![Methyl 2-[(dimethylamino)methyl]benzoate](data:image/png;base64,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)
| Product Number | 4632-1-0H |
| Purity | 95 % |
| CAS | 27171-87-5 |
| MDL Number | MFCD13249350 |
| Molecular Formula | C11H15NO2 |
| Molecular Weight | 193.246 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4632-1-0H
CAS: 27171-87-5
Molecule Weight: 193.246
Formula: C11H15NO2
PN: 4658-5-X3
CAS: 849020-92-4
Molecule Weight: 201.65
Formula: C9H12ClNO2
![Ethyl 2-[1-(methylamino)ethyl]benzoate hydrochloride](data:image/png;base64,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)
PN: 4658-1-5Z
CAS:
Molecule Weight: 243.73
Formula: C12H18ClNO2
![Ethyl 2-[(1S)-1-(methylamino)ethyl]benzoate hydrochloride](data:image/png;base64,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)
PN: 4658-1-S01
CAS:
Molecule Weight: 243.73
Formula: C12H18ClNO2
![Ethyl 2-[(1-phenylethylamino)methyl]benzoate hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA6iAAAOogF4IS59AAAChHpUWHRtb2xTb3VyY2UAAHichZVtj6IwEMe/yqSvz9IpCGjUjXFzySW7d8ntXnLvLhWrSyKwAXz69jel+AC6IJLpw/83bel0Onk6JlvY67yIs3TKkAsGOo2yVZxupuzP+/dByJ5mk4hEJEyLKfsoy8+x4xwOBx596EQds5RHWcJs//hYxA3NweVZvnGkEOj8fX15q5hBnBalSiNNVBGPi6rxJYtUWc3iiyGcROX7OHWs3EnyvfX2TwrzF/xYrNh1LQvqmxMK63irYZ3liSphLwWnv/gGG53qXJV6BcsTNbvco7XPJq/PWbRLdFpS0XiII7V9K/NdRA1JttXRjpxR4cfzlCVIgCqzZJ7n6gSmZJoVgpKgXFAeqCEoH1QAKgQ1AoWCXupHEiApkCRIGiQRkgpJhqSTpJPGj6T92GozoffTp6ZVbWFBz6/6vX1+tuoL+rpyymi19AP0OIYjD1DycDgMrxb5UNJQKKg/9K71Pl1tQ+r2grMJSERrrI1PksA7G48kbgAu9dF8amMbGZyuM3V5EPhGJwQZ5J5PRnB/dK0NBA8914UBch+NdTkOrR3J2/q5v9Y3vdQj1I13Ph8xtOHOZcdnk2WWrm6KEK+mbImsCoXfel3QoqpQYJDlK53TATMOjPQWkE3ABE434DYBE2bdgNcETFBeAPkIGN4BQfcIfhMwAX8B5o+AoAmY49ENhE2gOkzdxKhJ2LPXjRiXDaY6qz0M3q29F2ltuU0H3V8YW7tu00cP09p4m256mNbe2/TUw/gPmJ6IwVYE2PTX891aQWDTZQ/TDoMqvXYzshUGNh33MO1zX6fvTqYdB8FXjHOTapzzRUTFu0vKubnBHLq3Z/8BkiU/ImmUDlkAACxtSURBVHhe7d0HmFTV+cfxiCJgQ8Qo2EVRRIGAQpC/oLFF0BiMEStKUcTYNZogFsAuxl5CsKCoKMGCGKMYBRQLtihW7IgNFSx0BN7//M5m1p3L7uy9LzO7Mzvfz/PwIHvvzNxxds7v3nPOe+4vDAAAh19EfwAAQBwECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAQIFbtGiRDRs2zFq3bm0NGza05s2bW48ePWzSpEnl+/ziF1U359m2rYr8PCsAICcWL15sXbp0sb59+9pbb71lS5YssU8//dTGjx9vXbt2Ld8vW0hk27Yq8vOsAICcuOSSS6xnz57RH68kW0hk27Yq8vOsAICcaNOmjT333HPRH68kW0hk27Yq8vOsAICc0JjH3Llzoz9eiUIi2598yM+zAgByIkmAVCXbtlWRn2cFAOQEXVgAAJeLL744p4PoDz74oLVr187WWmst22WXXWzy5MkV9kym6lcEANQ61YB07tzZ+vfvH6bxLl261GbNmhWm8Xbr1q18v7gB0rt3b5sxY4YtXLjQ7r777lBT4lX1KwIAaswPP/xgZ599tjVq1MheeOGFjG1q7IcMGWKtWrWyBg0aWLNmzVa5kFD1JePGjbO2bdtGN8W28rMCAGrM8uXL7bbbbrONN97YVlttNTvqqKNswYIF0d1yKj0zq0mTJvb8889HN8dGgABALZk6dWoYh1Bj3qlTp1iD5bmS7sLadttto5tiI0AAoIZpKZIjjjgiBIfGIEaNGmUrVqyI7pYXAwYMsJkzZ4YAGTNmjG2++ebRXWIjQACghqTHMjQDSmMZgwYNsnnz5kV3y6vRo0dbixYtbJ111glrbK3KVQ8BAgA1QGf7W2yxRbjqOOigg+zDDz+M7lJ0CBAAyKNXXnklrJqr4FBR4JNPPhndpWgRIACQB7Nnzw61G/Xq1bOmTZvaTTfdZMuWLYvuVtQIEADIIRX6DR8+3Bo3bmz169e3U045JdZaVsWIAAESKNQ7w6EwTJgwwVq2bBk+53333dfefvvt6C51Cr/NQEyFfGc41C4FhQJDn68CREFSCvhtBmIq5DvDoXaoa0pdVOqqUpfVFVdcEU4sSgW/zUBMhbysNmqWBsM1KK7BcQ2Sa7Bcg+alht9mIKYkN/bJ9gfFTdNwdTKhz1Jdl5qmW6r4bQZiShIgVcm2DYXvrLPOCp+hCgJVGFjq+G0GYqILC4MHDw6f4VdffRXdVJL4bQZiyvWd4VB8LrvssvAZ6t4dIECA2HJ5Z7hc3lYUNYcAyVT1bzqAleTqznC5vK0oag4Bkqnq33QAeZeL24qi5hAgmQgQoJaoIdKfVb2tKGoOAZKJAAFqUS5uK4qaQ4BkIkCAWpDL24qi5hAgmQgQoBbk8raiqDkESCYCBEjogw8+sEMPPTRcPaC0ECCZCBAgoXvuuSc0Im+88UZ0E+o4AiQTAQIkRICULgIkEwECJESAlC4CJBMBAiREgJSuEakA2Tb12c8jQAICBEiIAClds1IBMjX12S8jQAICBEiIAClhqQBJffhmBEhAgAAJESAljADJQIAACREgJYwAyUCAAAkRICWMAMlAgAAJESAljADJQIAACREgJYwAyUCAAAkRICWMAMlAgAAJESAljADJQIAACREgJYwAyUCAAAkRICWMAMlAgAAJESAljADJQIAACREgJWz0aLMNNzRbujS6pSQRIEBCBEiJ++mn6E9KFgECJESAAGUIECAhAgQoQ4AACREgQBkCBEioJAPk++/NTj/dbIstzOrXL/v7jDNKZzZSqb//KhAgQEIlFyALFpi1a2fWt6/Ze++ZLVlS9ne/fmbt25stXBh9RN1S6u8/CwIESKjkAmToULP994/+tIx+fuGF0Z/WLaX+/rMgQICESi5AdtrJ7Jlnoj8t8/TTZm3aRH9at5T6+8+CAIHLmDFjbPz48dEfl4S///3vIUBeffXV6Ka6qWFDszlzoj8to583ahT9ad1S6u8/CwIEiXzyySfWq1ev0IDqzzHHHGNffPFFdLc6admyZXbzzTfb2muvHd77lltuaQ8//HB0t7qn1BvQUn//WRAgiGXBggV2/vnnp74rjVLfp4Z21lln2cknn2z169e3dddd1y655BJbosHFOmrSpEnWtm3bEBz/93//Z1dccYVtt9124d/77LOPvf3229GH1B3eLpz77jObPj360+Ljff8lgABBte666y7bbLPNQmN5yCGH2Mcff1y+bcaMGdajR4+wrUWLFvbAAw/8/MA64KOPPrKDDz44vL/NN988jH+kLV261IYPH26NGze2NdZYIwTq3LlzKzy6jvAOIm+1ldnqq5sdf7zZN99EtxYP7/svAQQIqvTiiy9aly5dQuPZrl07mzx5cnSXcv/+97+tVatWYd8999yz6AeY582bZ4MHD7YGDRqEq64LLrggXIVVZvbs2XbsscdavXr1rGnTpnbjjTeG7q46Y/58S11+lU1bff/9soUE9Xf//tmnsX77rdkJJ1gqXc2aNDG75priXITQ+/5LAAGClXz55ZfWp0+f0CD+8pe/tBEjRsRqEHVGfvXVV9v6668fzshPSDUe36oRKSIrVqywO+64wzbZZJMQhocddpjNnDkzululNKjetWvX8LiddtrJnnzyyeguxeu778xOO81Sl6JlgZC6GguFdXEK6dSNlTqpSP2PsdRZhtljj0X3KAxaJPG668wGDoxuWbX3X4cRICinMYxLL700jGlobOP01BfkO31xEvrmm2/s+OOPt9VXXz114tnErr322tR3s/BXMH3hhRfs17/+dQiADh062DNV9XtX49577w0D7Hqenj172ocffhjdpTSpe7NFi7IgUdfPjBnRPWqPQk3hpmM78MDoVlSBAEHw4IMP2jbbbBMave7du9u7774b3SWx119/3fbYY4/wnDvssINNnDgxuktB+Pzzz61379622mqr2UYbbWS33HKLLV++PLpbIgsXLrShQ4faWmutFbrBzjnnXJs3r3S7OsotXmx2ySWWOksxW3NNszPPLFsmpLaoovyAA8qCQ+F2//3RPZAFAVLi3nzzTdtrr71CI7/99tvbo48+Gt1llY0bN8623nrr8Bq/+93vUt/Z96K71IrFqcbsoosusnXWWSfVlq0ZZpb9kOMuiVmzZtmRRx5pG2zQ0X7zm6vt4Ydn2IoV0b3qCHX1qTGO8zukqd/HHGOp1Db75S/NRo40W8XQTkSh9ec/l4VY6vO3iy8uCzckQoCUqDlz5tiJJ54Yxio0ZnHVVVeFMYx8qYnGOomaDrVXXnk/dZXzgO2884jw9+uvfxXdpfh99pmlLmPLzuZTV7EW5yp22jSzXXcNj3mxfXt7dcqU6B65pZBSWKWuNEN4HX20LkGjeyEmAqTEaCzi+uuvT50RbxDGKAYMGBDGLGpKxe6ijTfeOCfdRUnUZrearjzGj3/X9t13dAiS8857ymbPnh/drbipFujSS8u6qLRqrQaaY4yjLRs92s7bdNPwuahQVQWrOaeaDc2aUsB17qxBr+geSIgAKSFPPPGEtW7dOnxJd999d3vttdeiu9SY559/PicD1nEV0sD+ggVL7brrpqXasJG22263pk6IX0m1u9XPcisqX35p1qePWb16ZV1UI0aolD+6V4YF8+fbueeeGwpVNXVahatVTZ1ORGF06KFlwZEKKbvzzugecCJASsD7779vBx54YGist9pqKxs7dmx0l1g0I0tFhKoHUWW2/ta/vcVzqzJlNq5Cnlo8a9YPdsYZj4erkd/97p7U1VAdnK314otmXbqUNd5aEj1LLVGafqdUsKrfCRWwqpDVQ+Hzz1QIfaylRrQcSSqcQk0HcoYAqcM0xnD22WeHMQet33ThhRfaokWLortVSg3vU089Zeedd17o8lE9iL7QVf3ZcMMNrVu3bjZo0CB77LHHYr+OJCnaS6JYihunTfss1WCODUFy3HEP24wZhRFwOaUQUA2FgiQVDlZhNYOq6ARFBaz6/FTQqsLWuO6+++6wcsBaqcf+649/jPV6SI4AqYM0pnDrrbeGMQaNNWjM4TMNcMYwffp0O+mkk8oDQ49v37699e3b1y677DIbNWpUWIVXVyD6W/++/PLLrX///qkGcOfQRaTHrbfeeqEY8Wn1O8eUbdmQJIpxeZVly5bbffe9ab/5zSjr2PEfdtFFU+z7738OYYXL0Uc/mPpsV57CpW2V/XdUtm01QicFqSuCsPjg/64IlldzRaACVhWy6vdRha36nVKha1VeeumlsFaZPnuFj35PkT8ESB0zderU0JDrC9SpU6cw1hDHK6+8Ut7NpSuBP/zhD6Gr6/uEc/R//PFHe+SRR1KN3dFhxpWer2PHjqHOJK6KCxfutttu9vLLL0d3qZSO9YwzzijqBR5/+GFxKpCnpj67kam2dlL5z9X4n3vuk3b//Ssv2lg0AZKmMYlevcLVyJWbbmqjR4+O7rESdZ+qsDX92argteJnq1DRSY5CRlfDcVdPwKohQOqITz/91A4//PDQ6DZv3jxcGWiMoToavxg4cGD44mlwWV1WuZqVpWI6zfhKT5dNMnCfXjpdjYGOrV+/fvbVV5VPfdUV18iRI8NZqq6Y6sIS8xof+fbbn7vx1Pjr3xor+e67zO7BoguQ/5kzZYodmrq61e/GrrvuatM0pbcaKnBVoaseo8LXf/7zn+HKWFe8q7J6AnwIkCKnRnrIkCEVKp7PCWMKcah7SYOU6nZSTUi+vngKgxtuuCFMHdZA9rBhw2KfHeqYTj311NA4qJFQd1nFM88pqUboV7/6VaJGqBilG/8xY95I/f/LrJUo1gARb/ir4HXT/0371Z/99tsvJ6snIBkCpIhpjGCLLbYIXyB1OSVZc0kzk9SYa4wgyeDkqlDxYvpmVBpw//rrr6O7VOmdd96x3/72t+Gx2267rf3jH/8ofy6FYJxukGKWbvw1BnLEEffb9OmzV9qW/u9sfwqVuh/PPPPMMOEj3f2o4tPKaJxu7733Dp99s2bNwlUuagcBUqR0pqYvUJs2bcJsqbjUraUqcD1WYx61UQ1+++23h7n+6oJIetao8ZWWLVuG49eVk7rc5lczEFsXVGz8VcV+5JH3lw+oRwOkKtm2FQpNgNh///3D51vZBAiFh7ZpfO1vf/tbXldPQPUIkCJ12mmnhS9S0i9QOjyOO+642N1I+fDss8+GbgstXpg0RDRgqvegM9ZSEW38hw6dHGZtRbdF96so27ZCo6ngFadgKzhEkz30M80yRO0jQIqUKnb1RUqyDIi6rdLhUQh0G1iFiPqyNYU3LhUC6n3oDLRURBv/uXMXhQH1OXMW1skAEZ0cXXPNNWFyR7oIVLUh+uw1eI7aR4AUqaQBogFzdfmo26o2rzyiNCtLVeKathu3eJAAKTNu3Fthqm9dDZC0isvQaCKFPnvvagrILQKkSCUJEE3V1UCzxhyS1nXUhAkTJoSpukcddVR0U6UIkDIaA0mv8JtW2X5p2bYVAy2Eucsuu4TPXqsqoPYRIEUqSYCozkNnbzU128oj/X7iFByWYoCgzH//+1+6sAoIAVKk4gaIBh11dq/lSQqZajt0H3EtrKhq9mwIkNJFgBQWAqRIxQ0QjXloEDJfRYK5pJlZek+6FWw2BEjpIkAKCwFSpOIEiKY+qrpXtRLF4oADDrDGjRtnXSKeACldBEhhIUCKVJwAOfnkk8PyJrla26omaJxG70tTjqtS6gGydOly+/HHJdEflwQCpLAQIEWqugDRHHrVWGiJk2KjOxRqPKQqpR4gV175rPXqVZoNKAFSWAomQH4xomAOpShUFyBa3kTbx40bF91U8LS2kY69qhtAlXqAqPaje3ffXfqKHQFSWNytdrYGP7pt0bJFNuyVYdZ6bGtreEtDaz66ufX4dw+b9Pmk8n2ij0F21QWIxj00dTfbWEKhUlV6toAgQAgQAqQwuFvtbA1+xW2Lly22Lg91sb6T+9pbc9+yJcuX2KfzPrXxn4y3ruO7VvoYVK+6ANG9N9QVVKy0YKLuKlgZAoQAIUAKg7vVztbgV9x2yX8vsZ6P96ywtXLZng8rqy5AtEih7tBWrA477LBwW9vKECAECAFSGNytdrYGv+K2Nv9sY8999VyFrZXL9nxYWbYAUbeVtum2n8VKN53SFOTKigoJEAKEACkM7lZbDX62P2ka85i7uPp+eAIkmWwBolVuta2Yb7J0xx13hPdQ2VLvBAgBQoAUBnerna3BJ0DyL1uA6Lau2vbQQw9FNxUNrYml91DZ+l0ECAFCgBQGd6udrcGnCyv/sgVI+p4JEydOjG4qGo8//nh4D3ovUQQIAUKAFAZ3q52twa+47eJXL2YQPQ+yBQhXIHUbAUKAFAp3q52twa+4TTUgnR/sbP2n9A/TeJcuX2qz5s8K03i7Pdyt0segetkChDGQuo0AIUAKhbvVztbgR7ct/GmhDXl5iLW6r5U1uKWBNRvdjELCVZQtQNKzsC677LLopqKhGwZpFtYPP/wQ3USAECAESIGg1S5S2QJEtA5Wv379oj8uGkcccUS4i2JlCBAChAApDARIkaouQLp27WodO3aM/rhotGrVyvbbb7/oj4NSD5Czzx5j3boNi/64JBAghYUAKVLVBcigQYNsjTXWqLQQr9DNmjUraxdcqQdIv35/sq23bhP9cUkgQAoLAVKkqguQ9DTYCRMmRDcVvJEjR4Zj1+14K1PqAXL00UdX2b1X1xEghYUAKVLVBciiRYvCnf169+4d3VTwunXrZi1atLAVK1ZENwUECAFCgBQGAqRIVRcg0qdPH1t33XVtwYIF0U0F67333guzr7QWVlUIEAKEACkMBEiRihMgU6ZMCfvccMMN0U0F67jjjrM111zTPvvss+imcgQIAUKAFAYCpEjFCRDp1KlT6A766aefopsKzscff2z169e3gQMHRjdlIEAIEAKkMBAgRSpugKSXBCmGqxDdv71hw4Y2c+bM6KYMBAgBQoAUBgKkSMUNENHdCZs2bRoa3kL18MMPh/ejCvTqECAECAFSGAiQIpUkQF577bVQE9KrV6/opoLwxRdf2MYbb2ytW7e2JUuWRDevhAAhQAiQwkCAFKkkASKa1aT9b7/99uimWrV06dJwhbTWWmvZG2+8Ed1cKQKEACFACgMBUqSSBsiyZctCfYXGGJ599tno5lqhOo+jjjoqvI9Ro0ZFN1eJACFACJDCQIAUqaQBIt98841ts802tuGGG4Yl32uTwuPEE08M72HIkCHRzVkRIAQIAVIYCJAiddppp4UvUpwxg4p0fw2NN2y00UZhbKQ2aErxkUceGY7/1FNPjW6ulsZM9Ng4A+510UEHHRROAkrRM888Ez77m266KboJtYAAKVJ9+/YNX6Qdd9zRnnjiiejmrBQim266aVjq5JFHHoluzqvPP/88jHl4rjxk/Pjx4SpKjz/rrLOim0tC+v9fly5dKr1jY12kK1Z1c+o2BXrvGjO74oorEp9AIbcIkCJ233332VZbbRW+UL///e/tgw8+iO5SJRXttW3b1urVq2eDBw8Og9n5pqm6uvrRlz/JmIe89dZbts8++4T3ut122xXlIpG5om7LESNGhMZUn5+WrPnyyy+ju9UZzz33XCiI1We/yy672F133WX77rtv+HfLli1L+nehthEgRU6LJmqG1dprrx2WAPnLX/4Sewl3rZGV7kraaaed8ja4rrBSkaBeR1N1p0+fHt2lSrq74sknnxymIeuK6corr6yRsCsG33//vZ1xxhmhel9rnl166aV16oxcy9lokoXWRtOJx2233ZYx5qfgUIDo90qBUtvjeqWIAKkjdA+N9IymZs2ahS9bVavZRqlafZNNNgmPPeCAA+yll16K7uLy/vvvh7Wt1MBp9pfGLOI2cJo1duONN4YCyNVXX92OPfZY+/rrr6O7wcq6JLt37x4+P3Xv6fMsZjop0u9K+qTo7LPPrvTWxqKTieHDh4eTC/2enXLKKeGkAzWDAKljdLmvOxGmL/enTp0a3aVS+oIOHTo0fBH12A4dOtj1119vH330UXTXrBRkt956a5gyrOdRA6C1rT755JPorlX6z3/+E66I9Hg9z6uvvhrdBZV49NFHbfvttw//3/baa6/YdTWFZOzYseXdsgceeGA4CYlj9uzZ1r9//9Clp5MODbLrJAT5RYDUQekBx+bNm4cvou4v/umnn0Z3q5TO3q6++uryBjzdz6wqdp0V6nkfeOABmzRpUvhb/77ooovs0EMPtR122KH8MVtvvXXoWsu2qm6UxnB69uwZHr/lllvavffeG90F1dAZ+VVXXWXrr79+6Pb705/+ZHPmzInuVnA0IzA9OUDdnEknhqTpJmS6nbOep02bNvbkk09Gd0EOESB1mMZCdGvbBg0ahIFrXWEsXLgwuluV3nzzzdA9oG4t1R2kw6GyP+oC69GjR7gN7csvvxx9qqx0nH/961/DcarbQsepbgz4qeZnwIABoftvgw02sOuuu64gV2TWcaqbM32cuurNxXGOGTPGtthii/C7qWnPH374YXQX5AABUgL05dGXaFXP7NXQa0Bc3WK6AtHf+ndV/dPV0ZWSllbRmI2OTQP66gJD7ujMfo899ig/s584cWJ0l1oRvVJSUWmur5R0sqSp4jp50smJTqbmzZsX3Q2rgAApIbqcT3dN6TK/NscWNOOr4lhNvmaAoYwqtz1jC/kQHavRlW4+qftW3bh6PXXrqts17gQTZEeAlJiKs5s04KiBRw1A1hRdYaSnDuvKQ1cgfJlrRpLZTfkQnS320EMPRXfJK10x62RFr6+6Ek04waohQEpUtL5CYx35rK+oWK+i7gSNecStV0FuaWJD7969y+srNGsuyZpqSX333Xd2+umnF0S9it6nprjrfev9a+p7kokeyESAlDgVX6UrvPNV1auKeY296DWSVswjf55//vnyCu+dd945rDOVS7raVcW81u3S1a6W3/FWzCuENN42efLkMP6mv/Vv/dxDV166AtOVmE5qdGXGxI3kCBAEWmakYlXvO++8E90lMa2cmq4H0Zpdqu9AYUlP+U4Xkh5++OGxp3xnowa+Xbt24Tm1ZleS4lRdCT/11FN23nnnhQkA6fWvqvqj7dpP++txSa6kNRakMSE9j8aIVIeC+AgQlFO3ghaoW2+99UJ3g1bK9VT1qmJcleOamqmxFt2PPRdTM5E/mp10zjnnlE/51uylJFO+03RV8Mc//jE0yJr6rXWr4tISNyeddFJ5YKiLqX379uHKRdPDFXRaTFNXIPpb/9bPtV37af90oOh5kiyZo7oTzVLT41WPopMfVI8AwUo0qN6vX7/yqt6bb745VlWvzvy0VpXGVDS2oi9xrqdmIr805Tu9bpnqKFRPEcf8+fPDPWq0ZE2jRo3s/PPPD2utxaHiv/RVgAJMr68rAa31lYT21+P0eD2Pnk/Pq+ePQyc5qkNRPYpOflSfojoVVI0AQZX0xdttt93CF1FVveoeqIqWhdcqudp37733Dqvnonjps9Znrs9TvwPZGuE777wz3B5A+2pFgrjL1ujqVsvc6ESlSZMmoQsqVw22nkfPp+fV8+t14l5N66RHdSk6CVKdiupVknSLlRICBNW65557yqt6dXZXsapXYyX77bdf2LbtttuGrgXUDbrq1NVnesq3rkorTvmeNm2ade7cOXz26kKaMmVKhUdn9/TTT4cuLp3pq7H2DoZXR8+r59fr6PX0unGpPkV1Knp/qltR/QoyESCIJVrVq2XE9cXUWInGTC6//PJam5qJ/NKZu1a5TX/WmoKdngasO1uOHDky0TRgrbWms/sWLVrU2A2x9Dp6Pb2uXj8J1aukb2KmOhbGR35GgCARzdDRTJ30IKfOSr/66qvobqiDdLWZvpGTrkjOPPPMROMUmvGlu0imxyZqsohR9HrpsRYdR5ICVp0cqX5FYzz6vV+8eHF0l5JEgMBFS2P861//iv4YJUBXIWqIk0qHhwan40zKyAe9rl4/HSJJaaKAHlvT4VeoCBAAiaiKW0vgJKFuo3R4FIJ0iCTtztK0YQLkZwQIgESSBogGrjWIrauW2rryiNJx6Hh0XEkG1gmQTAQIgESSBIgG4DX7SYPQScZLaoKOR8el44s7xZcAyUSAAEgkSYCo/kJn+TU12yopHZeOT8cZBwGSiQABkEjcAFHxoWZraUWCQqbj03FmK5ZMI0AyESAAEokbIBpjUCV4vooEc0XHp+OMM7OMAMlEgABIJE6AaCFD1UtoOZFioOPU8Va3ACMBkokAAZBInADRzcq0YkGu1rbKNx2njlfHnQ0BkokAAZBIdQGihQe1pLrWTSsmOl4dd7aFEwmQTAQIgESqCxCt5KtGdty4cdFNBU3Hq+POtuo0AZKJAAGQSHUBovEETY2NW1tRKHS8Ou5s4zYESCYCBEAi1QWI7ujXoUOH6I+Lgo5bx18VAiQTAQIgkeoCREu86zazxUjHreOvCgGSiQABkEi2AFE3kBpYLX1ejHTcOv6qut8IkEwECIBEsgXI22+/HRrY0aNHRzcVBR23jl/vozIESCYCBEAi2QJEt7lVA6u7+BUjHbeOX++jMgRIJgIEQCLZAmTy5MmhgZ04cWJ0U1HQcev49T4qQ4BkIkAAJJItQLgCKS0ECIBEsgUIYyClhQABkEi2AEnPwlJDW4zSAcEsrHgIEACJZAsQ0XpS/fr1i/64KOi4dfxVIUAyESAAEqkuQLp27WodO3aM/rgo6Lh1/FUhQDIRIAASqS5ABg0aZGussYb9+OOP0U0FTcer49bxV4UAyUSAAEikugB5/PHHQyM7YcKE6KaCpuPVcev4q0KAZCJAACRSXYAsWrTIGjdubL17945uKmg6Xh23jr8qBEgmAgRAItUFiPTp08fWXXddW7BgQXRTQdJx6nh13NkQIJkIEACJxAmQKVOmhIb2hhtuiG4qSDpOHa+OOxsCJBMBAiCROAEinTp1shYtWthPP/0U3VRQdHw6Th1vdQiQTAQIgETiBsiDDz5YFFch6asPHW91CJBMBAiAROIGiOjufk2bNrVvv/02uqkg6Lh0fNnuQlgRAZKJAAGQSJIAee2110JtRa9evaKbCoKOS8en44yDAMlEgABIJEmAyLBhw0Kje/vtt0c31Sodj45LxxcXAZKJAAGQSNIAWbZsmXXr1s0aNmxozz77bHRzrdBx6Hh0XDq+uAiQTAQIgESSBoh88803ts0229iGG25Y5VLpNUWvr+PQ8ei4kiBAMhEgABJZf/317YADDoj+uFrvvvtuCJ+NNtoo9phDrul19fo6Dh1PUqeddhoBUgEBAiARBYga0YMPPtg++uij6Oas1GhvuummYcmQRx55JLo5r/R6el29ftLw0JXKwIEDrV69emHQfenSpdFdShIBAiARLftxwQUXWKNGjaxBgwY2ePBgmzdvXnS3Kn388cfWtm3b0BjrsflujPX8eh29nl5Xrx+XigyvueYaa9KkSQiOE044oWCnJNcGAgSAy8yZM+2www4LVyObbLKJ3XnnnbZixYrobpVSCB155JHhsTvttFPeBtf1vHp+vY5eL8naXI899pi1atUqPHbPPfe06dOnR3cpeQQIgFXy9NNPW4cOHUJD27lzZ3vhhReiu1RJ1d8KHz1W4yovvfRSdBcXPY+eLx1ucarM02bMmGH7779/eKyWOHnggQeiu+B/CBAAq2z58uV2yy23hAHq1VZbzY4++mj7/PPPo7tVSgPSQ4cODeMTarQVRtdff33i8RXtr8elw0zPp+eNO+D9/fff25lnnmlrrrlmWJn34osvtsWLF0d3QwUECICcUWP95z//OTTC66yzjl100UWxG+G5c+fa1VdfXd7lpD8tW7YM1eIXXnihjRo1KlwNTJo0Kfytf+vn2q790o/R4/U8er44FH4jR44M90JX+B1zzDH2xRdfRHdDJQgQADn33nvvlXchbb311jZu3LjoLlm9+eabNnz48PAcm222WXk4VPZH27Wf9tfjktDy7e3btw/Ps+uuu9q0adOiuyALAgRA3uj2sDvssENooPfYYw97/fXXo7vEovuVa/bU1KlTwxWI/ta/vfdd/+STT8KVi45L03pHjx4d3QUxECAA8kpTYa+99towFXb11Ve3448/PnEFeK5oFtb5558fpiBrKZNzzz3X5s+fH90NMREgAGqE6idUR6F6CoWJ6itq8mZTd911V3l32CGHHJKoHgSVI0AA1CjVU6iuQg256ixUb5FPL774onXp0iW8Xrt27Wzy5MnRXeBEgACoFZpJpToLNeyqu1D9RS59+eWX1qdPn1CBrhlWI0aMSLTyLqpHgACoNZriq3oL1V1o6q/qMFSPsSqWLFlil156aXjO+vXr2+mnn27fffdddDfkAAECoNap7kL1F6rD0NWC6jJUn5GUKs61TLuuarp375540UQkQ4AAKBiqw1A9hgJA9Rmq04hD9R977bVXeNz2229vjz76aHQX5AEBAqDgqC5D9RkKBNVrqG6jMnPmzLETTzwxzOzSMvNXXXVV3lf3xc8IEAAFSfUZqtNQvYbqNlS/kV5NV9N/te7VBhtsEGpLBgwYUGu1JaWMAAFQ0FSvobqN9LIl55xzjrVu3Tr8e/fdd6+1uxuCAAFQJFS/seOOO4bgaN68uY0dOza6C2oYAQKgaKiOQ8vGJ7kxFPKHAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXP4f2Sazsy9ePgQAAAAASUVORK5CYII=)
PN: 4658-1-5R
CAS:
Molecule Weight: 319.83
Formula: C18H22ClNO2
![Ethyl 2-[[[(1S)-1-phenylethyl]amino]methyl]benzoate hydrochloride](data:image/png;base64,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)
PN: 4658-1-S09
CAS:
Molecule Weight: 319.83
Formula: C18H22ClNO2
PN: 4H21-1-XX
CAS: 904696-60-2
Molecule Weight: 227.19
Formula: C12H14LiNO3
TSCA: Not listed on TSCA inventory
