| Product Number | 4H58-1-360 |
| Synonyms | N-Trityl-L-serine triethyl ammonium salt |
| CAS | 111061-44-0 |
| MDL Number | MFCD01075008 |
| Molecular Formula | C28H36N2O3 |
| Molecular Weight | 448.607 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-360
CAS: 111061-44-0
Molecule Weight: 448.607
Formula: C28H36N2O3
PN: 4658-1-7C
CAS: 13515-76-9
Molecule Weight: 361.441
Formula: C23H23NO3
![(R)-[(1-Phenylethyl)amino]acetic acid](data:image/png;base64,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)
PN: 4657-1-RU
CAS: 78397-15-6
Molecule Weight: 179.219
Formula: C10H13NO2
![(S)-[(1-Phenylethyl)amino]acetic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABYiAAAWIgEbFoKPAAACGXpUWHRtb2xTb3VyY2UAAHichZTbbqMwEIZfZeTrxTaYBBKFVFGqSiu1u9Kmq927ygEnRQp2Zcjp7XcccoCSpZxsj/9vzIwPk4dDsYGdsmVudEJ8ygkonZos1+uE/H598mLyMJ2kKEKhLhPyXlUfY8b2+z1N31UhD0bT1BSk7h8fyryl2Qtq7JoFnPvs78vz4sR4uS4rqVOFVJmPy5Px2aSyOv3Ff4ZghbS7XLNazgq7q729Bdw9nB7KjNximWPfDFFY5RsFK2MLWcEu4BQf/g3WSisrK5XB8ohmQUOMfTp5eTTptlC6wqrzkKdys6jsNkVDYTYq3aIzrHx/TEjhE5DLclEpq0xCUKXQg6xMMbNWHsHVnE76IAOQAmQIcgByCDICGYMcgfQ5vtjvo8AXmPyNcqO/Hj8UhgBz+AHu+xPv+e3GvAVutoQQEZyLgA6HUQgYBkenAzSGEQzRGIeXFgaOF3hnwjsj1/Jsr2UEjjiGh+jIMYLGg7rkcV/bp4OwT3fp5zSKbm3MG7smbjpZGp01qpBnCVm6bKPkl1qV+GMuo2gxNlMWU0FqZT0X0z8T1mjVjaaroONKtFx1ANEG3FT2A2EbcBPfDwzagFsm/cCwA0RXILgHRJ2g4/4R4jbgFuwVmN0DRm3gtLz7CdffROrt8AXzaSHU2+cL5tOMX7ZbLyM68d9HWGO5ssshgdXOAcIapwvDM3X6D5KGnvseVWekAAArZElEQVR4Xu3dB7gU1d3HcfPasIANwYrYY4uFIvqgqNiiEruoiUJiL0hifaOgYovRRKNiAwFbUBFLXgRFjRE0oChGNIiKPWhEQQUUUDHn3d/czLB79u69s/+7uzO7+/08z3mUO+fuXYa785s5dRkHAIDBMv4XAACIgwABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQGSZe7cuW6PPfZwbdq0cVdffbX7z3/+41cBAPwXAZLx/fffu5tuusmtueaabplllolK165d3eTJk/3qAABHgLinnnrKbbPNNlForLTSSm7zzTeP/vyjH/3IHXfccW7WrFn+twJAXavbAJk5c6Y7+OCDc544jj76aPfhhx8Gx8eNG+e23HLL6Niqq67qLr/8crd48WLvlQCgPtVdgMyfP99dcMEFboUVVojCYaeddnLPPfecX9V999137rrrrnOrr756VLdjx47uwQcf9KsCQN2pmwBRh/jw4cPdOuusE4VB+/bt3bBhw9wPP/zgV8/x+eefu5NPPtktu+yy0feqs/3VV1/1qwJA3aiLAHn++edd586do4u/nj7OO+88N2/ePL9qkxQYCo7wdRQoChYFDADUm5oOkI8++sgde+yx0QVfpVevXu7tt9/2qxZFTVhqygpfU01caupSkxcA1IuaDJCFCxe6Sy+91K288srRRX6rrbZyTz75pF/VbNGiRUGn+iqrrBL9DHW6q/MdAOpBzQXIfffd5zp06BBd1NdYYw134403BnM9ykHDezXMV8N9w595wAEHuLfeesuvCgA1pWYCZOrUqW633XaLLuLLLbecO/30092cOXP8qmWhCYeaeBj+/OWXX96dffbZ7quvvvKrAkBNqPoAmT17tjvhhBPc//zP/0QX77322su9/vrrftWy00ivO++806233nrRe1l77bXdkCFDmh3pBQDVpmoDRB3W1157rVtttdWii/Umm2ziHn74Yb9qxS1YsMBdeOGFbsUVV4ze2w477OCeffZZvyoAVK2qDJAxY8bkLDfSunVrd9VVV7lvv/3Wr5qod9991x122GHR+1Q58sgj3fvvv+9XBYCqU1UB8sYbb7h99903uhir47pv377uk08+8aumyjPPPOO222676H23atXKDRw40H399dd+VQCoGlURIF988YU766yzgo7p8CK8yy67uClTpvhVU2vJkiXu1ltvdWuttVb0d1h//fXdPffc41cFgKqQ6gDRRfeWW27JuehusMEGVX3RLRSGL774ol8VAFIttQFS680+M2bMyGuO69OnT+qb4wAglLoAqbeO52oZEAAAvtQESKWHvmpexptvvhlcwK+//vpg6RMtsKhO+bCcf/75wdd1/LHHHgtml5djm9s0D0kGgEISD5Bw8t26664bXTzLMflO+53rgty/f/8gmLInHhZTNMNd+4dolrnCp9gVfZuSpkmRQNXI3Hy6P/zBuR49nGvXzrnll3eZi4hzu+/uMndmDcdRFokGSLmX//jyyy/dHXfc4fbcc88mA0Md87vuumuwVPv+++8fPH3ov/qzvq7j/vdkv2etfTVy5MhgEcdSeOWVV/KWZTnttNMqtiwLUDUmTnSuffvMlWyZwkWhMmGC/50ogUQCpNwLEOoC3Lt375zmMBWFSKdOnYKQeuihh9xrr70WrKobh8Jh2rRpwVLuGkX1k5/8JOe1VbTt7Zlnnlmy/pr777/fbbTRRtHra2HIG264oWwLQwJVZdIk51ZYoSEkMp9r98ADzv3732oTdu7TT7XvgnNdujQcV73MDStKq6IBUmgJ9Mcff9yvaqKRW/vss0/ORV2bR2nvc12MS9ncJGoWGzFihOvZs2fOE46eShSQ6mNpKQXXoEGD8pamHz9+vF8VqB8aZJK5uQrCoU8fjfn3azTQ13Vc9Tp2bPg+lEzFAmTUqFF5mzCpc7oUmzBp5JZCIjs4Nt10Uzd48OBg3kUlfPzxx+6yyy5zbdu2zQkSdcRrgEBLlWtzLKAqDR/eEApbb918KOh45qYrqJ+54UPplD1AtA1sjx49ooteKbeB1VDXAQMG5I3cUlhpEmISvvnmG/enP/0pZ0Ve9aE88sgjflWTUm3PC1S1zA1jEAi33+4fadxttzXUP/RQ/whaoGwBooBQUCgwwoudOqUVKKWg5iGNhgpfu127dm7YsGFlGWZroacOXdizZ5yfccYZbvHixX7VounvODxzB7bOOuvk/P01YKCUI9eA1MrclAWBMHOmf6RxelJX/Q4d/CNogZIHSLidrJqowovbxhtvHHQ+l4qCIuxHUUd8v379SjZyq9S0AOTOO+8cnYsdd9zRvfPOO341k/nz57sLLrggeArJfv1HH33UrwrUllatGgIh5iAYpxGSqr/SSv4RtEDJA0RhEV7MNCpJnealuOsW3Xnrrj58/fbt25esA76cNGpK7zscdab3/fLLL/vVzBRIfh/QFVdc4VcDagcBkgolD5Bw4UPdCWu4bqkohDQ0N7xAam7HpxqqV0XGjh0bLFWi96//Pv30036VFnnqqaei/qBTTz3VPwzUjrAJK+7TPE1YZVHyAAnnR1x55ZX+ITOFR/bCgxoiW4rRW0nQ3u16AtHfQxf7UofIj3/84+C1r7nmGv8QUDvoRE+F1AeIRlMdmvlHD8Pjoosu8qtUHTU5hU19ehJRqJQKAYK6wDDeVEh9gBx//PFReGixxVqhEAmfRDSCSnNZSoEAQV0oZiJh374N9VS/ubBBUVIdIFqhNgwPLRFSa/Tk0aZNm+Dvpz6jUgw2IEBQN7KXMuncWbOVG5YwUfP27NnOjR7tXNeuDcdVT/VRUqkNEC3jrkUE9VraHyQt8ztKTcvEh6OzNE+kpQgQ1BUtkqjFEhUShYqOl2lbiHqXygDRsubhJLktttii5mdZZw9NbukcDgIEdSdczl3Lt7dt6zJ3ng3/7d7dOX0O5s/3vwMlksoACdd80mTBetgLQyPKunXrFvydtexJS9bOIkAAVErqAkSrzIZ349ddd51/uGZNnz49WvZECzBaESAAKiVVAaJOZG3lqu/Xvh1JLYiYlHPPPTf4u2tpEutS8AQIgEpJVYBo+XV9r/bWKOXciGqhpqtwFV8NX7YgQABUSmoCRE8f4daxxxxzjH+4bmgpeJ0DNWdZdjYkQABUSmoCJPvpQyvY1ivtJxJuSmUZ1kuAAKiU1ARIeOHTgon1Tjsb6lxomRMFSjEIEACVkooAmTRpUvA9KhMnTvQP1x2tYhxuxDVy5Ej/cJMIENQNPaGvsYZzr7ziH8l10knOrbmmc3UwJaDSUhEg2rlQ37P55pvX7IzzYvXs2TM4JwcccIB/qEkECOpGx44NM81vusk/kmu99RrqDRniH0ELJR4g2mwp3L2QTZCWGjFiRHBOtJxLMbstEiCoG+Fiis0FyLrrEiBlkniAZDdfzZgxwz9ct+bMmRMMKNB5GTNmjH+4IAIEdYMASVziARJ2GGsIL3KF5/Kcc87xDxVEgKBuECCJSzxAevToEdTvqzX7keOss84Kzs1OO+3kHyqIAEHdIEASl2iAqMN81VVXDeoP1w5jyPHAAw8E50ZLm6ivKA4CBHWDAElcogHy0UcfBXVVXnzxRf9w3Zs2bVp0fmbOnOkfbhQBgrpBgCQu0QB58skng7raUKmYkUb1QpMIw470sWPH+ocbRYCgbhAgiUs0QMLlS7SAIBrXoUOH4Bxpjaw4CBDUDQIkcYkGyKBBg4K6xXQS15vOnTsH5+iSSy7xDzWKAEHdIEASl2iAhPtfaCQWGrfHHnsE5+jss8/2DzWKAKmcTp1uD0pz4tZDkQiQxCUaIOESJgcddJB/CP/Vq1ev4BzpXMVBgFRO3GCIWw9FIkASl2iA/OIXvwjqHnXUUf4h/JfOjc6RzlUcBEjlxA2GuPVQJAIkcYkGCE8gzQufQE7SiqIxECCVEzcY4tZDkQiQxCUaIPSBNI8+kPSKGwxx66FIBEjiEg0QRmE1LxyFdfHFF/uHGkWAVE7cYIhbD0UiQBKXaIDclPmHV13mgRTGPJD0ihsMceuhSARI4hINkPHjxwd1NRN93rx5/uG6t3Dhwmgm+mOPPeYfbhQBUjlhMMQtKDECJHGJBsiHH34Y1FWZMmWKf7juvfbaa9H5efvtt/3DjSJAKscPiOYKSowASVyiAaLVeFdZZZWg/l133eUfrnujR48Ozs3yyy/vvvvuO/9wowiQyokbDHHroThPZgLk0czv+nvNBMgTmQBRvQ8IkJJLNECke/fuQf0TTzzRP1T3NPJK52aHHXbwDxVEgFRO3GCIWw/FOS4TIPtlftf/0kyAHJMJENUbR4CUXOIBotFFqr/xxhv7h+pep06dgnPTv39//1BBBEjlxA2GuPVQnI0yAaLfdQ3Gacq6mQBRvSEESMklHiATJkwI6qu8++67/uG6peXtl1122eC8PPzww/7hggiQyokbDHHroTgESPISD5Bvv/022pXw+uuv9w/XrXA3Qo3CmjNnjn+4IAKkcuIGQ9x6KA4BkrzEA0TCNbGKaeuvdQcffHBwTvbcc0//UJMIkMqJGwxx66E4BEjyUhEgTz31VPA9Kq+++qp/uO588cUXbsUVVwzOx9ChQ/3DTSJAKiduMMSth+IQIMlLRYD88MMPbsMNNwy+74wzzvAP152bb745OBcKEYVJMQgQ1AsCJHmpCBAJ18VaaaWV3L///W//cN1YsmSJ23TTTYNzcfTRR/uHm0WAoF4QIMlLTYDoTrtNmzbB92qV3noVdp6rTJ061T/cLAIE9YIASV5qAkR++9vfBt+rUVn1+BSiprwdd9wxOAf77LOPfzgWAgT1ggBJXqoC5PPPP4+eQo499lj/cM0bNmxY9PTxzDPP+IdjIUBQLwiQ5KUqQETLlocX0b/+9a/+4ZqliYPt27cP/t4awmtFgKBeECDJS12AqBM5bMbZYost3Ndff+1XqUn9+vUL/s4aedWSGfkESOWEw3N32eUO98knC/zDEYbxlgcBkrzUBYi88MIL0TIexx9/vH+45jz++OPBnij6+w4YMMA/XBQCpHLCYFAZOLBwkyMBUh4ESPJSGSBy2WWXBa+jMnz4cP9wzfj000+jpitt7aulXVqCAKmc7CeQLl2GuLffnutXCRAg5UGAJC+1AaIRSXvvvXfwWpobMnnyZL9K1dMeH3vttVfwd9S+KG+++aZfpWgESOWEwfDHP04K/tuv3zi/SoAAKQ8CJHmpDRDR3fn6668fvN5aa63lpk+f7lepascdd1z0lKURWKVAgFROGAxffbXI7b77iOD/p079xK9GgJQJAZK8VAeIvP76626NNdYIXlPLnWgb3Fpw0UUXReFx3nnn+YfNCJDKyQ6GYcNeCf6/T59HvFoESLkQIMlLfYDI888/HzRjhSHyxhtv+FWqyoUXXhiFR+/evYOtfUuFAKmc7GBYtOh7t99+9wR//utf3ytYD6VDgCSv5AES/qOecMIJ/qEWGTdunFt55ZWD11Zz1qRJk/wqqaegOPPMM6Pw2Hfffd3ixYv9ambqgA8nYqp5DOXlB8NDD70R/Pmwwx5wS5b8ULAeSsMPkIULF7rDDz882N107NixUT0CpHxKHiCrr756dIE87LDDWjSnwacnkbA5S2FSqn6DSpg3b5479NBDo3Oj/2/piKtsjzzySLQIY1iOPPJI9/777/tVUSJ+MCg0Dj30/uBrCpNC9VAa2QFy//33R39W0bB47TM0a9YsAqSMSh4gI0eOjP7BVDQxTk02CxYUnmhVjH/+859Rx7qK5omkfbKh+nE0KTL7PWvCZCnofPTs2TN6be1gGDb3qbRq1coNHDgw9eeoGjUWDE8//W7wtf33vydo1ipUDy0XBkb2jZPmj4U3mSoa3di6dWsCpExKHiCiIbj6x1p77bWjf0iFyp133lmS9n6NzgqH+Kro4pzGZU8UEtddd13wS6z3udxyy7lrr73Wr2Yyd+7cYO8UvWZ4Hrp37+5efvnl4OfecsstQVNfeGyDDTZw99xzj/8yaIFCwaCOdH1dHetSqB7sZs+eHW2FHRYNiX/ttdeC4fHaHju7NUTllFNO8V8GLVSWAAlpfaezzz7bLb/88tE/YteuXUsyp0MhpcmG4Yx1FS3AmJZVfLUUe6dOnaL3ts4667hnn33Wr1a077//PnhkX3PNNaPX7tChQ/Dk59MS+WeddVbO+d9ll13clClT/KowKBQML7/8cfD1Hj1GBEN8C9VD8RQOuglbbbXVot/pdu3auYcfftivGizOqtAIV3lQ6dGjh/vHP/7hV4VRWQMk9NZbb7kDDjgg+kfUP6g6edU+2VIKI+2lHr627vbPOeec4CklCRohdswxx+QFm+6YWkpb/2699dbR66of6NJLLw06D5ui96QO++zz36dPH/fJJ/lzFhBfU8GgSYU6dt11k5ush/jGjBmT0xSsz7o+a839/v/lL39x22yzTfR9+myedNJJQcCgZSoSICGt+RQOMw1/AS6//HK3aNEiv2pR1GSjVXzDEUgqavvXiKdK7bE+ceLEYEiu+iDC97DJJpu48ePH+1WLNnPmTPezn/0sel0VfXA++ugjv2qT9AHcfPPNo9dQ2/BVV11V0s78WvThh1+5W255yU2blntT0lQwaFkTLW+iZU4aq/fDD/9x9947zY0ePT1zV710xBbyzZgxw+23337R7631Bmj06NHBCK3wddTE9cc//jF4qoFNRQNEGmuf7Nixoxs1apRftWi6o9CmVNlBoqInFP3MUo4IEy09csUVV7jNNtss5+epk1/NTC0doquRW+eff75bYYUVotdWs9hzzz3nV42tsSYABV1jTQD1bsGCb4MniG7dhgYBcNZZj+ccbywYsmmBxbCOX++jj+ZFX9fIrQkTPsg5joYm2P79++c1wb744ot+1dj0mdRnNrv/ZMsttwymCaB4FQ+QkC72J598ck5Tj9onS/HEoF887bGujuPsC7uK7kA0R0Ud+i+99FJwkY5D/TnqO9DQ4b59+zb62nq6Gjx4cIuDQ/07+jnhIosq+n99TcdKQU1qOg/ZT0zqhNSIsXqnp4NHHpnh9t77rugir0mCkyf/K6deY8GQ7eOP50fh49fTz7jiignBU0p4/PTTx7r33vsyp149UovCrbfe6tq2bRv9buqmrJSDQD7++OOgGT27f+SnP/1pSdajqyeJBUhIgbHHHntE/4gKFAVLKdondbFVv4HGg4cjoRor6uDu3Llz8D7UV6CA0H/1Z93x67j/PWHRnbzeb6kmNmquS3bnu54+tNRJ3KArljr7d9ttt+jnaVTXaaed5ubMmeNXrQtay+qYY0ZHF3U1QQ0e/KL75pvyNHNMn/6Z++UvH41+XteuQ9011/w98+/dspuQaqWdOLfbbrvo91FN0drioFzD0NWHuvPOO0c/T087v/nNb9yXXxLkcSQeIKEHH3wwr31SQ2BL1T6pdv4JEya4iy++OBju2lSgNFX06KsnJY0A+/vf/16y+Rzqz1Bne/bP6tWrV9D/UQmaiKXRXOHP1lj6G2+8MRj1VQ+0IdT//u9T0YVc5dxzx7tZs8oT3L5x42Zm7oDvjX72Xnvd5UaNmh48qdSD9957L5h4nP37X6mJsJpacNddd7n11lsv+tl6+rn99ttL9vmuVakJEFHTjzrVK9U+qYu2OvZvuOGGYDST+k/09BEW/Vlf1/EnnniiJKPGfBpBop8RLtOiopFWTz75pF+17PRe1PSX/V622mqrRN5LpSxc+L279daXcjq7e/d+0E2Z8rFftew08fC2215yu+46LHovRx2VzHupFE0w1kRjTTgOf+fUZ1mKIe/F0nvRIqfZ7+W47bd3sxJ4L9UiVQES0oW6Hton77vvvpy7fs3tSMNdf6GnobffftuvWtUau+t/8MHk7/qTfhqqhMbu+jXxOA13/Xoa0ppaa2be0+mZ8lymuCOOcK4CT0PVJpUBEqrV9snG+h1OP/301PU7qD9GfUPh+yx3f0yl+P0OO+881F17bfr6HdQfc+yxD0Xvs9z9MZVSLZ/rV595xj3yk5+4bxQgKq1aOactp8vUH1ONUh0gkuY7lWJV48gnnX9tKZw9kKDUI8IqZc6cb9yll/4tZ+TTGWeke+RToRFh//d/b7kSrApUUdXYsvAfXWNuvdW5tm0bQkRl/fWdu/tuv2pdSn2AhBprK91+++0TaSstljrwtT9H9twLLQCnFXSrxfz5890FF1yQMydFe7i3ZE5KpWii3ogR/8g89Q2PLsLVNvdCc1Kuv37pnBSV4457OG9yYxpVum+zLPR01L+/yzwuLQ2Sbt2ca8GclFpQNQESSnK0hkVjs79/97vfVe3s73feeccdfPDBOef/6KOPTu1OkePHT3W9ei29e9f6VHfd9WrVzv7WrPj+/R+P/j4qmrA4e3Y6m1XKPbqy4mbMcJlHwKUhknmacn36qOPKr1kXqi5AQhovHu5+qFLu8eLF8tefUrOVRnalZbHHltL8muz1hbSE/CWXXOK++eYbv2oi1Cy43369XLt2e2buds8Lmq0uu2yCmzu36XWTqsWkSf9yhx/+QBQi3bsPc0OGTMnc7afjwlzO+V2p8Nhjzm2xxdIgyTxdOe3C2sJJxNWmagNEKjFjtVj1tAJuYysDa8vhxlYGrhQtc68BCeEy96uuulnmifWSTKCnv6mnWNrAauTI192ee94ZhMiWW56b+e8xmbv+5JalKecKE6mjp6g//MG51VZbGiSbbKKtKf2aNauqAyRUjjVzilVoD457773Xr1pzmtqbpFIUZhoC7S9zf//9D/hVa86XXy5yl1/+pOvY8ZggMMOLdiWXLVeTlJqm/DXu1IRV8z77zLkTT3SZ1FwaJHvu6dxrr/k1a05NBEioVKt2FkubWfnLL9TjLoCN7Y74q1/9quxL62uio2WZ+1rzz3/OdHvttU90HsJlyz/TBa6MNBlXneLhzy3VKttV55VXnNt996UhokA59VQN//Nr1oyaCpDQY489lrNvgDqur7zyyhYvcujT6r7Z+5yrHHXUUe6DDz7wq9aVRx99NGebUa2O/Pvf/77kAwe0zIsmOGaff8sy97WmUsuWl3Ofn6r2wAPab3dpkKyxhnN/+5tfq4G2+lYzWOaJ0bVr1zDKa+21G4JIu5c2tRV4+PrNiVvPoDyvmgLlXLZcQ4q1zIm//ILW2kIDhcXVV1+ds7S+lr3X5j4tVWiZe018RIPGli3XTdXYsWP9qkUr506jNUNPX4MGuczjWMPFW//vmzjRufbtl17gGysKlULXlbBOc+LWMyjPq6aIJu+deOKJeZP3tHdysTSpTsvAa3/38LU0qVH7v1fbpLpK0aizX/7ylznnf5999nHTp0/3qzarEsvc1xotW3788cfnTN7bf//9TZP3dI71u67f+fC19FnQZ0KfDTQic/6dBvX4qzdo9e7MDVBwYc/c/ARPLRqhqadENfmq76hLl4bjqtdYOMcNhrj1DMrzqin0yiuv5C0fUsyy5VquXXdZ4ffr7kt3YbobQ/O098quu+6ac/779esXdMDHoQmL/jL3egqp9mVVKuWFF15w3bp1y/n9/fWvfx17+RBN2M3eOlpP35rYq6dxFElNuWETl+aQFFpRQ1/XcdXr2LHh+7LFDYa49QzK86oppmXLN8r844UfBC1brtV2Cy1gqPZc7SeSfQendl+1/6J4f/7zn4OhvuG51Ki1m2++ueCyNOrPUL9GWF9F2/tWapn7WqKnhLvvvjtv2fLbbrut4PnXBF1N1M0+/5rIW+rdPevK8OENF/Stt84PBZ+Ob7VVQ/0RI3KP6WsqzYlbz6A8r5pyhZYtz96/XCNINJIke98Q7TioESdoGU021L4smnwYntttt93WPf3001GdQsvcawIjWqaxZcu1LNDfsjp6NYJQIwk1ojCso5GGmsCLFjr44IYL+u2Fd7PMkQn4oP6hh+Z+PW4wxK1nUJ5XrRL/+te/3M9//vPoA6Jy0EEHBU8kGsMefk2jWLSneqlHsdQ7jVbr3bt3zvk/5JBDgnPtL3OvCYuFnhJhEy5bnn3+jzjiiOD8Z2/ZrKdEzXEq9JSCImXObXBBj/sUrW0UVD/zmcihr6k0J249g/K8apXRzoLZy5aHRePoTznllNpZfiGlJk6c6Hbccce8869+Ek1QjNtPAhs9eWQvCxQW9ZNoVQVN1EUJaVl4XdDjzpPRfCbVzzyx5wiDIW4pg/K8ahUKly0PH9n1uD5t2jS/GspEI3yGDh0a9TVpSRpNTERl6OlCfSHh0GjdUGk9N5QBAVK79LRRy1u4ppmeNMK7X3XcovK0agD9HGUWNmG9845/pHE0YQHNU1NiGCBqUgFqEp3oQOndcccdUYCoKZHJgahJDOMFSu/cc8+NAkSFuQaoScVMJOzbt6Ge6vthEzcY4tYzKM+rAgYaQp0dIKVYtwlIpeylTDp3dm7UqIYlTDRVYPZsrYjpXNeuDcdVT/V9cYMhbj2D8rwqYJC99a+KVpAFapYWSdRiieEFvrGi488+639ng7jBELeeQXleFSiSVo/N3pBKRXtZADUtXM5dy7e3besyH4KG/3bv7tw11zg3f77/HUvFDYa49QzK86pAkTTnIzs8VHbXhwpAahEgSAVtguQHSDs9vgNILQIEqaDNj/wAUWEZEyC9CBCkgpbM98NDhV0GgfQiQJAKXbp0yQsPFU0uBJBOBAhSoXXr1nnhoaLJhQDSiQBB4rTrox8cYdHkQgDpRIAgcdqJ0A+OsGhyIYB0IkCQuMGDB+cFR1g0uVCTDAGkDwGCxJ155pl5wZFd2FgKSCcCBInbe++980Iju2iSIYD0IUCQuA033DAvNLKLJhkCSB8CBIlasGBBtA96oaJJhgDShwBBol5++eW8wPCLJhkCSB8CBIm699578wLDL5pkCCB9CBAkasCAAXmB0VjRZEMA6UKAIFFHHHFEXlg0VjTZEEC6ECBI1LbbbpsXFo0VTTYEkC4ECBKzZMkSt+KKK+aFRWNFkw0BpAsBgsTMnDkzLygKFU02BJAuBAgSM2bMmLygKFQ02RBAuhAgSMy1116bFxSFiiYbatIhgPQgQJCYE044IS8omiqadAggPQgQJKZ79+55IdFU0aRDAOlBgCAxbdu2zQuJpoomHQJIDwIEifj888/zAqK5okmHANKDAEEinnvuubyAaK5o0iGA9CBAkIihQ4fmBURzRZMONfkQQDoQIEjEOeeckxcQcYomHwJIBwIEiTjwwAPzwiFO0eRDAOlAgCARm222WV44xCmafAggHQgQVNzixYvdsssumxcOcYomHwJIBwIEFffpp5+6vn37mso111zjvxyAhBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECBKneSFDhgxxvXr1chtssIFr1aqVa9Omjdtpp53cwIED3WeffeZ/SzQvpDlx6wEoHp8sJOqFF15wHTp0yJswmF1WWWUVN2LEiJzvixsMcesBKB6fLCRG4aEVdnWB79Spk7v77rvdBx98EDyRfPXVV8EWtpdeeqlbe+2180IgbjDErQegeHyykIhvv/3WdezYMbi4n3LKKU0u075gwQLXp0+fnK/FDYa49QAUj08WEjF8+PDgwr7DDjs0GR6FxA2GuPUAFI9PFhJxyCGHBBd2v28jrrjBELcegOLxyUIiNtxww+DC/u677/qHYokbDHHrASgenywkQkN1dWFftGiRfyiWMBjiFgClxycLiSBAgOrHJwuJoAkLqH58spCIpDrRp06d6k477TS31VZbuZVWWsmtu+66rmfPnm706NFZ3wUgjuY/gUAZJDWMt0uXLm7w4MHu1VdfdV9//bWbO3euGz9+vNt+++3dxRdfnPWdAJrT/CcQKANNJNxoo42Ci/upp57aZIhoIqG2s83mB0Mhceu98847bvXVV/e/DKAJzX+ygDLJXsqkc+fO7p577nEffvhhEC7z5s0LmpsGDRpUkaVM9HPXWmst/8sAmtD8Jwsoo8mTJ0cd6oXKqquu6u68886c74sbDM3V05pbEyZMcN26dXMDBgzwDwNoQuFPFlAhWjzx9ttvdwceeKBbf/31g6eS1q1bB8u5q1+iHMu5+yG19957N9mMBiBf/icLqCOzZ892I0eOdOutt17QXAYgPgIEyHjmmWeCpjQA8REgQMb8+fODpjMA8REgQMYTTzwRzAUBEB8Bgrqy6667ulGjRgVLqKjzftasWcGkRnXejxs3zq8OoAkECOrKpEmTXO/evYP+juWWWy5YyuTwww8P5qQAKA4BAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPw/pu/dP8F37pAAAAAASUVORK5CYII=)
PN: 4657-1-SU
CAS: 78397-14-5
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4H57-1-09
CAS: 17136-45-7
Molecule Weight: 195.218
Formula: C10H13NO3
![Methyl 2-([(1R)-1-phenylethyl]amino)acetate](data:image/png;base64,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)
PN: 4658-1-R10
CAS: 91284-61-6
Molecule Weight: 193.246
Formula: C11H15NO2
Melting Point: 144-158 ℃
TSCA: Not listed on TSCA inventory
