| Product Number | 4H48-1-03G |
| Purity | 95.0 % |
| CAS | 60737-65-7 |
| MDL Number | MFCD01960843 |
| Molecular Formula | C12H15NO2 |
| Molecular Weight | 205.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-03G
CAS: 60737-65-7
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4648-1-78
CAS: 51719-12-1
Molecule Weight: 221.256
Formula: C12H15NO3
PN: 4648-1-X3
CAS: 288154-72-3
Molecule Weight: 204.229
Formula: C11H12N2O2
PN: 4H18-1-0H
CAS: 2142-06-5
Molecule Weight: 189.214
Formula: C11H11NO2
PN: 4H29-1-00
CAS: 96449-89-7
Molecule Weight: 249.266
Formula: C13H15NO4
![(4R)-4-Amino-1-[(2,4-dimethoxyphenyl)methyl]pyrrolidin-2-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABVnAAAVZwH6IwbUAAACg3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF+MzGEwVUlWtJk1qV2nttL2bHOK2SAFXQPPw7XcOSRqSNCjA+eH/Oz/c2Rlfr8o5LGzdFK7KGHLBwFa5mxXVa8Z+P38faXY9GeckImHVZOytbd+vgmC5XPL8zZZm5Sqeu5J1/VerpuhpliF39WsghcDg78P904YZFVXTmiq3RDXFVbNpvHe5aTez+GKIoDT1oqiCTh6U9aLz9k8K/wi+ambscy231HdDKLwUcwsvri5NCwspOD3iG7zaytamtTOYrqk55BGtfTJ+uHP5R2mrloreQ5Gb+VNbf+TUULq5zT/IGRV+3GWsRAZm2jy1trYuY6Sy5MG0rrypa7MGX/I6g2AkmBBMBEaBicEkYDSYFAwKeqkfSYCkQJIgaZBESCrUFJC59TN6Xr9bWhY8wu3+9/Pg+7h9b2lXZcZGkus4VjBCrkKZwkhwTFMJyDGMFEgexVruTMi1wHRnJFcqFlQT4aaGMk4g4iqhmuIiShKIuUIZ7ZxtzW6IrWWwpnmg4FGoBCDSznv7RV1znW4MSjLkX5NRPE5STWNLVH6yaZyGu9q2L+aoVHLCadz7pKAE+6hMxlNXzQ6KUMwyNvWhJMkv+9LIbcQYuHpma1qBd+Clh4DsAz6+l4GwD/hs2AM354CoD/jcuQyoPuAz7TIQ9wGfl5fXkPQBn8WXAd0HfM5fBtKjOIhBAsUpgthjvLg7pZM/nYNt7Yy340Tw3gZSAY9yoTvLA0x4sjODyFFCdNfFnpFnGXUSYhzIIjzKiu42GpjaUWJ0t9cAo8+Mowfmlp4covNIcHDIg929TcWTOz04uPAD+pub/AeLpA2xvG3Y/wAAOMlJREFUeF7t3Qm8VePi//GrUpJZ5jGSKXEpZZYxofxUCpEi3dBV5iszUcqQy41QUikq0z9UREoq3ZAhU3NSIZpo9vzPd+27Vvs855zO2s/Ze5+11/68X6/1qs7z7HX2WqfzfPda6xn+ZgAAcPA3+wsAAIRBgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQGSDTNmGNOxozEHH2xMtWrGbL21MbVqGfOPfyTKACAHESCZ1r27MRUrFpzpvxW/qaxHD/tVABB5BEgmPf54IiS22MKYK680ZsoUY1auNOaPP4z55BNjrroqUaY6vXvbrwaASCNAMmX+fGMqV06EQ79+dukmKlMd1V2wwC4FgMgiQDLl9tsTwdC8uV1SVLNmibpdu9olABBZBEim1KuXCIXRo+2SokaNStStX98uAYDIIkAyZccdE6GwdKldUtQvvyTq7ryzXYI0+O6770ynTp3M3Llz7SIAZUCAZEqlSolQWL/eLilq3bpEXb0GabN27VrTo0cPU6VKlYLT+zdTtWpV88QTTxT8SEL8TACUigDJFK5AytUbb7xhatas6QWHtgoVKgR/P/TQQ82YMWPslwBIEQGSKf4zkDANlZ6TqO6xx9olSNHXX39tzjjjjCAsdPXxr3/9yyxYsMB07tzZbLnllkHZ+eefb3744Qd7FwBCIkAypaDR8kKhRQu7pCj11FJd9dyCk6UFV3rXXXedqVSpUhAQF1xwgZk1a1ahet988405++yzgzqVK1c2N998s1m+fHmhegBKR4Bkyrx5puDjbiIYXnzRLt1kwIBEHY0D0dgRpETPM5588kmz0047BaFQu3ZtM3bsWLtqISNHjjS1atUKXrPbbruZ559/3mzcuNGuCqAEBEgm9eqVCAeNNm/fPjH6XKPQ//zTmKlTjbn66k0j0R991H41SvHee++Zww8/PAiBnXfe2Tz11FNmw4YNdtVirVu3ruBH1Mtsv/32wT6OOeYYM2HCBLsqgGIQIGX122/GdO5szNlnG/PTT3apMQ88YEyFComQKG5TWbdu9qs26dLFmAsuSAQOPDNnzjRNmzYNGn3dtlI33d/0s3Dw888/m6uuuspUrFgx2OfFF19ccBE5z64KIAkB4kqfcgs+7Xo9p/wwKOmB+VdfJWbePeigxEy8Vasm/t6hQ6Jsc6pX3xQ0bdsas3ixXSNvrFixwtx6661Bt1xtZ555ppmRphmNP/30U3PyyScH+9664Gd19913F1ww/mlXBWAIEDe6v1679qbgUIgoTDJBt738Hl3attsuMcPv2rV2zdj666+/TP/+/c3uu+8eNO4HFQTwm2++aVdNi5dfftnst99+wffad999zUsvvWRXA/IeAZKKmTMTt5P8xlwD/667LtxYj7IoaEDNCy8Ys8cem753zZoa7GDXjJ2JEyeaunXrBo35dgUB+vDDD3uDBDNp9erV5r777jPVqlULvveJJ55o/vvf/9pVgbxFgISxYoUxt91mTJUqmxrwM87QoAO7Zmbpfah7cHm/jyzQuI1LL700aLw1ELBdu3ZmcZZv4UXlfQBRRIBsjj759+8fvU/+Gtvwf/+X/SuhLNDzhnvvvTdyn/x1JVSvXr3gPelKSNOkZPpKCIgyAqQEf3z8cdFnD1o5MEoNhv0sZqedjHnyyXDzb0XQ0KFDI/3sobhnMZouRdOmAPmIALHolsXlrVubB/1GWb2f2rWLbu+n4nqDHX64BknYNSOruN5P99xzT2R7P6k32G233VakN5imUQHyCQHyP/ZD0+MLtv+ecIIx5XzrJDSNgejUadMswNqaNk08+I+oksZfzM+REfkaj6LpUvz3XtbxKECuIUBMotvm/vvvHzQE++yzjxk8eLBdLTdoTETBp+EgRDRFyq23Jh7AR0TcRoBrRLymT/GPJdUR8UCuyusA+eyzzwrdOtF6ERo49oemG8l1GiOhwYp+kOy+u9mg9dfVMaAcxXUOKoWFQkPh4R+bQkXhAsRVXgaIbp20b9++0K2TVq1axW/qCj3wf/jhRAeAgmMcX7A9WLeumTxxol0z44qbBfeWW25J+yy4y5YtM5988okZOHCg6datm/cspUuXLuaKK67w/tS/9XWVq57qp1NJswLrdhcQN3kVILp18sgjjxS6dXL00Ufn7K2T0JYsMcvbtTOPVahgjvnfcWtsgzoMZNrvv/9urr/++oytwzF79mzTt29fc9FFF5k99tgj+B6pbHqdXq/9aH/pUNy6JHrwrgfwQFzkTYC89dZbhW6d7Lrrrua5557L+VsnqZg9bZo3psI/B+rtpDEXmejtpFs6ffr0MdWrVw++32GHHZaWlQB/+uknbwyGVha0w8Df1B341FNP9bbLLrvMuwLRn/7XkrsL25v2q/3r+5SVvTKiugCrK7C6BAO5Lq0B4v+SlCZsveJogSDdiqhTp47ZYYcdvE92agyOP/54c9ddd5mvrMkJ1bvqvPPOC74nCwgZM2TIEG+MRXJjqzEY6fL+++97Px9//1qrIx1rkU+aNMk0adKk0O0hbbqCUDioYVaX4FWrVtkvLZbqqb5ep9fbVzD6Pvp++r5l4a/NrsGH/r41KFGDE4Fc5taKlyBsMIStZ9PtJ7vxKG5Lppla/a/r1sn3339fqDxf6apDzwN0FeKfn5NOOslrUF3p9k+zZs2C/elndc0115hff/3VrpqSyZMnm0aNGhX6Gaux1zOU6dOn29XLRPvTfu0w0ffX+ygLTX+iaVCS12fP1q1EIBNSb8U3o7gGvDhh6yV77LHHvNdsscUWpk2bNubDDz/07q+vWbPGzJ0713z88cfeOA4tMGQbMWKEVx9FacyFxl74PxM1bhqbsWTJErtqiVauXGm6du1aaGDd6aefbr788ku7akr0QFq3npIb8hNOOMGbhbesVzOl0f71ffT9kr+/3o/eV1loWpbk/Wrskf7v6moZyCWpteKlCBsMYev51DvKfwg7aNAguxhpoI4EGovh/2zU0aBnz55ex4OS6D7+gAEDzJ577hm87sADDzSvvfaaXTVlGoezyy67BPs97rjj0vL8xIW+r76//170vtIxTkjTtGjMkb9f3UrUmCQgV4RvxUMIGwxh6/nUe0X1dbmPzFGHAo3J0NgM/2ekjgcau2HTc4H69esH9bbddlvz0EMPlXlyQd1aS77q0PMTPaOIAr2P5LXX9T7L2gFBY4409khjkPz9amySxigBURe+FQ8hbDCErefzZ0Edq8kDkXHqYKDnAOpw4P+sNIZDYzkWLlzoPXDWrUR9Xbe81JAuWrTI3k3K9AzlqKOOCr5ny5YtvTE7UaL3o/flv0e933R0/dVVtsYi+fvVGCXdSoza8QPJwrfiIfj/+cNuYfmf+sp67xmp0VgN9ULyf14Ki+TBl+r5psF46aCH9/4tKwWXRnVHmd6fH7B632XpfJBMtxI1Nsk/x3qudOWVV9rVgEgI34qHYAdEaVtYfs+rTD84RfH0DCB5zIUazHQ+i1J3VnXJ1r7V+6ms3WazRe/T762l95+ubrm6lagxSv4HJ13tAVEUvhUPIWwwhK3n4wqk/Om2lv9zU4+3dNEnbn8G5Bo1auTclB96v3rfev86jnTOavD22297+9VVHxBF4VvxEMIGQ3K9adOmmY4dO3qfcPUgUZ/o1AV0+PDhQX2egZQ/Pez1f27pesD77bffBpMPHnLIITk7HkLvW+9fx6Hj0XGlg7qea5+6AgeiqPTWPgUuAaJwePLJJ83nn3/ujQzWVcbo0aPNkUce6Y0sF78XVuvWrZN3gyxKd4BonMkBBxzg7U9dWX/88Ue7Sk7R+/e75Oq4UhlHUxICBFFXemufApcAKYluDei+svjjQHQvWNNwIPvSGSC6x3/KKad4+9J4ky+++MKukpN0HP5EnTq+ss6zRoAg6jbfiqcoTDBImHoKDd0O8GkBIr1GIdK2bVszfvx47768xh2oru7L33///d4aDEi/dAbIAw884O1HvbpGjRplF+c0HY8/VYmOsywIEETd5lvxFIUJBtlcPa3PoF+cBg0amDvuuKNQWffu3Qt1Iy1pQ/qlK0DUc8nvVXerVkqMIR2X3/CXpUcZAYKoS2trG7YBL66eHQJaS6G4JUE1NqFz587miCOO8GY3VT95zSyruYU0olfrMCD90hEg6obtL/2qZ1+bmyYll+m4/I4fOl7X7ucECKKu9NY+y/TwUXMEaX4lrVWBaEhHgPTu3dt7vZ5naZbkONPx+fO36bhdECCIusgFiE9rSqhXC6KhrAGiKTn8wYJazyUf6Dh1vDpulylJCBBEXWQDREt/6vYUoqGsAaJFvPRaTdSY7nXIo0rH6U9MqeNPFQGCqItsgKg3i8aCIBrKEiBat8Vfje/RRx+1i2NNx6vj1vHrPKSCAEHUlXuAaEK+V155xVuqVotDaUBWv379zF577eVN5YBoKEuAPPjgg97rNCWNFp/KJzpefyoenYdUECCIunIPEI3f0PTYet6hXxRNZaJlUcu6fCjSyzVANJhOHwb0ujvvvNMuzgs6bh2/zkMqgwsJEERduQcIcoNrgLz33nveazR+R2uJ5CMdtz9+SecjLAIEUUeAIBTXAGnXrp33mtNOO80uyis6fp0HnY+wCBBEHQGCUFwCRNPM+HNDaancfKbj13nQ+Qi77C8BgqgjQBCKS4B89NFHXn3NDZXva7no+P05snRewiBAEHUECEJxCZBu3bp59f/+97/bRXlJ50HnQ+clDAIEUUeAIBSXADnzzDO9+vky8rw0/sh0nZcwCBBEHQGCUFwCxH/+8eqrr9pFeUnnQedD5yUMAgRRR4AglFQDZPHixUH9dC3xmut0HvxzovNTGgIEUUeAIJRUA0QLfvmNX1ynbU+VzoPOh86Lzk9pCBBEHQGCUFINEL/bas2aNe2ivKbzofMSplszAYKoI0AQSqoBotUjVfekk06yi/KazofOi85PaQgQRB0BglBSDRAtR6y6jRs3tovyms6Hzou9XHNxCBBEHQGCUFINkOuvv96re9FFF9lFeU3nQ+dF56c0BAiijgBBKKkGyNVXX+3VveKKK+yivKbzofOi81MaAgRRR4AglFQDhCuQ4nEFgjghQBBKqgHCM5Di8QwEcUKAIJRUA6RHjx5eXXphFeb3wtL5KQ0BgqgjQBBKqgHCOJDiMQ4EcUKAIJRUAyR5JHrY9S/iTueBkeiIEwIEoaQaIEuWLAnqz5gxwy7OSzoP/jnR+SkNAYKoI0AQSqoBIjvssINXf9iwYXZRXtJ50PnQeQmDAEHUESAIxSVAGjVq5NXv1KmTXZSXdB50PnRewiBAEHUECEJxCRB/PqzatWvbRXlJ50HnI8w8WEKAIOoIEITiEiBTpkzx6m+xxRah1r+IMx2/zoPOh85LGAQIoo4AQSguAbJhwwazyy67eK954okn7OK8ouPXedD50HkJgwBB1BEgCMUlQOS6667zXnPsscfaRXlFx6/zoPMRFgGCqCNAEIprgEyePDl4Xb4ubZu8lK3OR1gECKKOAEEorgEihxxyiPe6f/zjH3ZRXtBx6/h1HlJBgCDqCBCEUpYAefbZZ73XbbXVVuann36yi2NNx6vj1vHrPKSCAEHUESAIpSwBoik89t57b++1N9xwg10cazpeHbeOP9UpXQgQRB0BglDKEiDy+OOPe6+tUqWK+f777+3iWNJx6nh13Dr+VBEgiDoCBKGUNUD06fvggw/2Xn/22WfbxbGk49Tx6rhTvfoQAgRRR4AglLIGiIwZMybYx9ChQ+3iWNHx+ceq43ZBgCDqCBCEko4AEX9JV00oOHv2bLs4FnRc/kSSZVnSlwBB1BEgCCVdAfLrr7+affbZx9uPBtetW7fOrpLTdDz+oEEdp47XFQGCqCNAEEq6AkQ++ugjr1HUvtq1a2cX5zQdj9/o6zjLggBB1BEgCCWdASI9e/YM9nf77bfbxTlJx+Efk46vrAgQRB0BglDSHSDir4+hrVevXnZxTtH7948lXeufECCIOgIEoWQiQDZu3GhatmyZ81ciyVceOh4dVzoQIIg6AgShJAdI165dQ09JXhqNj2jVqlWwbz1DyJUH63qf/jMPbToOl/EexdG+r7rqqmDfI0eOtKsA5Y4AQSh//fWX2XLLLYMG7YgjjjDvv/++Xc2JPrEn386qV6+emTNnjl0tUvT+9D7996z3n64rj7fffjsYdJm8aSncb775xq4OlBsCBKHNnz/fXHnllUEPKm0XXnhh2sZz6MGzv2+No4jqYEO9L3+ch95vOh6Yi6Z9P+ecc4JzW7lyZdO6dWtz1llnBV9TiHfu3Nn8/vvv9suBrCNAkLIvv/zSnH766UGjpvme9Bxg5cqVdtWUqeurP05EmxrPqMydpfeR3JjrfZa1q64oDLp06VLoCu/cc8813333XVBHo9kPPfTQoLx69erm6aefTtutRMAFAQJnr732mjnwwAODRm3PPfc0AwYM8G53lcXSpUuDEev+J3HNalteU8Hr++r7633470nvT++zLNT4P/PMM8Gyv9q0ZsioUaPsqp7169d7S+PuuOOOQf06deqYDz74wK4KZAUBgjLRQ+OHHnrIbLvttkGjVr9+fTNp0iS7asreffddU6tWrWC/utLR4kzZWtlQ30ffz59RV5vej95XWY0bN84ceeSRwX4VCpqxVyFRGo1u79ixY6Fbic2aNUvbrUQgLAIEabFo0SJzxRVXmAoVKngN2hZbbGEuu+wy8+OPP9pVU6KAUsO61157BY2lH1L//ve/zeLFi+2XlIn2p/1q/8nfT99f76Osvaz08L1FixbBfitWrOiFlMuUJ7qVeNpppwX7UtCph1w6biUCYRAgSKtPPvnEHH/88UGjts0225j777/frFmzxq6aEjXcWtGvuN5JtWvXNtddd50ZMWKE+frrr0N3A1Y91dfr9Hrtx963vp++b1mDY9WqVeaOO+4IVifU1rBhQzN9+nS7aspeffVVc8ABBwT7TdetRKA0BAgyYtCgQcEqhNpq1Khhhg0bZldzMnnyZK/BT352YG+61XTqqad6m66M/M3/WvKtMXvTfrV/fZ90GDhwYKErKJ0LhVY6KeAefPDBIrcS03UMQHEIEGSMBh/eeeedpmrVqkGjpsb7888/t6s60UPoKVOmmO7du3tjJPyutaluep1er/1of+nq2aR9HXfcccH30dVYt27dynw1tjl64N+mTRvvFqK+p/68/PLLzcKFC+2qQJkRIMi4uXPnFupVpfv+V199tfnll1/sqmX2888/m4kTJ5p+/fqZe+65x9uuv/567+pDf/pfU7nqqX66RaER161EO7weeOCBjIYX8g8BgqzR3E5///vfC33yf+yxx0I/s4g6Nc66wki+jdSgQYNyvY2k22f2rcThw4fb1QAnBAiyStN96KF08vMLPah+55137Ko5xX6QrWceL774ol2tXOgBvm4lJj/A163EdDzAR34jQFAuli1bZm688cZCg/MaN25caPR1Lvjiiy8KdaVVI63eVmq0o6a4LsQdOnTIyK1E5AcCBOVKgaFpO/xGTdN5aNS3AibKihvM17x588hPAikaxHjUUUcF71uDGON0KxHZQ4AgEnQLS9N4+I2abnH17ds3bTPcpotGivfu3bvQdCIaUZ5r04novOr8hp1GBSgOAYLI0CdgfRJObpz1SVmfmKNg9OjRsZvQUFd6uuLb3ESOQEkIEESO7snr3rzu0fuNmu7dl9ftIc3Ce9555wXvJY5Tqisw9AzKP0Y9m9IzqqjfSkT5IkAQWeolpN5CfqOmB9TqTZStB9TLly83N910U6EH/RpwmK3JHMuDbiUmTxejW1zqNRe1W4mIBgIEkadxCxq/4DdqGteg8Q2ZosbyueeeM7vuumvwPTX1yVtvvWVXjSXdSnz00UcLjezX+B2N4wGSESDICRqkp5HUGlHtN2oaaa0R1+k0fvx4c/TRRwffQ43oI488kpc9lHQrUTMGJN9K1IwCmlkAEAIEOUXTgWhakORpQjRNSVkXm5o3b55p1apV0FCq0Wzfvn1GpjrJNZq7LPlWouY2u+uuu7y5zpDfCBDkJE0Pkrxmh6YP0Wy0qU67rkbw7rvvLjTh4ymnnGI+++wzu2re02zK9q1EzbqM/EWAIGdpvQute6H1L/xGTdOJaFqRMAYPHlxo/fX999/fvPLKK3Y1JNGtRK3vknwrUeu/pPtWInIDAYKcpxX4tBJf8tKzml5EK/YVZ+rUqeaEE04I6larVs3cd999ZvXq1XZVlEArTWrFSf9Wolai1K1ErUyJ/EGAIDa0JrjWBveDQdOMaLoRf7lYLVfbtm3bYNldba1btzYLFiyw9oSwJk2aVORW4kMPPZTyrUTkJgIEsaNpRerUqRM0aupJdeKJJ5rtttsu+Fq9evXMxx9/bL8UDoq7lahnJeq9hngjQBBLml5E04xouhG/UdO2xx57mBdeeIH1wjNAtxJvv/32QrcSe/bsaVdDjBAgiDVNN+KvR16zZk2zYsUKuwrSTLcS/UW1evToYRcjRggQxJ6ec6gxu+aaa+wiZIg/s7KWDkZ8ESCIPQIk+wiQ/ECAIPYIkOwjQPIDAYLYI0CyjwDJDwQIYo8AyT4CJD8QIIg9AiT7CJD8QIAg9giQ7CNA8gMBgtgjQLKPAMkPBAhijwDJPgIkPxAgiD0CJPsIkPxAgCD2CJDsI0DyAwGC2CNAso8AyQ8ECGKPAMk+AiQ/ECCIPQIk+wiQ/ECAIPYIkOwjQPIDAYLYI0CyjwDJDwQIYo8AyT4CJD8QIIg9AiT7CJD8QIAg9giQ7CNA8gMBgth7piBA2hQ0Zi8SIFlz7LEXmh13PNoMGvSGXYQYIUAQe7MLAmRqQYDMI0CyplGjHqZWrRvN8OGf2EWIEQIE8VcQIKYgQAwBkjXNmr1sjjnmGfPGG9/aRYgRAgTxR4BkHQGSHwgQxB8BknUESH4gQBB/BEjWESD5gQBB/BEgWUeA5AcCBPFHgGQdAZIfCBDEHwGSdQRIfiBAEH8ESNYRIPmBAEH8ESBZR4DkBwIE8UeAZB0Bkh8IEMQfAZJ1BEh+IEAQfwRI1hEg+YEAQfwRIFlHgOQHAgTxR4BkHQGSHwgQxB8BknUESH4gQBB/BEjWESD5gQBB/BEgWUeA5AcCBPF3yy2JAHngAbsEGdK69QgvQMaMmWUXIUYIEMTfunXGjB9vzIYNdgky5LvvfjVDhnxZcOo32kWIEQIEAOCEAAEAOCFAAABOCBAAgBMCBADghABBPM2YYUzHjsYcfLAx1aoZs/XWxtSqZcw//pEoQ9qou662Bg2eNfPnL7eLA349xAcBgvjp3t2YihUTYz+K21TWo4f9Kjjyg0Fbly6j7OIAARI/BAji5fHHEyGxxRbGXHmlMVOmGLNypTF//GHMJ58Yc9VViTLV6d3bfjUc+MFw0kn9vD8nT15gV/EQIPFDgCA+5s83pnLlRDj062eXbqIy1VHdBcU3dgjPD4b+/T/z/mzR4hWzYUPRAYQESPwQIIiP229PBEPz5nZJUc2aJep27WqXIEV+MKxdu8E0aTLE+/vQoV/a1QiQGCJAEB/16iVCYfRou6SoUaMSdevXt0uQouRgeP/9Od7fGzZ8wSxfvqbEeogHAgTxseOOiVBYutQuKeqXXxJ1d97ZLkGK7GDo2HGk9+8ePT5KqlW0HnIfAYL4qFQpEQrr19slRWmCRdXVa1AmdjDMnLm04GKwr7fp7yXVQ+4jQBAfXIGUi+KCoXv3Cd7XdDXiK64echsBgvjwn4GMGWOXFKXnJKp77LF2CVJUXDAsW7baew6ir3/wwZwS6yG3ESCIj3/9KxEKLVrYJUWpp5bqqucWyqSkYNB6IPp606ZDvHVBSqqH3EWAID7mzTNmyy0TwfDii3bpJgMGJOpoHIjGjqBMSgoGjQXRmBCVvfBCYoxIcfWQuwgQ5K6NRQermV69EuGg0ebt2ydGn2sU+p9/GjN1qjFXX71pJPqjj9qvhoPNBcOkSQu8Mn+Uekn1kJsIEOSWv/5KjCTffXdjdt3VmNWr7RqJtc8rVEiERHGbyrp1s1+FEGbP/t307TvNLFmyKvhaacGg+bH8Ona9t9/+wRt0WNzIdUQfAYLcMXGiMXXrbgqC6tWNWbHCrpXw1VeJmXcPOigxE2/Vqom/d+iQKEPKhg//2hx//PNeCDzzzH+DrxcXDMk0Q69m6rXrbdz4l6lfP/H1Nm1eMwsXlvCzRGQRIIg+zVd16aWFryDatTMFH4PtmsgAjSi/6abRQQA0a/aymTdvmV3NyYABn5tjj02EyCmn9DejR8+0q6A05bh0AQGC6NJzi3vvTfxC+OFx4onGTJtm10SGfPrpItO48eAgPO69d1zBjyXEQM0UfPbZInPuuZn9HrFVzksXECCIpqFDjdlvv02/CPvuq36hdi1kiG4v6TaVRpNn4+pAVzk33zwmCJELL3zZfPvtL3Y1JIvA0gUECKLl00+NOemkTcGhq4977klcjSArFi9eWdD2vBE05ldckb3nEyNGzDAnnJB4zqLnJoMHf2FXgURk6QICBNGg5xn6xJTce+riixmnkWVjx84ORpDr6uOppz7Jeg+pWbN+My1bDgsC7J//fMf89lsxve3yWUSWLiBAUK7WrVtnBvbqZUZtv/2m4DjmGGMmTLCrIoPWrFlvunUbHzTajRoNNJ98stCuljVaW0Sz+frv5+yzB5opU360q8WXrrjffNOY8ePtkoSILF1AgKDcjBw50tSqVavg//bfTMeCbeluuxnz/PPFDxBExvzww9JgxLg2jdv4/fdofOIfN26OOe20AcEVUe/ek8369TH9/7FqlTEvvWTMRRclelOp0dds0cWNdYrIxKEECLLum2++KfhEebYXHNoqV65sHrzlFrNu+XK7KjLs5Ze/Mscd95zXQOvP4lYSLG8atNi+/ZtBwF1++Wvmxx9j8n/l998TU+s0aWLMVlttugrXpn9fcYX9ioSILF1AgCBrfvvtN3P99debLbfcMgiPJgW/OD/88INdFRmmXk833LBpbEfz5i+b77771a4WGeoV9txz04IxIyef3N+8806O/r/5+WdTcDCm4FPUpgfh/qZOI3quMXhwokdVSbgCQb7YsGGD6dOnj6levXoQHIcddpgZE2badaTdtGk/mXPOGRSEx/33f2hWrw7xSTYCpk9fbM47b9OYkbvu+sD88cc6u1r0LFxozFNPGdOwYdFxG9tumxgoO3x4+N6GEVm6gABBRr3//vumTp06QXDstNNO5oknnii48s6NBitO1JuqT5+pwdiOU0/tb959d5ZdLfJWrFhrbrnl3SBE/u//hpoZMyI4ZmTu3MSEnRr86o/H8LeC3wPv9tTIkerBYL+ydBFZuoAAyXF+w1yasPXSZfbs2ebCCy8Mvm+lSpXMNddcU3DFHeKSG2k3f/4Cc/75nc0hh9zqNbpt275ufvppM7dIcsCrr34TjBk59tinzLPPjjJ/abLNcrRg5kwz7cEHzVr/CiF5UycRzRD97rvhnl1sTkSWLshei4KMCBsMYevZZs2aZbp06eJdReywww6mSpUqZr/99jPHH3+8ueuuu8xXxUxM+NFHH5mtttoq+J6nn366+fLL6D2czRfDhg3zfnbVqtUo+Nm1MP/+97isj+3IFM0OfPHFw81BB/3TVK9+omncuKlZvHixXS2jvv76a3Pvvfd6vyM7Ffx/v7lg+9YPjb33NqZTJ3UnS3/vwggsXZB6i4JICRsMYesle+SRR7wrB/+1JW22t99+2/v6gQceaF577TW7GFnyR0Fj0r6gYfF/TnsXNGYTJky1q+W8tWvXm65d+xR8aNndO87dd9/djA4zPqIMpk2bZu644w5z8MEHF/l9uLZGDfPtTTclZo/OtHJeuqDobz9ySkmNuC1sPd9jjz3m1d+i4BNMmzZtzIcffmh+//13s2bNGjN37lzz8ccfm/vuu88cfvjh9ks9P/74Y8Ev9lr7y8iS6dOnex0V/J9706ZNza+/RreXVTq8+eabQUeNCgUN500FjbgGqqaL/s/ffPPNpkZBQNihofFMChQFS0boeUpJt3/LcemC8C0KIilsMIStJ/PmzQu62g4aNMguRsSpk4J/C1F/Pvnkk3aV2NIHl4YNGwb/3+vWrevcTXzjxo1m3LhxplOnTt7Vmx0aRxxxhLnnnnuKvY2bFl98YczddxtTu3biakKzNZT12UmahWtREFlhgyFsPbntttu8upeqayFyhq4wzj///OBnrSsQXYnkGzX8DzzwQHD7ddtttzUDBw60qxVLvQPfe+89c/XVV5vddtutSGjUq1fPPPjgg86hVCo9u1BvqZo1i96OatDArl3uwrUoiCz7P3hpWxj6JVHdsWPH2kWIqA8++MDstddewc+5Q4cO3jOQfDZp0iSz//77B+fksssuMyuKWcFSt2Xfeust07ZtW6+befLvi27hnnjiid7zQN26zYiPPjLmxhtNwZstGhqHHGLMnXdq0RT7VZEQrkVBZNkBUdoWhv9LRJfb6NMn5q5du5qKFSt6PzP1thquAWnwLFu2zFx00UXB//+aBZ/spxZ8yv/zzz/NiBEjTOvWrb0rlOTfEZ1L3QZ76qmnzEINAEw39cYqCHxz7bWmIPWLhsZRRxlz330ZX00wHcK1KIissMEQtp74l/4M9ou2OXPmmOOOOy742Z5wwgne8ysU9dxzz5lq1ap550kP2JOn09Gm+djOOussr97Pmmok3fQwX6PGtWTBrrsWDQ3NlKvVBWfl1sDOcC0KIitsMIStJ1yBRN/LL79stt9+e+/npE/MGpOjKWNQMk3iedBBBwW/CwoSTer5wgsveD0M023dmjVmnqZkb9Nm09xV/qbxGSefnFhVMAMD/LIlXIuCyAobDMn11NWwY8eO5tBDDzVVq1Y1e+yxhzfYz7/1wTOQ6Fq1apW58sorg5/nPvvs43WxRjh6LqQrDf/86UH5O++8Y1dzpv1r4OYll1xiDtpmG3NnwfeY44eGZsM97TRj+vQxZtEi+6U5qfSWB5HmEiAKCHXt/Pzzz70GSVcaGnh15JFHep9k/V5Yuj+M6FCXUn/9FG0XXHABV4mOtBbNLrvs4p1HPSjXgMvVxa27EYIezKu7u6bu2XrrrYOfj7YrKlc20885J7HOTQzH4ZTe8iDSXAKkJDNnzvQewvrjQPSLNWTIELsayoHmFvN/hrpq/M9//mNXQYr0gFxX3v551QeosBTc/fv3N+eee643vU9yaOjno3B/8cUXzaqYr3Gz+RYFkRcmGCRMPQXHzv9bM6BXr15efYWIujeOHz/eLC/4ZdDoctXTqNz777/f1NYgJ2ScHuzqZ6GfiabGR3pozMgBBxzgnVd1SNgczbH1zDPPmDPOOKPIQ3g9oG/VqpUZOnSod1WfLzbfoiDywgSDbK6eujrqPnqDBg286Rh83bt3D7qHbm5Ddvj37vUMBOmxZMmS4P/4u5ol17JgwQJvZP8pp5ziPXRP/n+vTgyXX365ef31151vf+U6fvvzmB0E+mRl9+TRiNvOnTt70zZst9123uX6vvvu63UZvfvuu72ZSJEdTz/9tPdz0nxPdLFOj759+3rnVFfe/jnV7cKHH37Ym3Ha/h3RuW/Xrp334J253ggQmMSnsJdeesnsueee3rTUiKbkT8uabgNlp268Op/NmjXzpj85+uiji4SGeimq16J6JdofsPIdAYKAVg9Ut1BEl26lqFFTg4ay0XOlkm7R6ipbV9569lfei1RFGQGCgLoj6hYVokv34/1PxXoADHd+d3V/0/o1+tqUKVPsqigBAYLAqFGjUurKiOzTdOV+b6wJEybYxUjBOeec451HPd/TmCikjgDJQ3o4+Morr3jL1WomUjVK/fr182Zz1WqCiDZ//ivdYoEbXW37a6a8+uqrdjFCIkDykMZwtGzZ0nveoYkTdTtEDxEnT55sV0UE9ezZM7hPz/15Nxogq3Oo8RuamRduCBAgx6ibqX8bi/v1bpo3b+6dvxYtWthFSAEBAuQgv7vpLbfcYhehFJrw0J/aXSPH4Y4AAXJQt27dgp5DSI0WktK50zOQlStX2sVIAQEC5KBvv/026H76WUSXO40qTbWu89akSRO7CCkiQIAcpYks1RDeqTWzEYp6HWpKHp23AQMG2MVIEQEC5CjNRaaG8LDDDrOLUAKtA6JzpiVsM7EKYb4hQIAc9cUXXwS3sWbMmGEXoxhamkDnq1GjRnYRHBAgQA7z1/jW2izYPM22u9NOO3nn69lnn7WL4YAAAXKYP5/TUUcdZRfBMmbMGO9cafCsJlJE2REgQA6bOnVqcBtLSxKjZB06dPDOU8OGDe0iOCJAgBy3//77ew1jjx497CL8j2Yu3m233bzz9OSTT9rFcESAADnuhhtu8BrG+vXr20X4n3HjxnnnSMvSLly40C6GIwIEyHETJ070GkfNjzV//ny7GAU6derknSMtxYz0IUCAHKcZebUcsRrIxx9/3C7Oezo/e++9t3d+Hn30UbsYZUCAADFw7bXXeg3kSSedZBflvUmTJgVXaHPnzrWLUQYECBADWs/ev8e/aNEiuziv3XTTTd65qVevnl2EMiJAgBjYsGGD2WWXXbyG8j//+Y9dnNdq1KjhnZeHHnrILkIZESBATLRv395rKM844wy7KG9NmzbNOyfavv/+e7sYZUSAADExatQor6HUSOtff/3VLs5Lt99+u3dO6tSpYxchDQgQICbWrVtndtxxR6/BfP755+3ivHTwwQd75+Pee++1i5AGBAgQI23atPEazMaNG9tFeeerr74Kbl/p70g/AgSIkTfeeMNrMLXexbJly+zivKKrDp2LQw45xC5CmhAgQIysXr3abLvttl7DOXDgQLs4r+i5h85D165d7SKkCQECxEyrVq28hvOCCy6wi/KGelz5t6/UEwuZQYAAMTNs2DCv4axatapZtWqVXZwXNOZD5+CAAw6wi5BGBAgQMwqNrbfe2mtAX3nlFbs4L9StW9c7fo1CR+YQIEAMXXjhhV4D2rJlS7so9jTflea90vFrHixkDgECxNCgQYO8BnSbbbbxHqznE824q2PXDLyaiReZQ4AAMbR8+XJTpUoVryF9/fXX7eJY05ofOu5//vOfdhHSjAABYurcc8/1GtLLLrvMLootrTaoGYl13FqFEJlFgAAx1a9fP68h3WGHHczatWvt4ljSeuc6Zq1/rnXQkVkECBBTS5cuNVtuuaXXoL7zzjt2cSw1bNjQO94OHTrYRcgAAgSIsTPPPNNrUK+66iq7KHZ+/vlnU7FiRe94x4wZYxcjAwgQIMaefvppr0GtXr26t+hUnPXt29c71p133tmsX7/eLkYGECBAjC1evDj4VD527Fi7OFYaNWrkHWfbtm3tImQIAQLE3Mknn+w1rNdcc41dFBu//fabNwOxjnPkyJF2MTKEAAFirnfv3l7Duscee8S2Z9KAAQO8Y9x+++3NmjVr7GJkCAECxNyCBQuCqT0mTJhgF8dCkyZNvOO75JJL7CJkEAEC5IEGDRp4DWyXLl3sopy3YsUKs9VWW3nHN2LECLsYGUSAAHmgZ8+eXgO73377xW5+qCFDhnjHVq1aNfPHH3/YxcggAgTIA7NmzQpuY/Xp08d88MEHsdlOPfVU77iaN29uHzYyjAAB8sC6deu8T+hqaOO6PfPMM/ZhI8MIECDmNKjOXx8krpsW0NJIdGQXAQLEmEaft2jRImhoDzroIEZpI20IECCmFB6tWrUq9El98ODBdjXAGQECxJAGDF566aWFwqN27dqxHUiI8kGAADGjkLj88suLPCd49dVX7apAmRAgQIwoPDSZoB0edevWjd34D5Q/AgSICQWE1v2ww0NbviwohewiQIAYUHhoFT47OLSdeOKJdnUgLQgQIAY0VbsdHP42btw4uzqQFgQIkOM6depUJDT87ayzzrKrA2lDgAA5TLPr2qHhb5r7asqUKfZLgLQhQIAcddNNNxUJjeStadOm9kuAtCJAgBx06623FgmM5K1ChQpm+vTp9suAtCJAgBzTtWvXIoFhb5rCBMg0AgTIIb16vWS22+7wgiuMykVCw98qVapkvvvuO/ulQNoRIECOePbZaaZ27fvNfvtdbnbe+ThTpUr1IuGhTSPRgWwgQIAc8Pzzn5pjjnnG2446qrepWfM6s/vuZ5tq1Q4oFB6VK1c2c+bMsV8OZAQBAkTcgAGfB+GRvB166O1m771bmB12OMpUqpRYbfDaa6+1Xw5kDAECRNjAgdOLBEfydsQR3U2NGleaXXY52ey4Yw2zcOFCexdAxhAgQEQNHvxFkcAobjv66P+YWrW6mPvue97eBZBRBAgQQS+//FWRoNjcdtJJ/cxvv/1h7wbIKAIEiJhhw742desWDYnNbX36TLV3A2QcAQJEyIgRM1IOj4YNXzArV661dwVkHAECRMTrr39j6tXrWyQgStv69fvM3hWQFQQIEAFvvvmdU3iceeaL5s8/19u7A7KCAAHK2Vtvfe8UHtrUUwsoLwQIUI7eeecH5/A455xBZu3aDfYugawhQIByMnr0TOfw0KYH7kB5IkCAcqArh1athhUJhbBb06ZDzPr1G+3dAllFgADlZPXq9aZbt/FFwiHMpucmQHkjQIByNnbsbHPqqf2LhERJW4sWr5iNG/+ydwNkHQECRMCiRStNu3ZvFAmL4rb33ptlvxwoFwQIEBG6qnj66ambfbB+ySUjzF9cfCAiCBAgYqZN+8k0bjy4SHhomzBhnl0dKDcECBBBy5evMTfeOLpQeLRt+7pdDShXBAgQYZqZ9/jjn/cCZOpUFotCtBAgQAH/U35pwtYTv26DBs+a+fOX28WB0vY5c+ZS06PHR/aXgXJHgACm9EbcF7aeJN9+6tJllF0cSGWfQJQQIIAJ34iHrSd+Xa0WqD8nT15gV/Gksk8gSggQwIRvxMPWE79u//6feX9qAOCGDUWnH0lln0CUECCACd+Ih60nfl3Ne9WkyRDv70OHfmlXS2mfQJQQIIAJ34iHrSfJdd9/f473dy0/qy66JdUDcgkBAphNjXjYLQy7bseOI71/2z2q7HpAriBAAJOdAFF3XE1Tok1/L6kekCsIEMCEb8TD1pPi6nbvPsH7mq5GfMXVA3IBAQKY8I24X+/LL5eYO+4Y681ZdfLJ/U2bNq+ZDz6YU2zdZMuWrfaeg+jrfv3i6gG5gAABTPhG3K+nrUOH/2c+/3yRtzDU11//bC6+eLh57bVvitS1DRnypfd1rSq4bt3GEusBUUeAAKbkxt7m13v88UlFplX//vulXij4StqnxoJoTIjKXnghMUakuHpA1BEggCm5sbdtrp6uRDTvlW9zdSdNWuCV+aPUS6oHRBkBApjNN/bJNldPS9O2bDks+Pfm6ormx/LrbK4eEFUECGBKb+x9JdXT4EDdvpo4cX7wtZLq+jRDr65YSqsHRBUBApTR0qV/eos9jRs3xy4CYo0AAcpgyZJV3m2rDz+caxcBsUeAAI5+/vkPc9FFw7wH4kA+IkAAB7ptpSuPCRPm2UVA3iBAAAeXXDLCjB490/4ykFcIEMBBcvdbe1uxYq1dHYglAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE7+PyGj7ijsOC16AAAAAElFTkSuQmCC)
PN: 4H56-1-R03
CAS: 1638771-15-9
Molecule Weight: 250.298
Formula: C13H18N2O3
TSCA: Not listed on TSCA inventory
