| Product Number | 4H58-5-7J |
| CAS | 193968-71-7 |
| MDL Number | MFCD15201458 |
| Molecular Formula | C12H16ClNO2 |
| Molecular Weight | 241.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-7J
CAS: 193968-71-7
Molecule Weight: 241.72
Formula: C12H16ClNO2
PN: 4H21-1-00
CAS: 159691-25-5
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4H21-5-2N
CAS: 159691-33-5
Molecule Weight: 255.74
Formula: C13H18ClNO2
PN: 4H21-1-37
CAS: 1300725-26-1
Molecule Weight: 191.23
Formula: C11H13NO2
![4-[(Pyrrolidin-1-yl)methyl]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-81
CAS: 650628-72-1
Molecule Weight: 189.258
Formula: C12H15NO
![[4-(Pyrrolidin-1-ylmethyl)phenyl]methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABmUAAAZlAGYDkwNAAACK3pUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXP17xBeKlKp2rTpJO2O+m2k+7blELaIRUyAX379+fQssG6UZXKxvbjENvJ7OZQbGBnqjq3ZUIE5QRMmdosL9cJ+ft8P4nIzXyWYhAGlnVCXpvmbcrYfr+n6asp9MGWNLUFOfmnhzofxOw9aqs1k5wL9u/x4allJnlZN7pMDVJ1Pq1b44NNddN+xTdLsEJXu7xkp3BWVLtTthfJ3cPpoc7Ix15u0bdAFFb5xsDKVoVuYCc5xYf/gLUpTaUbk8HyiGaP+rj3+ezxzqbbwpQNqi5DnurNU1NtUzQUdmPSLSZD5eddQgqBgG5ssagqfQSnObMWoCVoD7QPWoEOQIegI9AxaMHxj36BAQIjhI/13hi34PPxzSTkN9z2fr/6b1gsmZCJpFEQKJgIqjwZw4RTEccSBBWer0BSP4hkJzwacRF3QlHuhyH4VIWtkXsoJFUq4B1+zkbgiEsJTn1PoU9gzZz85j2iUdwKIVEEVEUoFA3COMLFpFCyE2fjOfLEYQ3ZexHns6Uts54KeZaQpSBtdf+YVS3PBSZgq8xU+JUugQvtA3IIuHaMA94QcM17BxZfAf4QcK0eB9QQcIMxDgRDwI3R+B7CIeCGbhyIhoAb0XEgHgLtQI8Tzj9oXXsArjCf290emCuMvNjLVcS7KLDwxlsiPnW9O8KjjLoYra8R1ht91t01qF7cQ6x3STG8muf/AbsXsJFpxAOMAAAyPUlEQVR4Xu3dC7xWU8LHcbeo3AupEDIkYzAkxiVNpcjQBYOEMuQyYxq3QhOJoXIfZqSb0FuJ0uvaaCLXypAauSRFkS5CF6Wb9Z7/7t3bs9d5zumc9ey9n+c5+/f9fPZHnbWe2zpa/72evddaWxgAABxsYf8AAICKIEAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAApMDNmzDBHHnmkueSSS8yGDRvsYhSwyZMnm0MPPdT06NHDLgKqJAKkQKxatcr89a9/Ndtss43ZYostvKNx48bm3//+t10VBebbb781V111ldlqq62C392xxx5rpk6dalcFqhQCpAA8/vjjZq+99go6H/to3769+eyzz+yHIc80QvzHP/5hateuXep3pmPLLbc0F154oVm4cKH9UKBKIEDyaNq0ad6Zamans9tuu5k777zTnHPOOaGfb7fdduaGG24wK1assJ8GeaCRob6uyvwd7bPPPubuu+82p5xySujnO+64o/nb3/5m1q5daz8NUNQIkDzQGelFF13knaH6nUy1atXMX/7yF/Pdd98F9V5//XXvekhmZ1S3bl0zbNgw89NPP2U8I5KikaBGhJm/k5o1a5qbb77Z/PDDD0G9F154wRx00EGhevvvv78ZO3ZsxrMBxY0ASZDOQHUmqjPSzI5FZ6wff/yxXd2zceNGM2TIEFOnTp3QY5o0aWLeeustuzpisnLlSm8EqJFg5u9BI8UvvvjCru5Zt26dueeee8wuu+wSesxvf/tbM3PmTLs6UHQIkITozFNnoJkdic5Qn3/+ebtqVsuXLzfXXXed2XbbbUPPcf7555sFCxbY1RERjfQeffRRb+SX2e6//vWvvRFiRSxdutRceumlZuuttw4er5slLr/8cvPNN9/Y1YGiQYDE7L///a93xpnZ+eiMVN+V6wy1sj799FPzu9/9LvR822+/vbn11lvNmjVr7OrIgUZ4Rx99dKitNRLUiFAjw8p6//33TbNmzULPt+uuu5r777/frF+/3q4OFDwCJCY6s7ziiitCt+XqDFTzO3RGmqt//etf3m2+mZ3Rvvvua0aPHm1XRSV9+eWX3sgu8xqVRn4aAWokmKsnn3zS+11l/u4OPvhgM2HCBLsqUNAIkIjpTPKBBx7wziwzOwideU6fPt2unhP/tWrVqhX7a6WBRnAayWlEl9meGvHNnj3brp4TvVbfvn1LvdZpp50W+WsBcSFAIvROyahAZ5KZHYLONHXGGafyRjtLliyxqyOLskYFGunFKe7RDhAnAiQKJWeMH5acpXYv+ce/9/93Avm4LqHrLS1atAh1grlcb0kDjdSyXZfQyC7J6xJvv/12qeste+yxhxk8eLDT9RYgCQRILnSGWHKmWHLKaH4o+Qc/vOQ4veRMUmeUOrPMl3HjxpmGDRuGOqMDDzywwnd8pYGuQ2mEZt8ZpZFcvu6MKu+Or9dee82uDuQdAeJCZ4RDhhhTp05JC24RHJ+WnEHOL5C5GZpzcscdd5Sac9KmTZsy55ykgUZiGpFlm5uhEVwh0JyTG2+8sVJzToB8IEAqS/f+l5wRZgZHySmjKTl11CmkXTvvvv76a2/We+ZCf5r13r1799Cs9zTQCKyYZodnm/Veo0aNUrPegXwhQCpKZ34lZ4Ch4Cg5QzQ33KBTRrt2wdG6W7/5zW9CnZHW3Xr44Yer/LLxGnEV8/pUkyZNKrXu1t57721GjBhhVwUSRYBsjs70Ss74TM2a4fAoOTM0RbhC7hNPPFFq5d/DDjvMvPLKK3bVoqcRltYX04jL/6y620kjsmJbIbeslX+PO+4485///MeuDiSCACnP//yPMfvsEw6OkjNBU+R7dPh7j1SvXj3UGZ155plm3rx5dvWio8524MCB3ggr8/Np5WONxIqZv/dIZijq68muXbuaRYsW2dWBWBEg2eiM7vjjw8FRcuZXcgqo3smuXbQ+//xzc/bZZ4c6WYVKr169vJApRhpJaUSV+Zk04tKeK1XJhx9+aE4++eTQ59xpp51Mv379iuJrOVQNBEgmncGVnMmVnNL9HBwlZ3olp3w69bNrVxnaivXwww8PdUb169c3jz32mF21YGnkpBGUHYYaaRVrGFbEs88+a37xi1+EPvcBBxxgxo8fb1cFIkeAiM7YSs7cSk7hwqOOkjO8klM9u3aVpMlqjzzyiNl9991DndExxxxjpkyZYlcvGAoHjZjsr+POOuusKvF1XEXo1uQBAwaYnXfeOdQGLVu2NLNmzbKrA5EhQHSmVnLGFgqOkjM687//a9dMhe+//95cffXVpS48X3DBBearr76yq+eVRkgaKWV2mhpJvfrqq3bVVFi8eLG5+OKLQ7dsa3LkH//4R7Ns2TK7OpCz9AZIyT82b4SRGRwlZ3Cmf/9NI5KU++STT8ypp54a6px32GEHc/vtt5sff/zRrp6oqVOneiOjzPemkZNGUHEv+6GOWCMyzRjv2bOnd0eXvjo76aSTvEPrZ/l/1s9Vrnqqr8cl0ZG/++675oQTTgi1j+7eevDBBxNdngVVX3oDpFevn4ND1zxKzty8UEHIiy++aBo1ahTqjPbbbz/z9NNP21Vjp1tvL7zwwlJbAWvEpJFTHDSZT+tRderUydSrVy/UDq6HnkfPp+fV88dl5MiR3j7tma99yCGHmIkTJ9pVASfpDZA33jCmVi1jmjfXKZtdigz6jv3ee+8ttfxH85K2mzFjhl09chrxaOSjEVDm62uEpJFS1LRpV+/evUvtIFneoRGQVvP1D/taUnmHXkevp9eN2urVq80tt9zi7due+ZpnnHGGmTNnjl0dqJT4A2SL/z/Lr6iK1p8715ibbjLm6KON2WOPTXdLlfyj9f5+441FOcmv0GkBwm7duoUWINSfL7vsstgWINRIx+7ItRyJRkZRUkhp7oj91VjmoZFYly5dTP/+/b0FK3WBenOrHKtc9VRfj9Pj7RFd5qHX1/uI+mvC+fPnm/POOy/0WlprS1+vrVixwq4OVEgFeuocbVHBQPBtrr6+49byIQoMv262Q+Ul/zi8+oiURh36jj+zM9IS6Pfdd19k37HPnDnTG+FkvoZGQBoJba7TrgzdxXXXXXeVWgFXhzbq0gQ9LRkS9cx1PZ+eV89vbwimQ+9H7yvqW5DfKBl5H3XUUaHX2nPPPc2wYcO81YCByiinp47IFpsJBFt59fU/eMeOm8q33NKYc8815oUXNl27UKeizZN0ZlpypuWVq57q8w8jFk899ZR3PSSzM9LZ9UsvvWRXrTCNZDSisUc5l156aSRbAfv8W1/tpUF0Vq4FDLXAYlIT8vQ6ej29rr0Cr96f3meUoamgGDp0qBccma/VpEkT8+abb9rVgTKV0VNHSJ24jooqr/7tt28q091SL79sl4bpQqE/r0OPQyz0Vcttt91W6vpE27ZtK3V9QiMXjWDsrYA10nn//fft6jnRbb72fvJaXPH666/P+3Igen29D3sZfr3fqG9P1o6HPXr08HZAzHwtXeBfsGCBXR0opYyeOkLqwHVUVFn1dfbpL2j47LN2aXaqp/p6XIRnryhNc0Q6d+5camvWa665ZrN3SE2YMKHUVsAa2YwZM8aumhMtrqjNvjJfR8t/9OnTx1tjqpDo/eh96f1lvl+9/6iX4dfF+9NPPz30OtpRU6+f5I6aKD5ZeuqIqQPXUVFl1df8DP38lFPskvK1abPpcXo8Yqe5Dk2bNg11RtqaddCgQaXmaMyePducdtppoboayfTt2zfyi8iaO2Lvea6LylFf24ia3p998VufQ58nai+XjOrtkVmDBg3MqFGj7KqAJ0tPHTF13joqqqz6rVtv+nll/2ceOXLT4xQkSIS+Yx8+fHipeRNHHHGEtzWrRiTXXntt6KsTjVw0goljK+B77rknNLNed3EV2/L1er+Zm2Hp8+hzRU1fJf79738vdWH/xBNPNO+9955dHSmXpaeOmB8IlT1se+216eeff26XlE/rIelxejwSpa1Zb7rpplIXhrW8RubfNWJ5++237YfnTJ2hQinztbQkS9R3NiVF71vvP/Pz6PNFdedbJs2Yv/LKK0O/Ky2Rov3Zk5hNj+KQpaeOmDpvl8NWvfqmn69ebZeUT/X1uBo17BIkZO7cuaZjx44ms+PToRGKRipx3D6qLV8zl2LRd/q6VbUq0OfQ5/E/mz5nXFvcfvDBB6ZFixah35uuwwCSpaeOWFmBUJay6hMgRU8Xxf1OSLf7aoQSB50hZ04I1O2q06dPt6sVNX2ezNtw9XnjHBncfffdwWt1797dLkZKZempI1ZWIJSlrPr162/6OV9hFS1dEI67E9KZeGZ4aG+MONebyid9Ln2+zBCJaySiBRr919GmVYBk6akjVlYglKWs+v7KuZW9iK76epwuwiOv4g4QXQvI/NpKOxPme15H3PT5Mndg1OeP45oIAYJssvTUESsrEMpSVn39T6ufl/wDqRTd9qvHcRtv3sUZILqOknmBuWHDht7+GGmgz6nP6392tUPU15UIEGSTpaeOWFmBUJay6muZEl3H0BIlWr6kIp5/ftNz6XF6PPIqzgDRLa3+c+vaQFX92qos+ryZ10SivsWXAEE2WXrqiJUVCGUpr36fPpvKdtnFmEmT7NIw3eeveqrft69dijyIK0A0qc6fU6K7k6raBfOK0uf2785Se0Q52ZAAQTZl9NQRKi8QsimvvmYyt2u3qVybQHXqZIwW7tPoQovNabmSCROM6dx5U7nqqT4r8haEOAJEy3pkzjCvKrfqutLn99tC7RLVsicECLIpo6eOUHmBkM3m6m/YYMx1121+OfdtttlUT/VREOIIkMy1rfTdP0zoWlBUczYIEGRTTk8dEb9Dr6iK1tduatoXpEkTY3bbbVNg6L9HHbVpHxB2Wys4UQeIlvfwF2/UMh/FOsM8amoHf9kTtU8Uy7YQIMimAj01EI0oA0T7Y2h/b7+TnLS5a2Ipo/bww1XtlOt+IgQIsiFAkJgoA0SbLPnPpdVqUVrmKr5qr1wQIMiGAEFiogoQLYHi7ySo/TIKfUn2fFG7+PuJqL1yWTqGAEE2BAgSE1WAaK9w/3m06RHKpvbx20rt5ooAQTYECBITRYBooyl/nxFt+1poOwkWGrWPvz2u2s11oy4CBNkQIEhMFAEycODA4Dm0dzg2T+3kt5nazwUBgmwIECQmigDxV9rVJlVVfaHEqKid/E291H4uCBBkQ4AgMbkGiPZQ929Nbd++vV2Mcqi91G5qP7VjZREgyIYAQWJyDZDevXsHjx87dqxdjHKovfy2UztWFgGCbAgQJCbXAPGXLK9Vq5ZZu3atXYxyqL3Ubmo/tWNlESDIhgBBYnIJEC1X7j+2a9eudjEqQO3mt2Fll7snQJANAYLE5BIggwcPDh47YsQIuxgVoHbz21DtWRkECLIhQJCYXAKkU6dO3uN0Efirr76yi1EBajf/JgS1Z2UQIMiGAEFicgmQ+vXre49r1KiRXYRKUPupHdWelUGAIBsCBIlxDZBly5YFj+vSpYtdjEpQ+/ltqXatKAIE2RAgSIxrgLz11lt0XhFR+/ltqXatKAIE2RAgSIxrgDz66KPB48aNG2cXoxLUfn5bql0rigBBNgQIEuMaIDfccEPwuA8//NAuRiWo/fy2VLtWFAGCbAgQJMY1QDL3+F69erVdjEpQ+/ltWZk95AkQZEOAIDGuAdKhQwfvMdWqVbOL4EDtqPZUu1YUAYJsCBAkxjVAWrVq5T1GS3Egd/6SJmrXiiJAkA0BgsS4Boi/hHuDBg3sIjhQO6o9K7O0OwGCbAgQJMY1QA477DDvMUwijIY/mVDtWlEECLIhQJAY1wBhBBItRiCICgGCxLgGCNdAosU1EESFAEFiXAOEu7CixV1YiAoBgsS4BgjzQKLDPBBEiQBBYlwDhJno0WEmOqJEgCAxrgHCWljRYS0sRIkAQWJcA4TVeKPDaryIEgGCxLgGCPuBRIf9QBAlAgSJcQ0QYUfCaLAjIaJEgCAxuQQIe6Lnjj3RETUCBInJJUAGDx4cPHbEiBF2MSpA7ea3odqzMggQZEOAIDG5BMhnn30WPLZr1652MSpA7ea3odqzMggQZEOAIDG5BIg0bNjQe6yW4li7dq1djHKovfwlTNSOlUWAIBsCBInJNUB69+4dPH7s2LF2Mcqh9vLbTu1YWQQIsiFAkJhcA2T27NnBReD27dvbxSiH2kvtpvZTO1YWAYJsCBAkJtcAEX9p9+22284sWrTILkYWaie1l9qtMku4ZyJAkA0BgsREESADBw4MnuP666+3i5GF2slvM7WfCwIE2RAgSEwUAfLjjz+aevXqec+x4447mm+//dauggxqH7WT2kvtpvZzQYAgGwIEiYkiQOSuu+4KnqdPnz52MTKoffy2Uru5IkCQDQGCxEQVICtXrjS1a9f2nmennXbynhelqV3UPmontZfazRUBgmwIECQmqgCRAQMGBM913nnn2cUooXbx20jtlQsCBNkQIEhMlAGybt06c8ghh3jPpVtTJ02aZFdJNbWHf8uz2kntlQsCBNkQIEhMlAEir7zyStBJHnTQQWbVqlV2lVRSO6g9/HBVO+WKAEE2BAgSE3WAyPnnnx88Z2X2+K7KMveQV/tEgQBBNgQIEhNHgHz33Xdm3333DZ532LBhdpVU0ef320LtovaJAgGCbAgQJCaOAJGpU6eabbfd1nve7bff3kyfPt2ukgr63Pr8age1h9olKgQIsiFAkJi4AkTuueee4Ln33HPPSi9XXuz0efW5/TZQe0SJAEE2BAgSE2eA/PTTT6Hv/rVk+eLFi+1qVZI+p7/UvQ61g9ojSgQIsiFAkJg4A0TWr19vTj311OA1DjvssCq/4KI+nz6n/5n1+dUOUSNAkA0BgsTEHSDyww8/BCv26jjggAOq7NdZ+lz6fP5n1efW548DAYJsCBAkJjNALrnkErs4MsuWLQuFiK4NVLUL6/o8mdc89Hn1ueMybdq04LV69eplFyOlCBAkZt68eUEnVK1aNXPbbbc5rw67OToTz/w6S3cnVZVbfPU5/LutdOhzxjXykIkTJ5oGDRoEr6c7vB588MFYvipDcSFAkJgNGzYES4v7x3777Weeeuopu2ok1MF17tw59Hq6wFysM9b1vjNvFNChzxdXRz5nzhxzxhlnhF4v89ASKQoXpBcBgkRpTSYtK77rrruGOqOTTjrJzJgxw64eCd3SqhGP/1pa5iOK5T2SpPfrL0+iQ58n6lt1fStWrDA9e/YMdjH0j9///vfetauaNWuGfq6QUdggfQgQ5MXSpUtNt27dzNZbbx10RPqzfqayqGlSXeaMdR1arbbQl4LX+8tcVVeHPkeUkwR9uvVXX49lXlvRcdRRR5k33ngjqDd//vxS70lfa/Xo0cMLH6QHAYK80qhDo4/Mzkijk/vuuy/yr2a0rEfm2lk6tF+GNl0qtJ0N9X70vvz9PPxD7z+q5Ukyvfnmm15QZL6WgmTo0KFlzilRqFT2MahaCBAUBF0H0fWQzM6oUaNG5qWXXrKr5uzVV181jRs3Dr2Wrs1o7/B8zxvR6+t92NeK9H71vqO2YMEC06lTp9BrVWY0oaBQYGQbtSiUULURICgYuiNLd2btsMMOoc6obdu25pNPPrGr50TXYrTJkr+zoX/oe//27dubsWPHmrVr19oPi4VeR6+n17WvO+j96X3mup+HbfXq1d4IJ/NuLh26nvHpp5/a1TdLYaPQ8dck8w+Fk0IKVRMBgoLz1VdfeXcb+Xt96FDHdM0115jvv//erp4T3dmki/p169YNdXw6atWqZbp27WpGjBgR+bUSPZ+eV8+v17FfW+9H7yuOO8ZGjRoVui1Xh+6oevnll+2qlZbtzi1ddFdYKbRQtRAgKFhTpkwxTZs2DXVGu+++uxk0aJDZuHGjXT0nGv0MHDgwNAHRPvSVWpcuXUz//v3NuHHjzKxZszY7MlC56qm+HqfH63ns5/YPvb7eRxzzY9577z1z4oknhl5P4fX3v/898utNCiN/x0j/UGgpvFB1ECAoaPqOffjw4aZevXqhzuiII44wkydPtqtHQl/h9O7d2+y///6lOviyDgWb7o7yD/3drlPWodfR67l8dVQRS5YsMX/4wx9Cd7xts8025sorr4x19rpCSRMO7RHWCSec4IUZih8BgqKwcuVKc9NNN5W6RnD22Webzz//3K4eGa03NXjwYO+7fDvEXA89j55PzxvnOl3+nJudd9459PotWrQwH3zwgV09NgophZVCy38PW221lRdqaVkxuaoiQFBU5s6dazp27BjqEGvUqOGdwce5nIdPnaG+Wnv00Ue9yXYXXXSROfPMM71bkXUcfPDBwZ/1c5WrnurrcXGe8Wd67rnnzIEHHhhqJy35/swzz9hVE6PQatmyZeg9KdziuEkAySBAUJQ0M/tXv/pVqDPaa6+9zBNPPGFXTZWPPvrItG7dOtQumkty5513JnZX2eYoxDJXEdahsFPoobgQIChaWlvr4YcfNrvttluoM/rNb37jrR6bJppc+Oc//zm0ZIu+JtJF+6+//tqunncKM4WaPVFS4acQRHEgQFD01HlqjSa789TXR4XYeUZJIfrPf/4za4i+8847dvWCo9+PQk6/L/+96/eoMCy01QFQGgGCKkNnrm3atAl1pJrRfccddxTM1zdRmjRpUqmv8fbee++i/BpPYXfccceFPotCUeGokERhIkBQ5ZR1AVlzMaqCfN9IECdNrlQIZn62Qw891AtLFB4CBFVSodzCGqWybmXWMutx3sqcNIWgwlChmPk5O3To4IUnCgcBgiotX5PoolTeZMrXXnvNrl5lfPHFF144Zn5mheeNN97ohSnyjwBBKmgP8aSW8YjS22+/XWo5lz322COW5VwKlUJSYZnZBgpThSrLxucXAYJUGT16dKmFBLVUehQLCUZJC0pqu1p7Qclrr7028gUli4HCUjP3FZ6ZvzuFq0IW+UGAIHXWrFljbr311lJLmZ9++umxrUdVUeUtaT979my7euooPBWimcvGK2QVtl9++aVdHTEjQJBaZW2mpA2dli9fbleP3ZgxYxLbVKvYKUxPO+20UFspdPv27RvLSsbIjgBB6mnnvCZNmoQ6ozp16pghQ4Ykcp0hyW19q5oJEyZ4649ltp1CWGGM+BEggNl0p9OwYcNKbc165JFHent/x2Hp0qWmW7duoTvE9OfLLrvMfPPNN3Z1lEEhq7BV6Gb+7hTK77//vl0dESJAgAzamlWr59pzLc4991wzf/58u7oTzVG59957zS677BJ6jebNm5uZM2fa1VFBCl2Frx3Il156qRfWiB4BAmShrVnbtWsX6uC1Nestt9yS09asL774YqkdCbWh1NNPP21XhSOFsMI4s40V1gptlo2PFgEClGPixInml7/8Zagz2meffczIkSPtquX65JNPzKmnnhp6Hl30vf3227noGxOFsr2r5EEHHeSFOKJBgACbocX8HnroIVO7du1QZ3T88cebd999164eottOr7766tBKwbrt9IILLvDmeiBeCmeFtH1btMJcoY7cECBABWl58T/96U+ltma9+OKLS23Nqru3HnnkkVJ7ox9zzDHezoRI1sKFC82FF14YmpipUFe4p3FiZlQIEKCSZs2aZVq1ahUKBi3a2L9/f2/Z+MmTJ5vDDz88VF6/fn3z2GOP2U+FhE2dOtUL8czfjUJeYZ/ELdtVDQECOBo/fnyprVntr0qqV69uevXqZVatWmU/HHmkMFeoZ/6udAt3Me6lkk8ECJADjTj69etXamtWHWeeeaaZN2+e/RAUCIW6wl0h7//OtBIBKo4AASKwaNEi06xZM68TUpi88sordhUUKIW8v0ijwgQVR4AAEbIvpqM4+PNGdD0EFUeAAEg9AsQNAQIg9QgQNwQIgNQjQNwQIABSjwBxQ4AASD0CxA0BAiD1CBA3BAiA1CNA3BAgAFKPAHFDgABIPQLEDQECIPUIEDcECIDUI0DcECAAUo8AcUOAAEg9AsQNAQIg9QgQNwQIgNQjQNwQIABSjwBxQ4AASD0CxA0BAiD1CBA3BAiA1CNA3BAgAFKPAHFDgABIPQLEDQECIPVatWprqlXbydSrt79dhHIQIABSr0OHa02dOq1M48Zn2kUoBwECIPUuumiIOfjgXua44+6wi1AOAgRA6nXr9qw58siBpmXL4XYRykGAAEg9AsQNAQIg9QgQNwQIgNQjQNwQIABSjwBxQ4AASD0CxA0BAiD1CBA3BAiA1CNA3BAgAFKPAHFDgABIPQLEDQECIPUIEDcECIDUI0DcECAAUo8AcUOAAEg9AsQNAQIg9QgQNwQIgNQjQNwQIABSjwBxQ4AASD0CxA0BAiD1CBA3BAiA1CNA3BAgAFLviiue9wKkdevH7SKUgwABkHoTJswxp5zyhHnkkXftIpSDAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgRAamiyoH+88so8u7gUvy6yI0AApEZmgLRrN9KsW7fRrhJCgJSPAAGQGn4gnHXWk95/n3hihl0lhAApHwECIDX8QHjzzfnef086aZj5/vs1drUAAVI+AgRAamQGwp/+9IL353793rBq/YwAKR8BAiA1MgNh7tzvzNFHD/IO/TkbAqR8BAiA1LADQaMP/V2jkWzs+ggjQACkhh0Iy5f/aJo3f9T72VtvLciouYldH2EECIDUyBYII0bM9H6mO7M2bvwpVJatPn5GgABIjWyBsH79RtO+/Sjv52PGzAqVZauPnxEgAFKjrECYPPlz7+ctWgw3K1euDX5eVn1sQoAASI3yAsHfF/2++94OflZefRAgAFKkvECYM2eZadLkEXPMMYPMggXLvZ+VVx8ECIAU2Vwg3H77a175ddf9y/v75uqnHQECIDU2FwjffrvGNGs2zKvz7rsLN1s/7QgQAKlRkUB47LEZXp1OnZ6uUP00I0AAVDkTJswx5577lBk16r+hn1ckELTE+xlnjAzqZqv/2mtfmHPOGeOFjT13JE0IEABVxurV602fPq8GHf/JJz8eKi8rEGyTJs0rN0Auv/y5oEx/Xrr0B7tKKhAgAKqEjz9eajp0GB107FokcfToD+xqkdBy8CecMDR4rZYth5s33vjCrlblESAAip6WIzn22MFBh37aaSPMjBmL7GqRmj9/uenceWzwmkcdNdDcffdbm93lsCohQAAULd01ddVVL4a+brr++pfNihU/zyaPk5ZB0cRDhYf/+ued97T5/PPsy8NXNQQIgKI0deqXpnXrx4OO+7jjhpixYz+yqyVCK/m2avVY8F6OP36IGT/+Y7talUOAACgqGzZsNA88MNWbNe532LrjqqxNoZKybNnqYJdD/7jhhomhtbWqGgIEQNH48svl5oILxoU66f793zRr126wq+bFTz8Z8/jjM7zlUPz397vf/Y+ZOXOxXbVKIEAAFIUXX/zUnHjiplniOrRyrlbRLUQffrg0WCJeh+4IGzp0epWbM0KAAChoP/ywztx88yuhUUe3bs+axYtX2VULit53797h933ZZc+aJUuqzpwRAgRAwfroo9Jn8kOGvFdUZ/IvvFB65KSZ7FUBAQKg4OhaguZ22NcS4p7bERctD585Z0THgAGFc+3GFQECoKBku5upZ8+Xi/5uJs0Zuf/+KQV391guCBAABWPKlAXe+lV+B6v5FM88k5+5HXHRZ8ycv6LPOG5ccX5GAgRA3q1fvyHr2fm8ecV7dl6ebKOsHj2Kb5RFgADIq7lz55u2bXuaxo1vDjrTu+4q/usDFWFf52nd+iHzn//MtqsVLAIEQN48/vjjZtdd65patZqaffftYk488cEqc4dSRfl3mh1xxAOmYcPLTN26zc3f/na32bix8BdlJEAAJG7FihWmc+fOZosttvCO6tXrmo4drzWLF39vV00FzRnp2XNUSXicarbffl+vTU466STz5Zdf2lULCgECIFHvvPOOOeCAA4LwqFatWskZ99+K4ow7bmPGPG922mnnoG1q165txo8fb1crGAQIgET89NNP5q677vICw+8g99tvPzNlyhS7aqrNnTvXNG3aNGgjHX/84x/NmjVr7Kp5R4AAiN2iRYtM69atQ53iOeecY5YvX25XhdFdaetNz549zVZbbRW0169+9Ssza9Ysu2peESAAYvXSSy+ZOnXqBB3hDjvsYIYOHWpXQxYTJ0409erVC9quZs2aZuDA0nu05wsBAiAW69atM9dcc43Zcsstgw7wiCOOMB9/XPU3WorSkiVLTNu2bUOjt44dO5rvvsv/HBkCBEDkZs+ebY488sigw1OIdO/e3axdW1wT5QrJfffdZ7bbbrugTRs0aGBef/11u1qiCBAAkRo+fLjZcccdg45ujz32MM8//7xdDQ6mT59uGjVqFLTtNttsY/r06WM2bMjPpEsCBEAkNLejU6dOoa9aWrZsaRYuXGhXRQ5WrVplunbtGmrnZs2amQULFthVY0eAAMjZtGnTTMOGDYMOTbfq9uvXz7t1F/EYPXq02Xnnn+eM1KpVy4wbN86uFisCBIAzBYSCInNux/7772+mTp1qV0UM5s2bZ4455pjQaOSKK65IbM4IAQLAyddff21atWoV6rzOO+885nYkTHNGbrzxRrP11lsHv4dDDz3UfPDBB3bVyBEgACpt7Nix3gVcv8PS3I5HH33UroYETZo0ydSvXz/4nejOt1tuucWuFikCBEClNW/ePOiodFeQbttF/i1dutS0adMm+N3svffedpVIESAAKm3kyJFBJ3XdddfZxcgjLZHv/240kTNOBAiAStP37lopVp2UVtZF4WjXrl3wFdb8+fPt4kgRIACcZM5FmDFjhl2MPNAckRo1ani/E63oGzcCBIATzS73A6R37952MfLgySefDH4nur06bgQIACda18qfyHbIIYfYxciD3//+90GAzJkzxy6OHAECwNn5558fdFgfffSRXYwEafKgbqfW7+Lwww+3i2NBgABwpqUz/AC57bbb7GIk6Jlnngl+F3379rWLY0GAAHC2evXq4KxXe30gfzp37hwEyIcffmgXx4IAAZCTs88+2+u0dNvoZ599ZhcjAboetcsuu3i/h8aNG9vFsSFAAORk1KhRwZnvgAED7GIk4IUXXgh+B3/961/t4tgQIABysnLlSlO9enWv89LKsEjexRdfHASINp1KCgECIGdnnHFG8DVWPjY2SjPtRrjbbrt57a89WZJEgADI2WOPPRacAd9///12MWL073//O2j766+/3i6OFQECIGffffed2Xbbbb1O7MQTT7SLESNtIOUHSNIbeREgACJxyimneJ2YNjZatGiRXYwYbNy40dStW9dr93322SfxLYQJEACRGDRoUHAm/PDDD9vFiMHrr78etHn37t3t4tgRIAAioc2M/F0KtdUt4qfQ8ANEYZI0AgRAZH772996nVm1atXMsmXL7GJESF9X6Wsrtbe+xtLXWUkjQABE5qGHHgrOiIcOHWoXI0LTpk0L2vryyy+3ixNBgACIzMKFC81WW23ldWpt27a1ixGhHj16BAEyceJEuzgRBAiASB1//PFep7bddtuZ5cuX28WIiLYSVjtrEqG2GM4HAgRApO65557gzPiJJ56wixGB999/P2hjLWOSLwQIgEh98cUX3pIm6tw6dOhgFyMCWjDRDxAtpJgvBAiAyDVp0sTr3GrWrGlWrVplFyNHWrJd7asl3LWUe74QIAAid+eddwZnyGPGjLGLkQNtHey3rTaRyicCBEDkPv3006CTO+ecc+xi5EBbB/ttqy2F84kAARCLww47zOvkdtxxR7NmzRq7GI60dbDaVVsJa0vhfCJAAMTi1ltvDc6Ux48fbxfDgbYM9ttUWwnnGwECIBazZs0KOrsLL7zQLoaD/v37B206evRouzhxBAiA2DRq1Mjr7HbddVezbt06uxiV1LRpU689a9So4W0lnG8ECIDY3HTTTcEZ80svvWQXoxLmz58fzK9p166dXZwXBAiA2Lz33ntBgFxyySV2MSpBWwX7bakthAsBAQIgVvvvv7/X6e2+++5mw4YNdjEqSFsFqx21dbC2EC4EBAiAWF133XXBmfOkSZPsYlTA119/7W0VrDbU1sGFggABEKspU6YEAXLllVfaxaiAf/7zn0EbDh482C7OGwIEQKy0c97ee+/tdX716tXz/o7Kadmypdd+2jJYWwcXCgIEQOyuuuqq4Az6zTfftItRjm+++SbYa75FixZ2cV4RIABiN3ny5CBArr76arsY5RgyZEjQdv/4xz/s4rwiQADEbuPGjWbPPff0OsF9993XLkY5tDWw2k1bBWvL4EJCgABIxGWXXRacSb/zzjt2MbL4/vvvva2B1WbaKrjQECAAEvHyyy8HAdKzZ0+7GFloS2C/ze699167OO8IEACJWL9+valdu7bXGf7iF7+wi5FF+/btvfbSEibaKrjQECAAEtOlS5fgjHrmzJl2MTJoK2BtCay2Ovroo+3igkCAAEjMc889FwTIzTffbBcjw5NPPhm0Vb9+/ezigkCAAEjM2rVrzc477+x1ir/85S/tYmTQVsB+gMyZM8cuLggECIBEderUKegYP/74Y7sYJbQFsLYCVhtpa+BCRYAASNTYsWODALn99tvtYpTQFsB+G2lr4EJFgABI1OrVq83222/vdY6//vWv7WKUuOCCC4IA0dbAhYoAAZC4s846y+scdXvq3Llz7eJU09a/2gJY7XPwwQfbxQWFAAGQuJEjRwZn2AMGDLCLU+3FF18M2qZXr152cUEhQAAkbsWKFaZ69epeJ3nsscfaxan2hz/8IQiQ6dOn28UFhQABkBenn3568DXWggUL7OJU0pa/2vpX7dKwYUO7uOAQIADyYvjw4cGZ9gMPPGAXp5K2/PXbRFsBFzoCBEBefPvtt2bbbbf1OstmzZrZxamkLX/9ANFWwIWOAAGQN23atPE6y6233tosXrzYLk4V7ZmiLX/VHtoCuBi2/iVAAOTNoEGDgjPuhx9+2C5OlTfeeCNoiz//+c92cUEiQADkzZIlS4L9vk8++WS7OFX+8pe/BAHy2muv2cUFiQABkFfNmzf3Os1q1aqZZcuW2cWp0aBBA68dtPWvvs4qBgQIgLx68MEHgzPvYcOG2cWpMG3atKANtPVvsSBAAOTVV1995c0F8TvQtB/a+rdYECAA8q5WrVqlOtI0HrobTVv/FgsCBEDeafnyRo0amVNOOcVcdNFFqTu09/mBBx5o7r77brtpChoBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHDyf9vO5aId8yhAAAAAAElFTkSuQmCC)
PN: 4H56-1-0MG
CAS: 91271-60-2
Molecule Weight: 191.274
Formula: C12H17NO
![4-[(Dimethylamino)methyl]benzoic acid hydrochloride](data:image/png;base64,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)
PN: 4632-5-04
CAS: 17847-26-6
Molecule Weight: 215.68
Formula: C10H14ClNO2
PN: 4H23-1-27
CAS: 1300725-27-2
Molecule Weight: 205.257
Formula: C12H15NO2
Melting Point: 236-240 ℃
TSCA: Not listed on TSCA inventory