx0oCWgM3f3nO27s+cPp2IHB2nKXKuEcOoRkCrVWa62Cfn1+nU0IQ+LeYpO6KjKhLxV1fuMsePxSNM3WYiTVjTVBWnss1OZOz7HgGqzZb7ncfb7+emlZka5KiuhUolUmc/KWvmkU1HVq/jHFKwQ5pAr1rizwhyaaH98zz4ePZUZ+djLCm1LRGGT7yRstClEBQffo/h4X2ArlTSikhmsz6gOaIh7X8yfH3W6L6SqcGgj5KnYvVRmn6Ki0DuZ7jEYDr49JqTgCIhKF0tjxBnsyKoFB+GDCECEIMYgIhAxiAmIKQju4Yt2jg4cPTi68DHmfCftpK/nd5mQH7Dq/Ltf32GFKfMTMqZBEMaAa/YwZCtapWvzaRTFIXBUBjHg1vEHo/Zz1Fqv0nVrtATOOOOF9GgcW+nTgFsZUG9iZUgj30qcffo/3xf+Nl4jMcHsmuHFfK1V1hlCniVkzUmd+p9yU/pt9glok0mDDW0DWNcu4LuArVU/ELiArewVWH4GhC5g+6AfGLuA7Zp+IHIB22P9QOwCtiP7Nz1xAdu//cDUBepu71+TtTulq0/HAHNb7vo0DTA3FW9O3wBzU/TmtA4w4X0KhpDxXV34QK/w6K4dP0dY57iwy+WFw7uLjXVuPYZ3/eIvpmnE/wkFq04AADb1SURBVHhe7d0HuBTV3cdxRbGhFLGiUSyvihULKokiWFCxYoslaOxBXnztGrsSNWA3Go01ViS2GAQbEaPBkkCwJyiosUUURUUFFT3v/e1mlpnD7r2z/525d2b3+3meeSxzdvfeueec3+zMmXMWcAAAGCzg/w8AAOIgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIACQpjffdO6MM5zbfHPnllvOufbtnVt22eJ/n366c9Om+a+Y3wILFLe4qi1vlP4nAEAj+v575375y2JgBB16uU37TzutWL6SagOh2vJG6X8CADSaH35wbu+9i534ggs6d8ABzo0d69z06c59+61zH33k3MMPO3fggcX9Kqfyel051QZCteWN0v8EAGg0F1xQ7MA7dXLu8cf9vVHjxjnXsWOxvF5XTrWBUG15o/Q/AQAayccfO7fEEsUOfPRof295Kqfyep1e76s2EKotb5T+JwBAIxkxoth577yzv6d5O+1UfJ1e76s2EKotb5T+JwBAI9lxx2Lnfffd/p7mjRxZfJ2CxFdtIFRb3ij9TwCARrLyysXO++23/T3Ne+ut4uv0el8QCNVuKUv/EwCgkSy2WLHz/vprf0/zVF6vW3xxf8/8wRB3S1n6nwAAjSTNAImr2vJG6X8CADSSlVYqdt5pXMKKq9ryRul/AgA0kv79i513tTfRVV6v0014X7WBUG15o/Q/AQAayfDhxc57wAB/T/M07FevYxgvADQoTVOi+xiaokTTl8QxZkyxw9fr9HpftYFQbXmj9D8BABrNeecVO/DOnZ174gl/b9T48cVyKj9smL+3qNpAqLa8UfqfAAD16LvvnLvmGueOOsq5d96J7tPMunvuWezE27Vz7qCDnHvkkeK3C02mqOlKHn3UuUGDivtVTuUrzchbbSBUW94o/U8AgHrz2GPO9egxr6M++WS/hHNz5xb/f0vTuS+8cLGcyldSbSBUW94o/U8AgHrx+uvO7bZbNAC6dHHumWf8kvNMnVpcF6RXL+eWWaYYGPrnZpsV1wHR/pZUGwjVljdK/xMAIO8+/7z4LWGRRaLfHAYPdm7GDL90wyBAAKAS3ZO46Sbnll8++q1j222de/llv3TDIUAAoJynn3Zuk02iwbH66s7df79fsmERIAAQ9u9/O7f//tHgWGop5y680LlvvvFLNzQCBADkq6+cO+eceasJatPDgIcc4twHH/il4QgQAHDurrucW2WV6LeO3r2de/55vyRCCBAAjWviROe22ioaHJpN9/bb/ZIogwAB0Hg+/NC5ww6b9xS4Nq3jcdZZzn35pV8aFRAgABqHboJrttyOHaPfOvbdt7geB6pCgABoCK8/+KB7Y801o8HRs6dzTz7pF0VMBAiAuvbqq6+63XfYwR3YFBh3N21fKziWXda566+vPHkhYiFAANSlTz/91A0dOtQtvPDCTV82FnAbNG1nt2/v/n3CCc599plfHAYECIC6MnfuXHfNNde4rl27FoIj2AYMGODenzLFL44aECAA6sa4cePc+uuvHwmOtdde242NuzIgqkKAAMi9qVOnuj333DMSHJ07d3aXXXaZ+1YLOCEVBAiA3Priiy/caaed5hZddNFScCy00ELuqKOOch9r1T+kigABkDs//PCDu+WWW9wKK6wQ+dbRt29f98ILL/jFkRICBECuTJgwwfXq1SsSHN27d3f33HOPXxQpI0AA5MK7777rDjrooEhwLLnkkm7YsGFuzpw5fnG0AgIEQKbNnj3bnX/++a5Dhw6l4FhwwQXdoEGD3HvvvecXRysiQABk1qhRo9yqq64a+daxxRZbuGeffdYvijZAgADIpLXWWisSHN26dXO33npr4QY6soEAAZBJGo6r4GjXrp07/fTT3axZs/wiaGMECIBM6tixYyFAdtxxR38XMoIAAZBJXbp0KQTIXnvt5e9CRhAgADKJAMk+AgRAJhEg2UeAAMgkAiT7CBAAmUSAZB8BAiCTCJDsI0AAZBIBkn0ECIBMIkCyjwABkEkESPYRIAAyiQDJPgIEQCYRINlHgADIJAIk+wgQAJlEgGQfAQIgkwiQ7CNAAGQSAZJ9BAiATCJAso8AAZBJBEj2ESAAMokAyT4CBEAmESDZR4AAyCQCJPsIEACZRIBkHwECIJMIkOwjQABkEgGSfQQIgEwiQLKPAAGQSQRI9hEgADKJAMk+AgRAJhEg2UeAAMgkAiT7CBAAmUSAZB8BAiCTCJDsI0AAZBIBkn0ECIBMIkCyjwABkEkESPYRIAAyiQDJPgIEQCYRINlHgADIJAIk+wgQAJlEgGQfAQIgkwiQ7CNAAGQSAZJ9BAiATCJAso8AAZBJBEj2ESAAMokAyT4CBEAmESDZR4AAyCQCJPsIEACZRIBkHwECIJMIkOwjQABkEgGSfQQIgEwiQLKPAAGQSQRI9hEgADKJAMk+AgRAJhEg2UeAAMgkAiT7CBAAmUSAZB8BAiCTCJDsI0AAZBIBkn0ECIBMIkCyjwABkEkESPYRIAAyiQDJPgIEQCYRINlHgBhNmDDBff311/7/BpAQAiT7CJAqTZ482a222mqFir3EEku4+++/3y8CoEb33XefW3DBBQvtrEOHDu6FF17wiyADCJCYPvroI3fkkUe6hRZaqFCpw9u2227rXn75Zf8lAKr00ksvuX79+s3XxtTujjrqKPfxxx/7L0EbIkBa8O2337pLL73Ude7cOVKh/+d//se1b9++9N8LL7ywO+aYY9yMGTP8twDQArWbX/ziF5ETNLWvFVZYIdLu1A4vu+yyQrtE2yNAmjFmzBi31lprRSrwBhts4P785z8X9r/++utut912i+xfeuml3VVXXeW+++47790A+NROrrjiitL9jmDbfffd3RtvvFEoM27cOLf++utH9q+99tpu7Nix3ruhtREgZfzrX/9yO+20U6TCdu3a1f32t791c+fO9Yu7Rx991PXo0SNSXv/92GOP+UUB/NcjjzwyX7tZd9113eOPP+4XLbS7a665ptAOw+V33nnnQntF2yBAQmbOnOmOO+64yKUp/fuxxx7rPv30U794hM6krrzyyvnOpPQNJTiTAlD85r7rrrtG2om+uf/mN79p8Zu72uHQoUMLl4zDbfSEE05wn332mV8cKSNAXPHs5rrrrnPLLLNMpFL379/fvfbaa37xZula7uDBgyMVfJFFFnEnn3yy+/zzz/3iQMNQB3/SSScV2kPQNtROhgwZ4j755BO/eLNeffVVt8MOO0Ta67LLLuuuv/569/333/vFkZKGD5Dx48e7jTbaKFIRdYN89OjRftGqaFSWRmeF33f55Zd3N910ExUcDUX1/cYbb3TLLbdcpD1st9127pVXXvGLV+XBBx90a665ZuR9e/bs6Z588km/KFLQsAHy1ltvuX322SdS8Tp16uQuvvjiREd46DmR1VdfPfI5m2yyiXv66af9okDdeeqpp9zGG28cqf9rrLGGe+CBB/yiZt98840bPny469ixY+Rz9t1330I7R3oaLkC+/PJLd+aZZ7rFFlusVNHatWvnDj/8cDd9+nS/eCJUwS+88EK31FJLRSr4AQcc4P7973/7xYHce/vtt91Pf/rTSH1X/b/ooosK7SENH374oTvssMMK7Tn4TLXzs846q9DukbyGCpDbbrvNrbTSSpFKvfXWW7tJkyb5RVPxwQcfuEMOOaT0hK02Pc1+zjnnMC0K6sJXX33lzj77bLf44otHTtB+/vOfu//85z9+8VRMnDjRbbXVVpF2rnZ/++23+0VRo4YIkOeee85tueWWkQq1yiqruJEjR/pFW8Xzzz/vevfuPd/Pc9ddd/lFgdy488473Y9+9KNIvf7xj3/s/va3v/lFW4Xak9pV+OdRu1P7QzLqOkDef/99d/DBB893xn/uuedm4oxfZ0T+NyKdOU2e/KpfFMisv//97+4nP/lJpB6vvPLK7o477vCLtjq1c33DV7sPfjb1B7oSoCsCqE1dBsicOXPcBRdc4JZccslIpT7wwAPdO++84xdvU7o2q2u0wT2ZxRfv5rp128mdfvoo98knbR9yQCW6JHXooYdG7jno0pUuYelSVpboXqPuOYb7A92T0b3JtO7JNIK6CxDN4hnMlhtsm222mfvrX//qF80UjRbZb78DXZcum7nu3Q91G210mevT5xZ3660vuG+/ZdgvskMd7q9//ev5Rj3tt99+hZvnWabRj5tuumnk59YoSWbVtqmbAHnxxRfnm8VTz13cfPPN7ocffvCLZ9Yzz7zsBg68uqmS/6607bnnSPeXv2S7YaIx/PGPf5zvuQsN0/3LX/7iF80sPZei57HUP4R/Dz23pdmAEV/uA6TcLJ560vWUU07J7ZPf33//Q9MZ0T/d9tvfGgmSY44Z46ZNa35KFSANeuBv++23j3S4evL7hhtuyO2DseofNEOE/2S8ZpJgVu14chsgcWbxzLtZs75xl132rNtiixtKIbL55je4ESMmNFX+OX5xIHGaYkRTjfhT85x44ol1M/eU+gt/Vm31K5rbrqW5uRpdLgNEs3ius846kT94pVk868Hbb890xx77cOTbyLbb3ur+8IdXC99WgKSp47z66qsLkxyG29kuu+zipkyZ4hevC5o9258dWP+t2bZRXq4CRBVXFTj8B447i2c9mDDhHbfXXqMiQbLffve4559/zy8KmOlEbL311ou0M52w6cSt3qkf0Xo+fnDqG4pmEUZULgJEX5X1ldm/VmmZxTPvvvvue3fnnS+5vn1viQTJiSc+6t59N5/3fJANU6dOdXvssUek49SlHF0qTnJ+uDzQPRCtMOpfumNW7ahMB4huzukmXRqzeLbkiy++KExxcvfdd7vzzjuvMBWDNn123759S5v+O9inBxT1dLumUki7ks2cOdtdcMFTrlev60sh0rv3jU3fxp53X33VWI0dtVFdP/XUUyMnaBqUcvTRR6e+BrnaidqL2o3aT5x2pvaodqn2qZ89TeVm1VZ/pNmF8zp4IEmZDZBKs3hqGGEa9FSqpmI48sgj5xumaN00vlwPWt16662pTZo4ZcoMd9RRoyPfRvr3v9396U9TXI5GL6MNaHi7hrn7646rw9aw+DSoHag9qF34s1RbN7VXtVu137SeLmdW7fIyFyCVZvHUg0tJPzGqqU4uueSS+YKq0qYztO7duxc2XRMO/j185tbcptfo7OnNN9/0f5SajRs3ze22212RIBk06P6mjuBDvyhQeLBWD9iG66cewL333nv9ojVTfVe99we+VNpqbWdqz2rXat9JqjSr9v7775/aCWLWZSZAKs3iqTOVJGfx1FmXzia0mln42ZHwphFd+vp++eWXu4ceeqhw8z7Ow4i6yTZmzJjCNWNdP91www3ne+9g06RuujyXZCh+883cpq/Wk9zWW98cCZJzzx3v5s6Nft0O7x8//q3IvnKCssg3TeWjKX3CdVFT/vzqV78qTAGUFNVr1W9/0tDwpvahdqL2onYT5ya12qHao9ql2qfaqdqr/97a1L7VztXe47TfuPQtR5fSwnPsqd/SnFtZm8IlbZkIEE26psnXwn98zeKpSdqSotEVms69XGXTjcIjjjjCjRo1KvE1QbSGsyqwGop/qUDbiiuu6EaMGJHoPZPp0zW/1hNNZ5jzQmLy5GgIhwNET7q3NF0KAZJvmlRQ3wL8SQU12WiSZ+qqx6rPqtd+XVf9VztQe1C7SJLardqv2rH/bJg2tXu1/yRHa2qWYT8gNRuxLqU1ijYNEAWEgsL/AyQ9i2e5+bH0dXjgwIGFfUmeeTVHa69rTLlmAu3QoUPk5+ncuXPii+289NJ0N3jwQ4VnSGbPjjacIBD23fcPhX/ecUfz17wJkPzSDedVV101Ut+22GKLwjIHSVG9Vf1VPQ5/juq56rvqvep/a1B7VrtW+/Yve6kf0L4kaVZt/wRYsxNrcEC9a5MAaa1ZPPWE6Y477hj5w+pzjj322DaflVdnYJox2B9hpvXY9XU+bUEg6NkS/VPDgj/7bLZfrIQAyZ9//OMfhQXTwvWrW7duhTPxJC/pqL6q3oY/R/Va9TvpbxrVUjtXew9fGtemfiHJGSv8WbW1qX/TColaKbFetWqABLN4+jehdNM8yVk8NbxON7sWXXTR0mfoTERDFT/66CO/eJuaPXt24Ylff2I3jcdP82cNB8LQoWML/z58eOUZiwmQ/NDlHC3RHD5BU1s444wz3KxZs/ziZqqf/nMjqseqz6rXWaKf1R+qrGOifiLJ4bjqx7QWe/iYaNZirdme5NWFrGi1ANHwWw3DDR9YjZbQcN0kKe114yz8Of379491g64t6WHJ448/3rVv3770c+s6sqZXSEM4EN58c2Zhji1t+vdyCJDs08N+F198sevUqVOk/u+9996Jj/xTvQzf51C9Vf3N+vxY6gfUH4SPj/qLpL8laHbinj17Rj5Hw40ffPBBv2iupR4geuBPDwGFD6S+3qYxi+f48eMjlXqZZZZx99xzj18s01577bXI6m46i9TTr0ne/BM/EPTtQ/+tbyPl+OWRLaNHj57vMpJGOalNJEn1UPUx/O1G9VX1Nk/UL6h/CH4H9RtJHyv1b9dff31h1uLw30WzGr/6an2sOppqgGh51vBQtzRn8dT6x+Gvp3369HHvvZfPOaJ0s1FDAsPDjHfeeedELz/4gaDZffv1+33h/z3zzLuhkkV+eWSDzpz9ZZHVMV533XWJ37RW/VM9DD5H9VP1NOnPaS3qH9RPhPsn9SNJU393wgknRK4uqF/UZ+ddagGiM5JwpU5zFk+NIw/OiPSHOfPMM3NbqcN0eS88ukNPvib1TEy5QNAcW/p/Gpnlz/JbrjzanjqmoH5o3qbjjjvOzZxZ/jJkLVTvVP+Cz1K9TPryc1tQP6H+IjjRVT+i/iQN6v8GDBgQ6RfT6hNbS2oBoiVag4OkYXxp0citcAPSCJN6ojH64WupeiJ32rRpfrGqlQsETdQ4cODdhf9/zz3Rr9jlyqPtXXvttaW6oeGkaVB9U70LPkf1MclnR7JA/UZ44kT1K2kZNGhQ6XPy/gR7qwTIsGHD/N2J0JOowWdovPnYseWv3+edJowL3/jTnDy1NuBKgaClc/X/t9vu1sKCVoFK5dG2NK9UUC/SWFZW9Sw8B5TqYdoTGLYV9R/h57PUv6RBD3QSIC1IO0D0tGdw2Up/9AkTJvhF6opuXoaHB2q9hlqW3WwuELR0rvZdccWzpf/XXHm0nTQDRPUrvC6I6l/SgzmyRv1IECLqX9J4qpwAiSHNANFoieCGuW5M1es3D5+GaYavofbq1cs83r65QJg69ZPCNPFbbnlDaY2R5sqj7aQVIKpXql/Be6veNcqaIOpPghve6meSHp1FgMSQVoBo1EkwVFc3vtSAGonmNAqPHNGTrhYtBYLWGtH+k08uPofSUnm0jbQCRPUqeF/VN9W7RqLjGtxYV3+T5HMiBEgMaQSIxlWHHxLU6IlGpGGB4TH/WtymWi0FwqefznbbbHNLocykSR+0WB5tI40AUX0K3lP1LI1h93mg/iU4Dup3knpujQCJIY0A0bQDwXvqrKgehupavfTSS6WZVTX/zuTJk/0izYoTCLfd9mKhzEEH3RerPFpf0gGiehTM56T6pXrWqNS/hL/tq/9JAgESQ9IBoikIgrmt9GRnXh8STJKGHgbHWGP0qwnUOIGgKd732GNkqWxL5dH6kgwQ1Z/wsx71NiTeQv1M8CS5+p8kpkQiQGJIOkB22mmn0vvlbXqSNP3sZz8rHZdLL73U311R3EB44om3CJAMSzJAVH+C91K9QpH6m+C4qB+qFQESQ5IBovn7g/fSNMyYR7OMdu3atXBstLJckrMaI/uSChDVG9UfvY/qU5ozQedReFmIWtcTIUBiSCpANO48WAwqqa+Q9ebmm28uHev99tvP3406llSAqN4E76P6hKjwJXT1R7U8D0OAxJBUgISv859yyin+brjiOtGauFLHSA8/aQZkNIYkAkT1JXgoV/UoycWm6on6n+BY13J/iACJIYkAUUUO1jDXiJCk1yuvJ0888UTpeGuBLjSGJAJE9SV4D9UjlKf+Jxj5qH7JGrQESAxJBMj9999feg8tS4nmBcuX6myyXtYbQPNqDRDVk+Dbh+oPmqd+KDje6p8sCJAYkgiQ4KFBTSfQ1muY58G4ceNKx3zIkCH+7li++OIbN2NGcuvSI121BojqSfB61R80T/1QMI2S+icLAiSGWgNEs4AGCyoNHDjQ340Kgsnvll56aTdnzhx/d7M++eRr17fvLa537xsL82Eh+2oJENUP1RO9VvUG8ag/0jFT/2SZFZsAiaHWALnkkktKr6912FwjCR+3UaNG+bubFZ6yZMwYRrvlQS0BovoRvFb1BvGEHyuwHDcCJIZaA2TjjTcuvLZLly5Vn0k3Mk36FiyMo+VHqzFx4vsESM7UEiDB8rSqL0lOFljv1B+pX9KxUz9VLQIkhloC5IMPPijNhHn44Yf7u9ECLR+sY6dx6199Ff9+BgGSP9YAUb0InmtQfUF11C/p2KmfUn9VDQIkhloCRAvbB6+t9jIMnLv66qtLx++RRx7xd1dEgOSPNUBUL4LXqb6gOuHLf+qvqkGAxFBLgBx55JGF1ynd+WpdvX/+85+lY3/SSSf5uysiQPLHGiCqF8HrVF9QHfVLwVUS9VfVIEBiqCVAgrUu9LAObFZeeeXCMazmGi0Bkj/WAAnuMaqewCZ4yFn9VTUIkBisATJr1qxSsh999NH+bsQUzNKrG6TffPONv7ssAiR/LAGi+hAMtGDWXTv1TzqG6q/Ub8VFgMRgDZBJkyaVXnf55Zf7uxFTePGtuE+lEyD5YwkQ1YfgNUktktSI1D8Fx1H9VlwESAzWABk5cmTpdWPGjPF3I6bwNDBxn6MhQPLHEiDh5xis03HAFfqn4Diq34qLAInBGiDhg/vGG2/4uxHTa6+9VjqOv/rVr/zdZREg+WMJENWH4DWqJ7BR/xQcR/VbcREgMVgD5Igjjii8RtcVa5lzv9HpOne195IIkPyxBEj42n3c+2OYn/qnoI2p34qLAInBGiDB1NJaHQ21CaaePuCAA/xdZREg+WMJENUHlVf9QG2CVRyrWUKBAInBGiDBU9QrrriivwtVWn755QvHctddd/V3lUWA5I8lQFQfVF71A7VRP6VjWc3T/ARIDNYA6dOnT+E11Y6txvzWXHPNwrHcZptt/F1lESD5YwkQ1QeVV/1AbYJn1tRvxUWAxGANkF69ehVes9FGG/m7UKUNN9ywcCx1TOMgQPLHEiBBG1P9QG3UT1XTxoQAicEaIHwDSQ7fQOqfJUD4BpIcvoGkxBog3ANJDvdA6p8lQLgHkhzugaTEGiCMwkoOo7DqnyVAGIWVHEZhpcQaIOHnQObOnevvRkw8B9IYLAHCcyDJUP/EcyApsQbIueeeW3rd1KlT/d2IKTylO0+i1y9LgISfRGcqdzv1T8FxVL8VFwESgzVAwotJjR071t+NmB544IHScbz33nv93WURIPljCRDVh+A1qiewUf8UHMdqFpUiQGKwBsjEiRNLr7viiiv83YjpoosuKh3HV155xd9d1sSJ77lNNrmmsI0ZM8XfjQyyBIjqQ/Aa1RPYqH8KjqP6rbgIkBisAfL555+XrisOHjzY342YDj744MIxXGihhdycOXP83WU9++w/3aqrHlzY7r9/gr8bGWQJENUH1Qu9RvUENuqfdAzVX6nfiosAicEaILL66qsXXseDTnbdu3ev+hg+9dTzbqml1i5sd9/9oL8bGWQJEAkeMlU9gU1wDNVfVYMAiaGWADnssMMKr2vXrp2bMWOGvxstCN/cO+644/zdFY0fP770uttvv93fjQyyBojqRfA6BqtUT/2S+icdP/VX1SBAYqglQMKNggVvqnf99deXjt/o0aP93RURIPljDRDVi+B1qi+oTnjBNv0NqkGAxFBLgLz99tul1w4ZMsTfjRbsvffehWOnda+/+OILf3dFBEj+WANE9SJYF131BdVRvxQcd/VX1SBAYqglQKRHjx6F166wwgo8UFiFmTNnusUWW6xw7Pr16+fvbhYBkj/WABHVD71O9UX1BvGoP1K/pGOnfqpaBEgMtQbI+eefX3r9o48+6u9GBdddd13puN1yyy3+7mYRIPlTS4CofgSvVb1BPOqPguOmfqpaBEgMtQaIbuwFw3kZahhf7969C8esQ4cOVV2+EgIkf2oJENUP1RO9VvUG8QRD5NU/WQYgECAx1BogsuWWWxZerwnL+IrdshdeeKEUuoMGDfJ3t4gAyZ9aAkRUT4LOUPUHzVM/FEygqP7JggCJIYkAueGGG0rvEXc+p0a27777lo7XX//6V393iwiQ/Kk1QFRPgter/qB54XnE1D9ZECAxJBEgemK2W7duhfdYbrnl3Ndff+0XwX+99tprpXHpffv29XfHQoDkT60BIqover3qj+oRylP/o35Ix0r9UtwZHnwESAxJBIgMHz689D7XXHONvxv/ddBBB5WO05///Gd/dywESP4kESCqL8F7qB6hPPU/wXFSv2RFgMSQVIBojpnOnTsX3kcrqFUz50yjmDBhQunbx49//GN/d2wESP4kESCieqP3UD1SfUKU+p1ghU/1R7X0QwRIDEkFiPz6178uvdfxxx/v725o3333ndtoo41Kjd9y7yNAgORPUgGiehOchKg+qV5hHvU7wXFWf1QLAiSGJANEq6YFi9e3b9/evfrqq36RhnXppZeWjvPhhx/u764KAZI/SQWIqP4E76V6hSL1N+p3dFzUD9W6iiMBEkOSASJjxowpvd9PfvITnk53xVUHgyGFXbt2dR9//LFfpCoESP4kGSCqP6pHei/VK1YrLD51rv4mOMbqh2pFgMSQdIDIHnvsUXrPc845x9/dUDQiZIMNNigdj2qfOi+HAMmfJANEwk+nq341+shH9TPB8VD/kwQCJIY0AmT69OmlOWi0IM5TTz3lF2kY4csNBxxwgL/bhADJn6QDRFSfgves9bJonql/CRbeUr+j/icJBEgMaQSIPPbYY6WbfT/60Y/c+++/7xepe9dee23p2K699tpu1qxZfhETAiR/0ggQ1SfVq+B9Vd8ajfoV9S/6/dXfqN9JCgESQ1oBIieffHLpvXv27Fn1nE95dt9995XOihZffHH34osv+kXMCJD8SSNARPVK9Uvvq/qmetco1J+oXwmOq/qbJBEgMaQZILqxtfPOO5fev3///g0x7FAdfDBVuxp10ottESD5k1aAiOpXcLKieqf6Ue/Uj6g/CY6p+pmkB+wQIDGkGSCir9mbbLJJ6TP2228/9+233/rF6oYab8eOHUu/bxqryBEg+ZNmgEh4dUvVv3oOEfUf6keC31f9S1KXh8MIkBjSDhD5z3/+47p37176nAEDBtTlqBFdPgi+eaR5PAmQ/Ek7QET1LfgM1cN6vJylfkP9R/B7ql9R/5IGAiSGcICkOcvntGnT3Oqrr176rD59+tQ0zUDWaKGf4DKCtjRnJb7yyitLnzN06FB/NzLomGOOKf3Nrr76an93YsKz0Ko+1tMCVOov1G8Ev5/6E/UraQmWnCZAmvGvf/2rdJC06WGcv//9736xRGjExLrrrlv6LD0t+tJLL/nFckVnROGhumq0aVy2Eh0/rQsRrCUSbLvuuqt7/fXX/eLIgClTpkTOmLXp76fFjj744AO/eCJU/8InM6qfef/Gr34imOVCm/qRtEZ2/u1vfyvNORZsb7zxhl8sV1ILENl9993dwgsvXDpYGg536KGHug8//NAvWrMZM2a4Xr16lT5riSWWcLfddptfLBf0BHD4IUGNhkn6hrloOmqdWQZPs5fbFllkEXfSSSe5zz77zH852oD+DieeeGLh7+L/rYJNf88LLrjAPN14c1QPg9FZ2lRP8/rEuvoH9RPB76L+Q/1I0nQp7Oc//3np8QNt6hcHDhzoF82dVANE3n777ciNKW26GacJyWqdU8Y3e/Zsd9hhh0U+62c/+1nNU3y0Fo0A0RxE4Q5d4/GTHKobuPfee91qq60WOVabbbZZYSbWl19+2W233XaRfVoH4cYbb3Tff/+9/1ZoBTruWsBo2WWXjfxdtt9++8JcTZoMcdNNN43s06WYNO5XqD6GnxNRfVW9zctISPUH6hfCx0r9hvqPJKl/u+iii9xSSy0V+ayf/vSnub90FUg9QAK6wbfxxhtHDuSaa67p/vjHP/pFa6aOLnzTWfP73HzzzX6xTHnmmWdKs+oGm54ITnoUiBp/sIBQsOkpWx2fH374IVL2gQcecGussUakrEamNPIMAG1BbSf8XEKltqOQuemmm0rTjgdbv379Er+kq3oZfmJdm+qv6nGWqZ4H831pUz+h/iJpjdJ2Wi1ApKWzqCRNnjw5MsxX21ZbbWVebCktWgFOi/iE7z+ogicxt1WYzrqOPvroyDVsXQY59dRTm30QsxHOorLK+u1dN4VPOeWUyGUu/d1/8YtfJH6JRvU03CGrHqs+Z21lQ7V7tf/wsVT/oH4iSY327b1VAyRQ7jqurgn+7//+r/vkk0/84mZ6AMi/JKRt6623duPGjfOLtyp9E9DotPB1UTU+fZVOspFrbPvll19eWpQr2DQx3NSpU/3iFZW7jqtr4Weffbb76quv/OKogY7nWWedFbnXYLl/qBu0ug8Z/rt36dLFXXHFFYleblJ9Vb0NnwTp51X9TuPyazXUztXew8cguOSW5AOC6rc0Ii58z7cR7h+2SYAEyo0kWXrppQvDEZOs4DqT0xlzuPPTtt5667lLLrmkqkZZi5kzZxaGP/bu3Tvyc2jT6IxaFoMq5+GHH3brrLPOfL9zLeFZbiSJ5gy68847/aIwuOOOO9zKK68cOb61jmB8/PHHI6MUtalePPLII37Rmqj++nVDm+q76r3qf2tQe1a7Vl0P/xxq/+oH1B8kRf3Ub37zm0K/Ff6sRhnB2KYBEkijoyvnlVdeKRskOmtQkGnNYw0/TpLO8jX8UWO/w/dlgk33I5K+rNYawZxGR9fI0g7m1uzoVJ/9+2zaVP/VDtQeqvn2G4fardqv6n34W4C2IDjU/pNULph79OjhHn30Ub9o3cpEgEhwqUVfscN/kGovtcSh+y1DhgyZrzEFmzpG3SDUtWYNW1T5ljpefR3WdV/dPBs+fHhhlEf4KfnwpqGDeu4i6bWn9VX5hBNOKK2epi2NS4MBXWrRJaxyl1rSeoq33lS6NKh1KNK4NKh6oLrfGpdaVL9Vz8NDZcOb2ofaidqL2o3aT0uXldQO1R7VLtU+1U79E5lgU/vW75r0/dXWujSYB5kJkID1Zq+FxsmPGjWqMGHaoosuOl8F9Ddd41Wl16ZvTMG/+w/gldvUYHVWppuOSY+s0s05ndW1xuCEcqw3extZpcEJ+++/f6sMTtDZeLmbvRrkkvTNXtV31XvVf//bQbmtlnamdqz2rHad9HMwrTk4IS8yFyCBaoabJkFne7omrKmbNdw4TmVtadOwxuOPP9499NBDiYdfoNIQzwcffNAvmrpKQ7UnpDBUO8+yNMSz3M+iv2FaP4vagdqD2oU/bN2yqZ3q51W7VftN41tbaw6PzpvMBkiguQfe0qRLajpL04NYOlPUZQZtO+64YyHYgk3/Hey78MILC+U1lC/tM+9KZ/26HJD2ZzfHH6q9RtN2XNM2uenbkEv4GnTefN5UL0Y0nfV3Df3NsjDEs9K3oaRvOJejz1Z7UbtR+4nTzvSzqrzaZ9ozcLfmA5p5lPkAkUpTbmi8+bvvvusXr2tffvllYYhn+Ia8ZYhn2nQ9/aQTT3T7NH3dv6npZ/y4aXMLL+zckCG6EO8Xr2/6fY85xk1t+v0vbToO2yww775Dlib+rHQ/phGHar/zzjvzPSiZ5hQxeZWLAAlokjNNFhe+vKQbdJoeOe+TusVRaeTTxIkT/aKZ8fGUKe71XXZpqmkLzNuWXto5zRxb7zcc9ftddVXx9/3v7/5Y03bdrru6NxMe+ZSktEeEZZn6kXPPPTdy41/9zSGHHJLaJJV5lqsACTz33HNuiy22iFTwVVdd1d19991+0bpQFw1azxyss040SNZbT2Mh/ZL1QWtor7tu9Pft0cPNydEQz0onLPU6VHvkyJFulVVWify+W265pXv++ef9ovivXAaI6Ea6FtPp1q1b5A+up07/8Y9/+MVzqdIlhbSGeKZO16svv9y5Ll2iHesee+iBGb90Pml67t13j/5++n2vvDKX37gaYaj2pEmT5pvmZKWVVsrtbN6tKbcBEtAQwTPOOCMyDFcV/IgjjnDTp0/3i+dCpZuarTXEM3WaHfnoo51baKF5newiizh36qkapuOXzgfdyzjllOLvEfxOuuczeLDm+vBL506lQRt5Hqqt/kFrmoRP0HRv8cwzzyzca0TLch8ggTfffDOy0pe2Tp06uYsvvjj1kRpJKjessq2GeKZO8yT17Rs9W19hBU2Zqq+Yfuls0uipm25ybvnlo79Hv35arcgvnXvlhmqrvvozA2eZAm/EiBGFAAz/Hvvss09hJVXEVzcBEtC63htuuGGkYqy11lpu9OjRftFM0VDGbbfdNvJzZ2GIZ6u4917nVlst2gFvtpnGUPols+Xpp53bdNPoz7366lrE3i9ZV/yh2sGmB1eTni4kaX/6058iKxBq0/MoTz75pF8UMdRdgIimQ9Dkbcsss0ykomgsedZWT9MTrJVm8czSEM/UaWik1ntfcsloh3zggRpT6ZduW/p5Djgg+nMutZRzF1xQ/D0aRKVZtTV9SBpT59RC06TssMMOkf5A/cPvfve7FqdPQWV1GSABzf553HHHReaG0r//3//9n/v000/94q1Kc+ZcddVV883Hlcbkdrmi9agPPti5BRec1zkvsYRz552nMZZ+6dalzz/33OLPE/xs+jkPOcS5Bh7iqck7d9lll0g9Vr3W5I1tPTeU2vnQoUPn6wP0JHxrzQ5cz+o6QAL61qFvH/7Zx7XXXtsmZx+PPfZYw8/i2aLnnnNuiy2iZ/mrrupcWw3Vvusu51ZZJfrzbLmlcwzxLNFUIuVm1dasta1N7fq3v/1tZLErbZonK+kZtxtZQwRIQHPw6H5IuEJtsMEG7oknnvCLpkKzeO62226Rz9csnldeeWWbn6llkm6k33qrc926RTvurbd2rrWGak+a5NxWW0U/f6WVnLv9dr8kXPGbtWalbY1ZtSvRdPLrr79+5PO1hvvYsWP9oqhRQwWIaESWFpvRCK1wBdtrr70KI7nSoHsZmuzNv1Y8ePDghp3FsyqavfiMM5xbdNF5nbiGyLZ09q+/p163+ebOLbecc+3bO7fsssX/Pv1056ZN818RpW9B+pzgMxdbzLkzz9R8Mn5JeFSvNUtta8yqHZjW9PccOHBgpF1rJU6tPpinkZh50nABEvjoo48Kz4qEK7ieJTm9qWNJarr1SrN4arRVo8/iaaJA2HvveR16pRX1NGrtl78sBkZQttym/aedVixfjs5Yg7L77OMcQzyrplm1NWttuP4nPau2AumXTX/v8LNgatdHHnlkYXkIpKdhAySgp9b79OkTqeB6ul1PuddSwZ9++umys3hqIRzUSN8MKoWH/mZByOgGt0ZLKQj0UKnOQptOHNzDDxdHdwU36lW+0t9aZVv6poMWVZpVu5ZlnNU+f//737sVV1wx8r7bbLONmzx5sl8cKWj4AAloARrNpxWuiJpv69lnn/WLNqvcLJ56olxTVTOLZyvQUFqFQqdOLc+zpSWTO3YsltfrkKpKs2of2BTmajfVeOaZZ9zmm28eeR8tOvWHP/zBL4oUESAhs2fPdueff77r0KFDqVJqJk4ty/nee+/5xSOYxTMDdLkiGGIb98FRlVN5vY7LHa2illm11Q61DG74tWqvw4YNK7RftC4CpAytMaK1RsJnNzprUiUt9y3irrvumm8Wz969ezOLZ2sbMaIYBjvv7O9p3k47FV+n16PVaFZtzXYbbjdqR+Vm1a50cqcwaenkDukhQJqhVQ979eoVqeC6jnvPPfcU9msdjnKzeN7OEM+2seOOxSAo0wE1a+TI4usUJGh1mvVW7SbcjjSrtmbJFV2W0uWp8H5dvtJlLLQtAqQFulF3yy23FEaOhCuwbtwxi2fGrLxyMQiqXYZVo6v0Or0ebaLSrNrl2p1unNcywAXJIUBi0lDB0047LVLBg23fffdlFs8s0HMaCoIWrqPPR+X1usUX9/eglZWbVVub2p2G6iY1xB7JIECqpKdpg9l+9ZASs3hmCAFSNzSrdvCwb8+ePQsPCSJ7CBAjTb+OjNEUIwoCLmHVjaxPD9/oCBDUj/79bTfRVV6v0014ALERIKgfw4cXg2DAAH9P8zTsV69jGC9QFQIE9UPTlOg+hqYoiTvz6pgx8+5/6PUAYiNAUF+08JQCoXNn51qapn/8+GI5lR82zN8LoAUECOqLZtbdc89iKLRr59xBBxUnXtS3C02mqOlKtHDXoEHF/Sqn8pVm5AVQEQGC+qNVJk8+ueXp3LXWh8q1waqUQD0gQFC/tAKe1gXp1cu5ZZYpBob+udlmxXVAWmmFPKBeESAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAw+X9cPg5ZMwykRwAAAABJRU5ErkJggg==)
PN: 4H07-1-0E
CAS: 869901-22-4
Molecule Weight: 201.225
Formula: C12H11NO2
![3-[(5-Bromopyridin-2-yl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 4H15-9-0C
CAS: 1427460-53-4
Molecule Weight: 278.105
Formula: C12H8BrNO2
![4-[(Pyridin-2-yl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 4H56-1-1M
CAS: 194017-69-1
Molecule Weight: 199.209
Formula: C12H9NO2
PN: 4H15-5-29
CAS: 1172759-99-7
Molecule Weight: 235.67
Formula: C12H10ClNO2
PN: 4H15-1-5Z
CAS: 141580-71-4
Molecule Weight: 199.209
Formula: C12H9NO2
PN: 4H16-5-10
CAS: 51363-01-0
Molecule Weight: 233.65
Formula: C12H8ClNO2
Melting Point: 115-116 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory