| Product Number | 4657-1-65 |
| CAS | 22839-47-0 |
| MDL Number | MFCD00002724 |
| Molecular Formula | C14H18N2O5 |
| Molecular Weight | 294.307 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![3-Amino-4-[(1-benzyl-2-methoxy-2-oxoethyl)amino]-4-oxobutanoic acid](data:image/png;base64,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)
PN: 4758-1-0L
CAS: 25548-16-7
Molecule Weight: 294.307
Formula: C14H18N2O5
PN: 4657-1-65
CAS: 22839-47-0
Molecule Weight: 294.307
Formula: C14H18N2O5
![Methyl 3-amino-4-[(1-benzyl-2-methoxy-2-oxoethyl)amino]-4-oxobutanoate hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAu+AAALvgG+sVyMAAAC73pUWHRtb2xTb3VyY2UAAHicnVZrb5swFP0rV3xejK8BY1dJqqrVtEltJ62dtG+TQ9wWKUAFNI9/v2tI0gBZkJZA/Drn+NocXzK93mYrWNuySot85iHjHtg8KZZp/jrzfj1/nSjvej5NCETAvJp5b3X9fuX7m82GJW82M9siZ0mRee341bZKO5hNwIry1Reco//74f6p4UzSvKpNnlhiVelV1XTeF4mpmyj+MYWfmXKd5n4L97Ny3ar9EdxdnG2rpfe5llsauyEqvKQrCy9FmZka1oIzuvgXeLW5LU1tl7DYUXfAQlr7fPpwVyQfmc1rqjqFNDGrp7r8SKgjK1Y2+SAxqny/m3kZemAW1VNtS1vMPEJZUjB1kd2UpdmBqzmcQTACTAAmBBOBkWBiMAqMBoOcbhpHAiAhkCBIGCQQEgoJhoQThBNOh3AioIe0si7K5927paWu4BZ+7O9beGxqj029+/3hELTpYubRJtAHQha6ImIq1hIk00oHVEjUISgWSqVBsyhWERWCKwlIHokUujIUigMKhjJWgAGTYRwChiyOYhqXTAQyBoxZEErqV0yJSANqhjpSrk1ywuEkl9LxOMaB09M8pnbEQi21K5WUyoPdZ9ATzihMhAmyQHDh2iISNAcToYhcU8Y6As4CpUiR0W8D4tR2pCgIKDDGheYEkpw2GZmUtAF7BcEC5EfmXucge5jtJAotuf6MRjCFEZIV/KMX5tNFkS9PqpAuZ97CGYggP+1LRatrTOJBUS5tSWfRCTjoKUF0Cc5SlwlBl+AMeCSIc4RwQJCXZ4i6hHiUIAcE1SE4ZHum5t9a9r41lIoHUvry3KpLaA7g5f3QQwZensMpnlKao43/u0TEM2ojLsGeTdrEMsLpOaVNREfOzVlOzyxt4hrh9PzSJroRTs8ybWIc4fS80SbSEY46swdjHD18PoKPnOKeQ9rkftmHop8rHEeMzNPzweHlMeT4J+nJP7znqDp4B/onL0if/hbM/wLiFV1WvCvOcQAAJ41JREFUeF7t3Qm87/WcP/AYoxoUMWqSQpNBlqlkRAszGCnGw1JMaCH7kpFtsoRhhJFtaFfqDpWtaKeIShIjWxFFstfMlCLb539e3/s/957z7XfOved9tt/v3Ofz8biP2/l8f3c7/X7f1/ezvT9rNQAoWKvfAACrQ4AAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBCARfK9732vffrTn25/+tOf+pdGggABWARXXHFFu/Od79xuectbtjvd6U7taU97WjvuuOPar371q/5Lh5YAAVhg3/3ud9umm27adt111/bzn/+8ffjDH2577rln23DDDbtAechDHtLe+MY3tosuuqj/S4eKAAFYQN/61rfaX/3VX7UnPelJ7Xe/+13/crvwwgvbG97whrbddtu1W9ziFm2jjTZqe+21Vzv++OPb//3f//VfvqgECMAC+drXvtb+8i//shuu+sMf/tC/fDO//OUv27HHHtv22GOPtsEGG7Rb3epWbaeddmr//u//3i655JL+yxecAGHJ2mabQ/tNA9vG5drLX37mzdpgLqRncYc73KHtu+++7Y9//GP/8irl15x33nntNa95zdj7cpu21lprtbve9a7d7/eJT3yi/frXv+7/knknQFiyBt38B7WNy7VddlnWvvGNn09qg9k699xz2+1ud7v24he/eM5WXP30pz9tRx11VNttt93aeuut19Zee+32D//wD+0d73hHu/TSS/svnxcChCVr0M1/UNu4XDvppEvHnuhOntQGs3HWWWe129zmNu2Vr3xl/9Kc+f3vf98+97nPtVe96lXtvve9b9c7ufvd796e//znt1NPPbXdeOON/V8yJwQIS1Zu/oN+TCXX/vjHP4090Z3YvvCFH65og6rs8VhnnXW6SfGF9KMf/agddthh7Z/+6Z/abW9727buuuu2Rz/60e29733vnM6dCBCWrEE3/0Ft48avnXvuD9vuu5/Yhcl0r4fpfPSjH223vvWt29vf/vb+pdXyP//zP91ekfw8GzfddFP7zGc+0/7lX/6lbbbZZu3P/uzPBq7+qhAgLFmDbv6D2sZNvJZhrJNPvmza14+aQf+WQW3MXjYE/vmf/3l73/ve1790M5kTyRxJ9n085jGPaXe72926Iaj+j3vc4x5tl112aW95y1val7/85f5vs1quv/76biXX+eef379UIkBYsgbdHAe1jZt47ZJLft5NqE/3+lEz6N8yqI3ZOfzww7vwOOKII/qXJrnqqqvay1/+8naXu9ylC4j73e9+bf/9929HHnlk+9SnPtWt2koPJD+ffPLJ3e/30pe+tN3znvfsXr/55pu3gw46qP3v//5v/7ee1t/93d91y4DnggBhyRp0c5zYlv9+8IMPb29+87k3uxZZ0ttvG2WD/i2D2kbF6uyjWGjvec97uvBYtmxZ/9IK2Xmepbd53f3vf/92yCGHdHMWM5EaWm9729vaJpts0tZff/1umGx1h6Ve8YpXdPMhc0GAsEa7/PJr2g47HNVvXpISFoN+jKLsh8hY/sYbb9ye97zntVNOOaXdcMMN/ZctqPQGMufxsY99rH9phfQusuR2yy23bCeccMKsl/T+5je/6YIkmwwTRtnlvir5XmVJcVZuzZYAYY121FFfa6973Tn95iVpUFgMaht2Z599drey6LnPfW43XPT4xz+++zqrnf7xH/+x6wVcfvnl/V82rw488MDuz8/NeZAso81+jQRM/n6VjYTTyUT74x73uG658HQBFimHknmQL33pS/1LMyZAWGMdeeRX2xOecPzYh+83/UtL0qCwGNQ2zE477bRuSeprX/vaSe3jK41e9rKXtb/5m7/p5gi22GKL9pKXvKSdeeaZ7be//e2k18+lDAnlxp0/f5BU19122227XeNzcdOeSkLpX//1X7ueWXo603ngAx/Y9ZhmS4Cwxpo4jHPTTTcfT88y3m996xftQx/6ettvv9PaoYd+pf+SkTIoLAa1DauU68hu69WZAP7BD37Q3v/+97edd965/cVf/EV3g3/sYx/bzTdceeWV/ZeXZPjphS98YTck9YUvfKF/uXPttde2rbbaqguQ1LVaCNmdnhCZrieSoM2Kr9kSIPD//eEPf+xWXx199Nfai150ajc3su22h7WnPe1j7Z3vvKB985srS5yMokFhMahtGH3kIx/pJp3f9a539S+tUuYJTj/99O5mn5VL6Z3c5z736XoO55xzzmpPPk+Up/1nPetZ3dxDVkkNkkn+lBbJn5mJ84WUnkhCc6o5kazyyuT7bBciCBDmxoc+1No979nGPuXLfz722P4rht5vfvP7sQ/8Me3pT//42I3qgm5D4a9/fVP/ZSywD37wg114HHro3IRdzuI4+OCD2yMf+ciuR5MJ5Sc+8YndsM/VV1/df/nN5Kab6ripqvvf//3f/csrpKxIXpM/b6El4DInkqXBgwIycybppcz2vBEBwuydcUZrm2zSWsaAr7uutc9+dvnXaR8x6YUwPDIMlfD4UB5Q5kEq2GaPxXOe85zugKf0TjLkdMABB3TDUv0n9NyMEzY5z+Pb3/72pGsTZaNfJqpTB2uxJCTSQ5pqJ/zWW2/dFV6cDQHC7O24YwaoJ7d9/OPL20dc5kYuvvgn7bDDLm6veMXi3QzWRP/xH//RhUeWuy6UDPm89a1vbQ972MO6Pzvl15/61Ke2Y445ptv4lxMEEzTZhzGdbNbbe++9+80LLkt8M1Q1aLNhNiVmXmg2BAizN/aU0669dnJbvk77CMrekEMOuagrZ7Lddkd0P571rJNGfhJ9lLzpTW/qhpfSO1gs1431pk888cS2zz77dPtN0jvJcNeqJuHzd85KsR//+Mf9Swsu8z/ZbJhQ7PvkJz/Zbn/7289qSbEAYfamCpA73nFy24g477wftWc/+1NdYFx00dXtt7+d/YarYZAJ81E4MCsTwFk5dcaQDYHmFMEHPehB/eabydxKNjcOiwxh/fVf/3W/uV1zzTXd+etf/epX+5dWmwBh9jJUNfY0M0mGtJbAENZSkrBYnQOzfv7zhT/Zbtx+++3XbQrM2RbDJhsYs1kwT/VT+eEPf9jdlHN07bDIJH56T4MKMD7gAQ/oFhRUCRBm77TTWtt003zCUu6ztXPOWf512peAG274XfviF3/Y3v3uL7VLL12YtfzzIWGxOgdmZbjumGOmXl00HzKMkonsDKlccMEF/ctDIbvJM6w2Xbh94AMfGPi0v9iyuTJVfPtyQmJ28lcJEObGBz/Y2hZbLF/Gm5+PPrr/ipHzgQ9c1C3pzV6Q7Al54QtPGXuau6b/spGRsFjVgVnXXXdTe9CDDu/2w4xLWfvrr5+/5cxZ6bTnnnu2O93pTu3iiy/uXx4qO+yww7SHQz35yU/uTgEcNjkLZNDGwWw2zEqt6jyIAIEpHHvs17sn8Qz5LIXlveNhMd2BWWee+f1uL0yuxTXX3NgF6GWX/WrS6+ZKCvqlRtRGG2009n3+Rv/y0HnNa17T/v7v/77fvMK97nWvrj7XsMkemhxx25fd8be4xS2m3c8yHQECa4iJYTHVgVmvf/05YzfJz674Oq/ZeefjVnx99dXXtVe96qyxG//sAzX1qXLkalYJXXbZZf3LQyn7OrLCKrW3+vIUn70fU5U1WUxZGZaNg/19LZEz1N/97nf3m1eLAGF+Zby4+HQzTPKkliWdKakxqiaGxaADs1JZ/JGP/FA77bSVexwSFv/2b59f8fWJJ36rPf7xH17x9W9+UytSmPmEVM7NU3HqVo2KlIzP/pBBIZEqt5msnqp8yGLKBHr+boOOx02Jlyc84Qn95tUiQJg7ORSn/2SW8eDddpvcNkKymiZnN+TDl7HiHDs6qvq9jf6BWSkcmeGq8erEGbZ72MM+2M4++4oVr0lRybe//bwVXx988Pu6khkzkWNVs1EvJ+tlc96oechDHjIWqv/Wb24//elPu/fJMAZi/k75u+Xv2JcHo8w/Vc4mESDMnYc/PNuHJ7d9eOxpdaONJreNkAyz5FzrSy65pH9pJLzvfRe2t71t5Q1/OocffnHbe++Vy7GzAz8nNmYVWmRX/vbbH9nOP3/lTT/FAlPzaVzKlWd/wVSyI3q77bbrhk0G3cxGwatf/epur0ffeA9kPku2V33nO9/plhcPqouVQo+ZB6nMQQkQ5s7LXtbaLrtMbktxurEP1dg7eHI78yoPkwcd9MW2004fbF//+s/6lwf68pevnhQOCZTnPvdTK77OtYc+9MgVpe+vv/6G7oCkz39+5RBXwmGqVUo5F2ObbbbpajAtVGnz+ZDKvql0278Zj8+BfPSjH53UPgzOP//8rrDjVFKdOA9KMyVAmDspO7H++hn7mNye6ryHHDK5bQSlhMV8FfWbS1lB9YY3fG6sQ3h0Nyw1V9IjWbZsZU/spJNO7/ZtjB+NmoDoV3hNyfR83372s591lWEf/OAHDxyHHyUZgss8SI7V7ct+i+qE9Hw67rjjuiNvp5Kd81mCPFMChLmTG8NYN7n1S0Tvu29rT33q5LYRk01uGZ7IqXKZAB5Wmbc44IDPdpPh871nJSt6fvKTn6z4OvNFKTw4PpaeWlAZGsnejhQl3H777bub71KQYomDNuZlMnqYypiMS3mYXfqjAxNkccid73znfvMqCRDm1lZb3XweZOzpp2288eS2EZOn6IU+Z3umfve7P3YT449+9LHtiisW/yk/JT+++MUvdktes4P7pJNO6r9kZKVnlVVkfe9973vbXe5yl9KE9HzKBsh3vvOd/eYVMh+VsJ/pCjIBwtzab7/W+iWis9Im8yCLcLDOmiLzEi9+8Wlt112XjX27/69/edFl0jmTz0vFqaee2lXmHR++GzdedypzDsMix+pmrmpVe20y/JZSLDMhQJhbKaJ4hztkIH5y++abZ1Z2ctsIyiFCKZg3TG688fftec/7dLc/46c/Hc4hoix7zfLXpSIrrjJhPmjFVRYS5MzxYZGTFlenPtezn/3stvvuu/ebpyVAmFtZwpl5kH6J6H32ST3syW0jZvymkaGLypLH+XDdddePfVuPbE960vHtl7+8oX95aGTjXSaecwLgUrHtttu2gw46qN/cHcGbOZ8sKhgGKUH/yle+st98M+95z3u6XtVMCBDmXlZ79EtEH3PM8mNuR1TGtFO5NOW8733ve6+YUN933327g3kW48aY/Ra5iW2//ZPbtdcOb3hE5kFyxsdiHvE61/bff/+BBQqzvDc77PN+WWznnHNOF9w/yibfaeSExZSUyUq5mRAgzL18cHolom+88sr2xuyEHfKJ6EGyvj/d+zxVjg9ZZPXRUUcd1RUCXG+99bpJ4myqyzGsl156ae93mHu/+MUvurMcEiDTbdwbJilCmGKES8WnPvWp7v/9oPpSy5Yt6+YdMieyWPLQk/dH3rvTybBsznjPWe/9vS2rsqABstahC/rHsUhu+NjH2qk5jbC3EuVud7tbNx47SnJzePrTn95twprq5LZMpOaMiOzIzg7r9E7ucY97dGW9M9k618t+E17pBWVZbIbVRkU2GObvvFRkV332vQw6qCke8YhHdCVbZnpTniuZEE/AZaf5VFKFN8t399hjj4FBuCozuqMPCoB+27LvLWtbnrBlW+eIddp9T7xvO/77x6+41n8tS9M1/79E9Ne//vVJ7XvttVd7xjOeMaltmOWDn81VKTU+k+WNGS447LDDuhpR2bGc6q2PfvSju52+3//+9/svn5FM4GdCNL2dxRg2m42EbHpqcx2oiym76t/xjnf0mzup85UaU9lDtNDSC857L73kqST4Ut/tmc985sKcBzIoACa2nXHVGe2uy+7azrzqzHb9765v37jmG223s1YW0hv061ma8iSeSbmJMrm42WabTWobVqmB9djHPrab55jNMER+n4z7v/SlL+2KB6Z3kp/zddpzfXVlH0q+fxl3n+5Y1WGVv3PmkD772ZXl4kdd/j/uuuuu/eYVzjzzzG4Oov9ZmE9Ztpv3WIZXp5JFDemdpBLvbPaszOiOPigAJrbtePKO7aQrp94sNOjXszS94AUv6MZUJxqvCHrFFVdMah82Kdn9qEc9qhuGmuu/a3og6YmkR5KeSZ4S01PJgT/TLQ8+99xz2/rrr9/tdB50FsWoyJDO6173un7zyMoCipRzme4JPuVvEiLZZDjfMqyWcjGZ+5iqp/eZz3yme9+9/OUv71+asRnd0RMAg36M2+DoDdq1v712wq+YTICsOU444YRu3qD/dLPpppu2o4f4uNuU2thxxx27TVUpxTGf8gE/7bTTurBNWCVcUzp+v/32a//1X/+1YpNahgIzgZ9hwTxdjrLXv/71baedduo3j6wsYEiV21UdxXvsscd2S8AznNXffDhX8n5NscqtttpqyiXEp5xySvfgkv8Pc2FGd/RBASBAGGSqEtGZkN57770ntQ2LFPnL01uWMqb430LLTuGs4kpl1HzvMsSQnlB+zvzRbW972y5wRtnZZ5/dDWON4hDcVLIabroyIeMynJU5kfTCZjMsOkiGQzNXl7mxqR4ycv55VoYN2rtSNaM7+qAAmNi2w0k7tJOvPHnC1ckG/XqWrqwU+s///M9JbUcccUT3tD1sUl48E6J5gpvq6W2h5OyRBMgxxxzTdt55564IXnpyCZOJZ2+MovS6MpGeCfWl4iUveUl3NO/qyMR6VmdlSCv7RGb7Xrv66qvbPvvs060Gy3tjqpVUWVY8H3MxM7qjDwqAiW2nX3V622zZZu2sH5+1YhJ998+s3Bo/6NezdD33uc+9WYnobFjKUM104/0LLYXkMnSUEhQZQ15sCYs8qeakuIne/OY3d3/HUZfCflOdGTKKPv7xj3ermaabB+lLefVsNszQZMqepOjkTKTycZaJpzeXysBTLSWOLJ1PeBw+D6WEZnRHHxQA/bZjv3tsu/fx925rH7F2u9+J92snfP+EFdf6r2VpS4noDTfcsN/cVSvNmPAwyBNhVqxkWGGYSo1nsjwrZCbKTSY3gmH6e1ZkM2E2FS4V6b2mx5g9FTORZeJZmZiHgjxU5XORUvA5TySHUqUgYxZxZOFFdpRnoUWuZxl3/rwUqDw5Z/BMIws28p5JYM0Hd3TmTTa85Y2ena4Z8z7ggAO6nsc///M/d2vPF1tWheUpMLWtplqxslhyE+mXlRgvB5Kx9FGW8fpM5M5kCfOwy0NIegTVf1N65rnZP/7xj++GfjMxn1AZ/5GvMzeWlY2HHHLIavXg3/72t3dzHvN5QqIAYV5lNVPGXTPumzdzPgwpm5Cue56qFmuXbiasU/snY9fVD/18ytNswrc/Rp5J0hwONMqyTDrvhSxNXiqe8pSndP+mLI/NvpDc5HOGzGykp5keSKXHmSHCDG+l3Mp8EiDMq0zwpVTCFlts0e3Qzo37TW96U/fkn8nUVP980pOe1I3TZkJwIWRlWFasZKPVfC2pnK2Mp2dcPePrE+V799CHPnRS2yhKaff8W5aS9LJzXvqLXvSitvnmm3cPS+lN5PCprD5bqIelVN5NkC1E4UoBwrxJnaZ0u7MBLhPVfSnFkVPqUuwt+0Pygcsa9gx1ZafsTCYlV1fW62eCes8995xyxcqwSO8oK3wm+vznP9896eYpfpSlF5Ve6VKWpboHH3xwN1eR3kAeljIElZWI8/GwNF4xOn/OQvXuBAjzIhusHvjAB7a//du/7SrHro5vfvOb7a1vfWs3oZ2Jvwxz5Yzt7ORd3d9jOhdccEG3azibueYjnOZa9hbk+zdRhtsyf5DdxKPsjDPO6J6SF+qpfLEl8DPhnfdeytHkYSn/bxOkeVia7cNM3s85WmBixeiFIECYc9lEeP/7379bXjjVpqZVue6667rd7BkC23jjjbv5gPx+Bx54YOkDkn0H2YiXXd6jIr2lTJ72y7U//OEPb6997WsntY2ajOvnIeG8887rX1ojpDhnNvTl/2W+D3mwycNS9v5MVz13kIkVo7O8dyEJEOZUuub3ute9urX+CYG5kptpjkXN+H82TWVeJZV9U/JjVSGVp92sXhq1yec8VebGkmG+iRKiKbcy6rLr/y1veUu/eY2Tz0n2/Iw/LKV3koellBtJr7lfDmii9OAyh5iFKTOpGD1XBAhz5udXXtlNHmZsez7H6BMY2Vk7/tSVQMk5EwmY/pkduflmsj7XRlFW9KTi60RfPOectvPYv+n3I14OJJO9WULNZHkP5/2a93Te23mP572e9/zEh6W5qhg9GwKEufG977Xvbbppe/3YDW8h6xzl6SxPaXlay1Nbnt7yFJenuRw5muGB1JcaVVnL/4itt57U9qd8f9dZJ+eVTmofNTlsK8OKw7oSbhgkMNLLTm87ve4ESnrheb8nYOajYvRMCJAFlJtb36C2ifLUkTIbWcWRMzaOP37lAV1D49vfbmN96Nae+MT2p0WeFM34ccaRM56cnsdcVR1dLNd8+cvt0rGbRuuXWMkQ1oEHTm4bMRm6SYXaPACwejL/lyHMLA/OMu/5rhi9KtPfvZhTg8JiUNu4jN2ne5qdx5l0zP6F6Q6JWRQp3zDWxW577JHZvP5VZivf0/XWywHck9szif6wh01uGzF5P6eHmONUGU1T372Yc4PCYlDbuEyU9idQh8qFF7axx6DWnvWszPj2rzJXHvOY1vbff3JbTvVbd90MhE9uHxHj+3HSu87hWoymqe9ezLmJtW0m/phKuqirWmG0aL7wheVPxi96USYi+leZSzm/YdttJ7dlkcKtb52dhZPbR8D4fpxUa87eiGx8Mw8ymqa+ezHnBoXFoLZxQxsg2cR2m9u09opX9K8wH7Lv5Va3ytb+ye3bb9/aG984uW3I9ffjpHx+9vjkvZ6VRm8c+/f0970wvKa+ezHnBoXFoLZx2UsxXbnmlHlOraS53G+xSqecsnwF0IhP4I6UPJ2P3XTbqadObj/ggFRXnNw2xKbaj5OTILPSKBVts3EyP7LSKLWyvvKVr0x6LcNl6rsXc25QWExsy39n5VDOyI4UZkvZgxRFG59E3333lQd0JTxSuiATkSn/kTIgKQcybzKRm2GTt72tf4X5lv0Sr3zl5LaUdR+7IbebbprcPoSm248zvpM6cyLZA3HhhRd2K42y0TC9k2ySyzHIqUywoA9LrNLN72jMm1UFSCQA0p0fl4OXsmQvH76cD5EP0UT58KWWTgoQphBhfr8UJkyBwnxoU7BwzrzrXa0ddli/lYWQHdtjN9RJ8v927OGhzfA0u4WW92wecgadG56d1Dm1MtWRBz38pAZaaqHlDJl8LvL7HLbTTm3saSnLuPovZ4Hd/I7Gokr3/aijjuo3r7aUEklp9JQ3yOTkA8aCp6Xq6cEH5xCM/ssZFakZlbDonw3x6lcP9Y00e3Jy03//+9/fvzTjndQp7ZJTGb/1mte0ls2Vefga+7VjT0utffKTywOVBSVAhkzGfNfL6qY5kKe7y7NbOUMf97nP8g/c5pu3lqNSTzstBxj0f0kbe9zL8WrLb1b5eUiOnl3jZYPmWM+yXX55/8rQOu7QQ7vwyLGtfSl186hHPWp2O6l/8pPW8rA11oPpVgSOPyyl8sCghyXv7TknQIZIhp9SqnveKsbmGMxDDmljj33LV1Hlx8QCbGec0dommyxfZZWx5uw1yNdph5l417vasrEb9Sc/8pH+lW4+L3ucclrlnO2kzkKDz31u+cPSllsuf1ga64Wv4L09LwTImiob0M4/f/kHb1zKY3ziEyu/jpyItwQqv7KAMl+T3kD/vdSWr7jK5HjK8vzsZz/rX547eVi69NKVX3tvzwsBwkqZvO/vO8nXEyb1YVopsZId8hki7fnlL3/Ztt5667bNNtvc7Kz3eee9PS8ECCtN9SG74x0nt7H4hnE8/2UvW75f5eyz+1faDWO9ja3Geh3bbbddt3lwwXlvzwsBwkrpzmc1y0Tp9uvmD5dhG89PKZvnP7+19ddfvlqs76qrupA7YaeduvmPReG9PS8ECCtl2CErffIEmQ96VnDl6wHDESyiYRrPTxHNvfde/iR/0UX9q6394Aet3f3uyzdC3nhj/+rC8d6eFwKEybLkcostlg+N5Oejj+6/gsU21XDMQo/nZwHGU57S2oYbtnbJJf2ry5fSpmf0uMcNR9Vg7+05J0Bg1EwVIAs9np8l4Xe5S2vf+U7/SkoqtLbRRq3l/BqVdpcsAQKjZljG81ODa9CcxsUXt3anO7X2jGc4ZGyJEyAwaoZ5PD/H097+9q095zkOGVsDCBAYRcM4np/DrW53u9bmq5LCXMv8TRYfUCZAgFVbnX0nKZGTQoejYq+9Wnv60/utzIAAAaY3bPtO5kp6bRn6o0yAANMbpn0ncyl7VFJ0MT9TIkCA6U21bHih953Mh802Wz6fRIkAAaY3VYAs9L6T+ZClxpkLoUSAANMbln0n8+HII5eXWqFEgADTG+Z9J7N1+eXtV2ut1X6d80OYMQECrNow7juZI5tsskn7UJYpM2MCBFij7bHHHu2Zz3xmv5nVIECANdphhx3WNt98834zq0GAAGu0yy67rK211lrtqhx8xYwIEGCNt/HGG7fjjjuu38wqCBBgjbf//vu3I444ot/MKggQAEoECAAlAgSAEgECMGbZsmVtyy23bOuss067733v244//vgV17JKq29Q25rGdwBY451xxhntrne9azvzzDPb9ddf377xjW+03XbbbcX1QWExqG1N4zsArPF23HHHdtJJJ/WbVxgUFoPa1jS+A8Aab4MNNmjX9kvWT5CwGPRjTec7AKzxVidA+ga1rWl8B4A13g477NBOPvnkfvMKg8JiUNuaxncAWOOdfvrpbbPNNmtnnXXWikn03XfffcX1QWHRb8vXa6+9dnvBC14wqX0pu/l3BWANdOyxx7Z73/veXQjc7373ayeccMKKa/2wmKrtm9/8Zjcctqa4+XcAgJJb3vKW7aijjuo3L1kCBGCOfOUrX2nrrbdev3nJEiAAcyBDWuuuu27bb7/9+peWLAECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkDJ/wNiWvYuVeiwNQAAAABJRU5ErkJggg==)
PN: 4758-5-24
CAS: 75214-12-9
Molecule Weight: 344.79
Formula: C15H21ClN2O5
PN: 4658-1-2K
CAS: 13433-09-5
Molecule Weight: 280.28
Formula: C13H16N2O5
PN: 4658-1-2B
CAS: 13082-29-6
Molecule Weight: 326.396
Formula: C19H22N2O3
![4-[[(1S)-2-Hydroxy-1-[(4-hydroxyphenyl)methyl]-2-oxoethyl]amino]-4-oxobutanoic acid](data:image/png;base64,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)
PN: 4658-1-SW
CAS: 374816-32-7
Molecule Weight: 281.264
Formula: C13H15NO6
PN: 4H58-1-245
CAS: 13122-89-9
Molecule Weight: 426.513
Formula: C24H30N2O5
Melting Point: 248-250 ℃
TSCA: Listed on TSCA inventory