| Product Number | 4656-1-8N |
| Synonyms | beta-Amino-2-methoxybenzenepropanol |
| CAS | 1018665-73-0 |
| MDL Number | MFCD10034615 |
| Molecular Formula | C10H15NO2 |
| Molecular Weight | 181.235 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-1-8N
CAS: 1018665-73-0
Molecule Weight: 181.235
Formula: C10H15NO2
PN: 4H58-5-0D
CAS:
Molecule Weight: 231.68
Formula: C10H14ClNO3
PN: 4656-1-8G
CAS: 176035-15-7
Molecule Weight: 181.235
Formula: C10H15NO2
PN: 4H30-5-08
CAS: 59108-53-1
Molecule Weight: 185.65
Formula: C9H12ClNO
PN: 4H30-5-11
CAS: 59108-54-2
Molecule Weight: 185.65
Formula: C9H12ClNO
PN: 4H30-5-0T
CAS: 18518-71-3
Molecule Weight: 185.65
Formula: C9H12ClNO
![[1-(2-Methoxyphenyl)cyclopropyl]methylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB1qAAAdagHO73SYAAACLXpUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzIutmWQ7iFEGLAQPaDVg7YG+D4iipgdgqbOf296OcpY2TzoEvokkeUqJoTe725Rq2rm4KX2WEU0bAVblfFNUqI79evo4MuZtOcnRCx6rJyGvbvo2jaLfb0fzVlXbvK5r7khzt431T9Hx2kvp6FQnGePT76fG5Y0ZF1bS2yh1STTFuOuWjz23bzeI/KaLS1tuiio7uUVlvj9H+CBZuRvfNgnys5R5tM0RhWawdLH1d2ha2glG82RdYucrVtnULmB9QLanCtU8nTw8+35SualEMEYrcrp/bepOjovRrl28wGArfHjJScgRs68tZXdsDBCmoLQcrwEqwCmwMVoNNwBqwKVjO8EE7RwcusdZrF5K9HN4czhh+wP3F9T28sUwiIzhBqSQoKhlPIKaJMgY0TYWJwVCZxAkOWkkOCVVaKrQxrgUCRuoYJNWxNiBw/WnANUMlxtQ6JnDo4qeJZOinYq3QLxXoJ2nKU42DxE/g1CRaAqPGoAunimM2RpWQ4uOrs40Ygiw+jVio6L1S08ncV4szEYpFRuacdCX86ZaN+FdFAr5euBobMwQIrueA6AOh5sOA7ANhh96B2WeA6gNhP4eBuA+E3R8GdB8IvTIMJH0gdNYwYK4WfQNI+0Bo3OGyctYnuj6/gVxudvdf3GDEdZobHcIvdvz02w0y6jrNp0h01sXR6WxA8erciM4OlQiP0ulfJNGcF3Oqn8MAADzRSURBVHhe7d0J/FVz4v9xW4UQJTuhRgtpNFJaZCkilK0w9M+SbUoZWzTZo6gZFMnWyNQUicgupZRdGKFooyalHS3KfP7f9+l3Tud+vuv93O2ce1/Px+M8qPM55957vn0/73PPZ9vKAADgYCv7LwAAqAgCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIkD2y11VbBVlEux1TE0qVLzeDBg03Hjh1N7dq1TbVq1UylSpVMzZo1TZMmTUz37t3NpEmTzP/+9z/7UAAxk97aAznhEgYux5Rl/fr15sYbbzRVq1ZNOHdpW/369c0rr7xinwZAjKSn9kBOuYSByzGlWbJkiTn66KOLhURFNgDxxW9wHnCpkF2OKclvv/1mWrRokXC+evXqmfvvv9/MmDHDLF++3GzcuNEsW7bM+/PQoUNN27ZtzdZbb53yawPILX6D84BLGLgcU5K+ffsG59lmm21Mv379KtS+MWvWLHPKKafYfw0gRlKrPRAJLmHgcoxt1apVZpdddgnOo/AAUDjcaw9EhksYuBxjGzZsWHAOPbaqyDcPAPnDvfZAZLiEgcsxts6dOwfnUJsHgMLiXnsgMlzCwOUY2yGHHBKcQw3kAAqLe+2ByAiHgcvmqnr16sE5VqxYYe8GkOfcaw9Ehh0IyW6utttuu+Ac6qoLoLC41x6IDDsQkt1c8Q0EKGzutQciwyUMXI6x0QYCFDb32gOR4RIGJR3zn//8x9x0003myCOP9L5dbL/99t6cVb179zYrV64MHb0ZvbCAwlbxGgeRVVIYlKekY8J/Z28HH3ywWbx4cegMieNAFDSMAwEKS8VrHERWSWFQnpKO0XTrQ4YMMZ999pn5+eefvUkSR48ebfbdd1+vXNeuXUNnMN63kvBI9P79+yfsB5DfKl7jILJKCoPyJHPMW2+95ZXTmh42ey6sAQMGVOibiObCat++vf3XAGKk/NoDkZdMGPiSOUbfRlRuxx13tHd5s/E2b9484XyHHnqoeeCBB7xvMvqWoi6+mpVXf37kkUfMiSeeyGy8QB7gNzgPJBMGvmSOmTp1qlfuqKOOsnd5WA8EKEz8BucBlwq5IsfoW8OLL77oNaDr8ZT+vzT+ioT6lmKHREmbvqW8+uqr9mkAxEjptQdioyJhYCvrGLuyb9CggRk/frxdrERaE/3BBx80HTp08NZEVyO7RqzvvvvuXiN9jx49zDvvvGMfBiCGitceKHh2gOhbRadOncz8+fPtogAKGAGCUunbxPTp081FF13kNXrvtttuXu8pABACBBVy3333ed9G9GgKAIQAQYVo+VoFiNoyAEAIEFTIsmXLvADZeeed7V0AChQBggrp16+fFyCtWrWydwEoUAQIPA0bNvSmIfnwww/NokWLvNHjq1evNtOmTTPdunULRo6PGzfOPhRAgSJA4LG77trbtttua+655x77MAAFjACBZ+bMmeb22283LVu29Gbf1eA/DQJs1KiRN/hPa4W4Unfga665xjz88MP2LgAxRoAg4y655JLgm8ykSZPs3QBiigBBxnXp0iUIEB6DAfmDAEHG+YMQtZ1//vn2bgAxRYAg4zTrrh8g6u0FID8QIMi4hQsXBgFSuXJls2HDBrsIgBgiQJAVNWrUCELkiy++sHcDiCECBFnRunXrIEBGjhxp7wYQQwQIsqJ79+5BgPTu3dveDSCGCBBkxbBhw4IAad++vb0bQAwRIMgKLUzlB8gBBxxg7wYQQwQIsmLNmjXBhIz678qVK+0iAGKGAEHWHHTQQcG3kKlTp9q7AcQMAYKsOf3004MAYWJFIP4IEGRNnz59ggC58sor7d0AYoYAQdaMHj06CBBNGw8g3ggQZI3WHPEDZNddd7V3A4gZAgRZo2Vyq1SpEoTIggUL7CIAYoQAQVb98Y9/DAJkwoQJ9m4AMUKAIKvuvPBCc0ZReFxetE1hcSkg1ggQZNXce+81nxSFxw9F20YWlwJijQBBdr36atG/uq02bywuBcQaAYLsWrhwS4BUrmzMb7/ZJQDEBAGC7KtefUuIsLgUEFsECLKvdestAcLiUkBsESDIvu7dtwQIi0sBsUWAIPuGDdsSICwuBcQWAYLsmz59S4DUqmXvBRATBAiyb80aY7beenOA6L+rVtklAMQAAYLcOOigLd9C3n3X3gsgBggQ5MZpp20JkKFD7b0AYoAAQW706bMlQK66yt6LAnHdddeZSpUqmZo1a5phw4aZVTzOjBUCBLnx739vCZBWrey9yHO///676d27t/FnZva37bff3pxzzjnmxRdfNL8xS0HkESDIjS+/3BIgLC5VUH755RfTsWPHYuFhb/pW0r17d/PBBx/Yp0BEECDIjY0bjalSZUuIfP+9XQJ56IcffkhYE0bbUUcdZW644QZTu3btYiHib3Xr1jV33nmnmT9/vn1K5BABgtxp2nRLgMyZY+9FntE3ib333jshGLp27Wo2bNgQlJk+fbq58sorTfXq1YuFiL+1bt3aPP7447SXRAABgtz59FNjTj3VmCFD7D3IM6NHjzY77LBDEALbbLONGTBggF0soFAZN26cOfPMMxOWQQ5vai/p1KmTeemll2gvyRECBEBG3XbbbWbrrbcOKv6ddtrJjB8/3i5WquXLl5uhQ4eaFi1aFAsRf1N7SY8ePcyHH35oH44MIkAAZMS6devMueeem1DR77///uazzz6zi1bYnDlzvEA6+OCDi4WIv9WrV8/cddddZsGCBfbhSDMCBEDaLV682DRt2jShYtef9ffpMm3aNHPFFVeU2V5y7LHHmieeeMKsXr3aPhxpQIAASCt9w9A3jXBFft5553nfSDJB7SXPPfecOeOMM0zlypWLhYg2tb907tzZTJgwwWxUD0CkBQECIG1eeOEFr43Dr7jV9qFHTtmi9pKHH37YHH300cVCxN/22GMPc/XVV5uPPvrIPhxJIkAApIV6Val3Vfiuf8yYMXaxrPnuu+/Mrbfeag466KBiIeJv9evXN/369TPfMw7JCQECICV6hKTxHOGKWeM9otQj6t133zWXX3652W233YqFiDZ9U1J7yZNPPmnWaLkBVAgBgtxatMiYQYOMOekkYw480JiqVY3ZccfN/3/iicYMHGjMwoX2UYiIn376ybRq1SqhMj7iiCO8EedRtH79eq+9RFOplNVeot5jL7/8Mu0l5SBAkBtFv8jm+uuN2X77LaPRS9tU5rrrNh+DyJg5c2ax7rRqyNZcV3GwbNky89BDD5XZXrLnnnuanj17mo8//tg+HIYAQS4U3bWa5s2LB0V5m47Rsci51157zeyyyy4Jla1m19Usu3H07bffmltuuaXM9pIGDRqYu+++m/aSEAIE2aVHApq+PRwMhx1mzCOPGDNrlqZqNebXX42ZPduYRx815vDDE8sec8zmcyBnHnzwQbPddtsFFaumGnnqqafsYrE1depUc9lll5ldd921WIhoU3vJcccdZ4YPH17w7SUECLLr9tsTA+HWW7U4hF1qC+2zj7njDrsUskDtARq4F65MNYWIKtx8pPaSZ5991nTo0KHM9hKNcXnllVcKsr2EAEH2aDSw1v7wg+Cmm+wSpevde8txOkeB3/ll28qVK02bNm0SKs9DDz3UzJ071y6al9ReMmTIENOsWbNiIeJvai/p1auX+eSTT+zD8xYBguzRIyk/BA46KLlHUSqrnln+8Y89ZpdAhsyePdtbjyNcWZ588skFOz2Irkffvn2L/jkeWCxEwuF6zz33RLY3WroQIMiec8/dEgBlTOVdqv79txx//vn2XmTApEmTis01pV5JmzZtsosWpClTpphu3bqV2V5y/PHHe+0lP//8s3147BEgyJ5DDtkSAC7TSGhgmn98vXr2XqTZY0Xf8ipVqhRUhvr/R9TZAcX47SWnn356wjULbzvuuGPRfc/55tVXX82bACZAkD1Fd7JBACxfbu8t37JlW46vUcPeizRRV9y//vWvCZWfRnBPnDjRLooSaHDl4MGDi81GHN722msvc80115hPtahajBEgyJ7tttsSAMm0f/i06px/vM6FtFO31Pbt2ydUdocUfXOcpS7WSJqu29/+9jdTq1atYiHib4cddpjp379/LNtLCBBkD99AIm3+/PmmYcOGCZWbnt+vWLHCLpoxWpr2yy+/9KYbUSP0hRde6M1RpUWi1GitmXTD709/1t9rv8qpvI7T8TpPlJa6feedd8yll15qqlWrVixEtGkiyhNOOMH885//jM1ofgIE2ZPONpC6de29SIEWZ7IrZw2my/TYBk3EqIpVo8BbtmxZavuB66bz6bw6v15Hr5drWhflmWeeMaeddlqpn1cDNRWK2QxvFwQIsodeWJH09NNPe6PJ/cpr2223Nf/4xz/sYmmzdu1aM2rUKHPKKad4Dct25ZnJTa+n19Xr633k2tKlS72R/UcddVSx96pN36iijABB9jAOJFL+97//mT59+iRUWJrfSqOqM0FdXi+55JJic2jZW40aNbwJDvW457777jPjx4/3uhN//vnnZt68eUFbgf6rP+vvtV/lVF7H6Xidxz63/Vn1fvS+ouCbb77xfh7hLsH6lhJlBAiyZ9UqU/RbuyUEUhmJbg9i091ku3bG1K5tzNVXuz0iKyC//vqrOeussxIqVE0kqHaDdFKPLj2uOfzww4tV4P6mEdyaDkTdhtM9sl3n03l1fr2O/dr+pven9xmFySDVfuO/L/XkijICBNl1yy1bgkCbljst65e26C7Zm/sqfIzmxrLprjlcRlv9+sb062fMggV26YK2cOFC07hx44QKtEWLFt7jlHRR28mIESO85/h2Za1tn332MTfccIOZMWOGfWhG6fX0unp9+z1p0/vV+850209ZNDOw/360PHAUQq00BAiyS71iiiorr4L3t4YNjRk2bPMMvJqJV98min6JvMdUjRollm3ZsuRHX+qhdfDBxUNE29ZbG3PsscY8+WTBz6GldS3syrNLly7eQLh0efPNN72uv3blrAkJ9U1AU8HnulLU6+t96P2UNFGi3r8+Ry7ovVWtWjV4L1qaN6oIEGTfkiXG6Kt5uJKvyKZjdGxpVAkWff03HTuaolqh+PHadthhc2P+yy+XHER5TCOlw43W6jaq9S3SZdGiRd5KfnZlvP3225sePXpEdh0NvS+9P71P+73r8+hzZVuTJk2C9/D888/buyNjK/svgKxYt86Yv/61YisSVqlizDXXbD6movSN5OGHjTn66OLn87c99zSmZ0/dlttH550777zTm5fJr5R0hztu3Di7mBM1xqsnkd04rqnOr732WvPjjz/ah0SS3qfer953+HPoc+nz6XNmy8UXXxy8/h0RXr6AAEFuab3z++4zpm1bYw44YPN66PqWoP9v08aYe+9Vdxv7qOTocZjaXtTzyw4Rf1N7ie7GI3qX7EqPpv785z8nVIj77bdf2qbQWL58uTn11FMTzq9Nf6ceUnGk913aZ9LnzQZ1o/Zf95xzzrF3RwYBgsKixY8uu8yY3XYrHiLa1F5y3HF50V6iO2p7vW89Gvnvf/9rF3Uyffr0opw/IOH8mrIjyo9ckqHPYU9Bos+rz51pb731VvCaatiPKgIEhUntJWPHGtOhQ9ntJeedt7mHV8zaS7744otilV+nTp3SNnhOd8j2KGqNqYjLFBwVpc+jzxX+nPrcmRxoKUuWLAleTwM7NXo9iggQQO0lDz1kTLNmxUPE39Re0quXMTFYbe6ll14yO++8c1ABqe1DU3mk4xm+zqFZZMMVqrqaajR7PtPn0+cMf25dh3Rc09KEx61EdZVDAgQIU1fivn0TR73bW4MGxtxzT+ptMxkwcOBA747Vr3jUs0jTdqSDxkZccMEFCZWoJl/8+uuv7aJ5SZ/TnmxS1yNTY0bCSwhrgsUoIkCA0miKi27dEtdxD20Li+7sXz3+eDN5+HDzS45Xm9Oss/ajFq058d5779lFnWjkert27RLOrwouH1fZK4s+r702vK6Lrk+6hb/pqXdYFBEgQHnUXvLss8acfnpCe8lHRdtdRVurrTZ3Wc3VanPLli3zpjIPV2qNGjVK27gLhZMdHp07d47EzLa5oM+tz2+HSLqnjn/yySeD85944on27kggQIBk/PSTMYMHmw1Nm5rxRb/YVxVtdUIVibZsrjanxyp16tRJeH0tq5qubwZ6xm8/turevXvOR5Lnmj6/rkP4uug6pbNN5KOPPgrOvffee9u7I4EAARytmjXLjOrb19TL0Wpzb7zxRsLMrdquv/76tFbu9tK2qjSxhR0iul7poh5z4fYsLZUbNQQIkAYVWW1Oq/ula7W5hx56yFt0yD+/5nPSI490Cg9m06bHNukMp3yg62E/zkpnF9/wnGJvv/22vTvnCBAgjSqy2pzmo9LocJf2EpW373p33313L8DSSYPlwu+/bdu2BdvmUR5dF10f/1rpuqVrsGF4yv0HHnjA3p1zBAiQIZoeffDgwaWuNqdNz7b12KMi05qvWrXKa0wNH1+/fv20z9aq6TrCI8z1GC5dbSr5StdH18m/Zrp+6Zj25LbbbgvOqW+4UUOAAFngrzZnjw4Pb6qABgwY4K3XYVNIKCzC5RUmCpV0UiNweB4oDZ4rlHEeqdJ1Cg821HVMtVE96otLESBAlk2ePNkbs1FWe4nGGvjtJXo8pcdU4TJ6jJXs46+K0Kyz4dfJ9xHm6abrFb5+up6pmD17dnAuhVOqgZRuBAiQI2ovGTNmjHenWlp7iRrKw9Ow689qQM8ETbIYnpJdIYfkhQd06nqmMnmlGunDa7ik+3FlqggQIALUXqK71fBCQvamLrvqupsp4d5EetSWjt5ihUjXLfyoUtc1FVFeXIoAASJGz9Jvvvlmr4E9HCBffvmlXTRttHxr+LWiVlHFja5f+HqmsjxulBeXIkCAiNLz7vDqeJlqzNZkgHXr1g1eR4/UkLpwZwRdX9dJF6O8uBQBAkRY8+bNg8pD40syYcSIEcFr6Hn73Llz7SJwoOsYbr/QdXYR5cWlCBAgwi6//PKg8uiraebTTI20qpT817juuuvsIkiBrme48ncZyR9eXEqdKKK0uBQBAkTYkCFDgsqjY8eO9u6UqReYf349Llu8eLFdBCnQ9Qw/htT1dhFeXCobk3RWFAECRJjGgPgVR+3ate3dKVEbi6Z998/PRImZEZ56RtfbZSzHCSecEJwjSotLESBAhK1YsSKoODTAMJ1da6dMmRKcW5Mxpmv9ECTSddX19a+1rnuywotLRekxIwECRNx+++0XVB7vv/++vduZ5lbyz3veeefZu5FGur7+tXaZ0yq8uNRJJ51k784ZAgSIuJNPPjmoPB577DF7txOtNRGeSuW1116ziyCNdH39a63rruufjA8//DA4fp999rF35wwBAkTcDTfcEFQeV199tb3byahRoxIqpEzMq4UtdH11nf1rruufDK25Hl5cSssYRwEBAkRceIK+4447zt7tpH379sE5tYohMk/X2b/muv7J+sMf/hAcP2nSJHt3ThAgQMR99tlnQcVRs2ZNe3fStABSeICbzo/MC/8cdf2TXaDrzDPPDI5PdZbfdCFAgIhbv359wvK1qczuKuGuwRpf4NKtFMnTdQ6P50h2Fclbb701OLZbt2727pwgQIAYOPTQQ4PKI9UZeW+55ZbgXPS+yq5wbyz9HJIxduzY4NhmzZrZu3OCAAFiIDzV+qBBg+zdSWnZsmVwrnT16kLF6Hr7114/h2TMmjUrODYqi0sRIEAM3HXXXUHl0bVrV3t3helxWHhQ25w5c+wiyCBdb//a6+egn0dF2YtLReFnR4AAMTB+/Pig4vjTn/5k766wmTNnBuepUaOGvRtZoOvu/wz080jGkUceGRz7wgsv2LuzjgABYkBTg/sVhybncx238dxzzwXnadGihb0bWaDr7v8M9PNIxkUXXRQce+edd9q7s44AAWJAz7vD65V/8803dpEK6devX3AOrXSH7AuvMKifRzL+/ve/B8d26tTJ3p11BAgQE0cffXRQeTz77LP27grp0qVLcI57773X3o0s0HX3fwb6eSQjvPRw/fr17d1ZR4AAMXHZZZcFlUeyXUB94R5YUXiGXoh03f2fQbI9sX788cfg2CgsLkWAADExePDgoPI444wz7N0V0rBhw+AcU6dOtXcjC3Td/Z+Bfh7J2mOPPYLjc724FAECxMTkyZODiqNOnTr27go58MADg3MwhUluhKc00c8jWeHFpZ566il7d1YRIEBMLF++PKg4XBeXCnchjcI4gkIUHgvi0pW6V69ewfG5XlyKAAFiZN999w0qjw8++MDeXa7wIMKlS5fau5EFuu7+z0A/j2Q98cQTwfG5XlyKAAFipF27dkHl8fjjj9u7y7Rx48bgWG0u32CQOl338M9BP5dkRGlxKQIEiJHwmhI9e/a0d5eLbyC5l+o3EC0upUeY/jlyubgUAQLEyIgRI4KK4/jjj7d3l4s2kNxLtQ1EorK4FAECxMiMGTOCisNlcSl6YeVeqr2wJCqLSxEgQIzYi0stXrzYLlImxoHkXqrjQCQqi0sRIEDMNGjQIKg8kl1cipHouZfKSHRfeHEpTXGTKwQIEDOpLC4VngtrwIAB9m5kga67/zNIdi4sX3hxqZ133jlni0sRIEDMpLK41N133x0cq6nBkX3hKdn183Ch6fw1rb9/Hk33nwsECBAzqSwuNW7cuODY5s2b27uRBbru/s9APw9X4cWl9G8iFwgQIGZSWVzqq6++Co6tXr26vRtZoOvu/wz083Clb5/+efStNBcIECBm9Lxbz739yiOZxaV+++03U6VKleDY2bNn20WQQbre/rXXz0E/D1fhxaXULpYLBAgQQ6ksLtW6devg2KFDh9q7kUG63v61188hFeqB559LPfNygQABYii8uJTGBCTjjjvuCI49++yz7d3IIF1v/9rr55AKjQHyz6WxQRojlG0ECBBDqSwuNW3atOBYTaXx+++/20WQAbrO4alk9HNIlWYj8M+nWQqyjQABYii8uJTmRUqGZn/dZZddguPff/99uwgyQNfZv+a6/snOwlsSzYfmn1PzpGUbAQLEkGZg9SsOzcyqGVqTEZ5L6S9/+Yu9Gxmg6+xfc13/dNCMzP45NVNzthEgQEyFF5fSGhHJCE+noW6luXh+Xkh0fcPdd9M1jYzWhPHPqbViso0AAWJKq9H5lYdWqUuGuo+Gn58n25MLydH19a+1rnsq3XfDtCqlf17dUGQbAQLElNbD9isPrZOdrPDa2qeccoq9G2mk65vKz6o0Wt0wvLjU8uXL7SIZRYAAMfXUU08FFccJJ5xg7y5XeG2Rrbfe2nz++ed2EaSBrquur3+t091bqk6dOsG51bkimwgQIKY+/fTToOLYY4897N0VEu7Fw5iQzAiP/XBZRbI86sbtn1/du7OJAAFiyl5c6scff7SLlCvcHViPQr788ku7CFKg6xl+xJSJbwi33HJLcH4NMM0mAgSIsfr16weVx5tvvmnvrpDw1Ca5mlMpX4XXbkl16pLShBvos724FAECxFinTp2CykOT67mYOHFicA49q8/EXXIh0nUMt33oOmeCJtP0X2OnnXbK6uJSBAgQY3feeWdQeaSyQFSbNm2C89SrV89s2LDBLoIk6PrpOvrXVNc3U9asWWO23Xbb4LWy2RmCAAFiLDwgUAsMufr222/N9ttvH5wr1Yn+Cl14wkpdV13fTFi4cKFp3Lhx8FrannnmGbtYxhAgQIzNmTMnqDh23HHHlCZGDH+bUaX39ddf20VQAbpu4TDWdc2Ejz76yOyzzz4J4XH44YfbxTKKAAFizF5catasWXaRCtNjl3Cj/GGHHZb0HFuFTtdL182/hrqemXgcqG8ZumHwX0c9ve655x67WMYRIEDMNWvWLKhIxo4da+9OiqYYr1SpUnC+Cy+80C6CMuh6+ddO1zEdU7bb9Hgs3DhftWpV8/zzz9vFsoIAAWKuW7duQWWS7OJSJRk4cGBwPm2PPPKIXQQl0HUKXzddx3Rat26dOf/88xNeY7/99kv7yPZkECBAzD344INBhZKuacLD073ref7bb79tF0GIrk+43SNdPwefBomGv2lqa9Kkifnvf/9rF80qAgSIuUmTJgWVSrKLS5Vm1apV3rn886qdJdkp4wuFrku4HUrXTdcvXdQt94ADDkgIDw1QXLt2rV006wgQIOZSXVyqNF999ZXZfffdg3NrOVamOkmk6xFeplbXS9ctXV588UVvcKB/frV96DFlNgcLloUAAfJAuDtnOr8pqKto+O5ar5POCjLOdB3C113XSdcrXe67776EAYI77LCD+fe//20XyykCBMgDqSwuVR49IlPl5Z9fK+tNmTLFLlZQ9PnDKwzq+ug6pYMWm7r44ouDc2vba6+9Irl2PQEC5IFUF5cqz0svvWSqVKkSvIYajAt1FUN97nCDua6Lrk866HFkeHJLbY0aNTLff/+9XTQSCBAgD6S6uFRFaHLA3XbbLXgdf/BaVJ7HZ5o+pz5veHp2XY90TT6pR2K1a9dOCI8OHTqYn3/+2S4aGQQIkAfSsbhURcycObNYj6ATTzzRLF682C6aV/T59DnDn1vXQdcjHd544w2z6667Jpz/hhtuSGlqmmwgQIA8oEFmqS4uVVGLFi0yf/zjHxMqO4XWK6+8YhfNC/pc+nzhz6vPr+uQDkOGDEn42VWuXNkMHz7cLhZJBAiQJ9KxuFRFaQzClVdemVCpqoupppRfsmSJXTyW9Dn0ecLThmjT507HGIxNmzaZv/zlLwnnVjfgOHVQIECAPBFeXOof//iHvTsjNAdTuDeSNj2Kuf/++83GjRvt4rGg9633bz9S0udM15xTGmjYtm3bhPM3aNDAm105TggQIE+ka3GpZKmH0PHHH59QGWo79NBDzXPPPRf55/g+vU+9X71v+7Po86WrJ9R3332X8G1Rm7phr1692i4aeQQIkCfCi0tpnqRsGz16tNl///2LVb5169Y1jz/+eEamNU8HvS+9P71P+73r8+hzpYt6bIVHrmvr0aOH9zgrjggQIE+kc3EpV5pG5W9/+1vCmBF/06jt2267LWOr8yVL70Pvx16USZvevz5HuqaFEQ3wDE+Vr4bzhx9+2C4WKwQIkCc0TiE8b9Ls2bPtIlkzf/58071794QR7OGtadOm5oEHHsh691+9nl5Xr2+/J216v3rfev/poiAPD/TUpvaVTHd0yAYCBMUsX77c/ivERHjKbz3Pz7WlS5d6d/LhAYj2pjYH9UbSKnsqn046n86r85fUtuFven96n+l+fQ0CPO200xJeS7P1fvPNN3bRWCJA4NGsorpLUh90/SNXD5FcPAJBatq0aRNUVBroNm7cuEi0Pagi1SOc4447LmEkd0nbvvvu6/37u+qqq7zeZBMmTPDmmdJI7Xnz5pmFCxd659R/9Wf9vfarnMrrOB2v89jnDm96H3o/el+ZGO29YMECb43y8Gsee+yxeXWDRoAUMH2d//vf/26OOOKIYr9c2nTnlIlfLGTGiBEjEmZv9Td1P73iiisysryqC1X8mmlWDf32e83GptfV6/tBlAnvvfee2XPPPRNe99JLL/UmSswnBEiB0QCokSNHmnbt2iWMfi1t0x2U7qQQXWr7uOmmm4r97EraNNeSGo6jMt5gxYoV3tiKnj17epMG2u83HZvOq/PrdfR6mabfr/Bkiwr1QYMG2cXyAgFSAFTBTJw40XTt2jWhkTW86R+5+qJrUj6VC+/TnZTuqBA9v/zyS8Lys9oOPvhgM2bMGK97aM2aNYv9rP2tRYsW3jre2ahUK0pjIT7++GNv3QsF3bnnnus99tFnOvDAAxMWuNKmP+vvtV/lVF7H6XidJ5tjK/R71rdv34T3pzVC9GgtXxEgeUwTvfXu3dvst99+xSoPf9OcPro7stdW1t+FH4fojkp3VogOPYKxHz+2atUqoSFYj0w01bhGqYfvisObuqwqhHSHHoX2kjjSN/tzzjkn4brWqlXLfPHFF3bRvEKA5BlNoqeGxMaNGxerKPxNjYvXX399uf+4decUXo1Om+6wCmX67ijTqoP2+IX/9//+X5kBoOkzNGDOXm8ivGmQm+Z6mj59un04SqFJFY888siE69i8efO8mROsLARIHtDdz6hRo8wpp5xSartG1apVTZcuXby+58n0rlLI6E4qfC7daaVjMjm40eMpDRT0fx7qTdS/f3+7WJk0zkFTn5Q0+trf/PaSuXPn2ofj/3zyySfFentdcMEFZv369XbRvESAxJS+BajrouY8sr8l+JseQWkNg6effjqlEbW6k9IdVfjcuuNK13TWqLjbb789YXZY3RikOsHfBx984A2eK6u9pGXLlpFrL8k1jbPR9fevkYL8rrvusovlNQIkZtTnXT1uSppzyN/U62TgwIHF2jVSoTsq3VmFX0d3XroDQ+ZpvY/zzjsv4fqrbWvGjBl2UWdqL3nxxRe9b5hltZecddZZ3rxbZT0uy3f9+vVLGM+ib4Rjx461i+U9AiQGli79yZte+k9/+lOxX2h/0/NwtWt8/vnn9uFppTus8C+O7sCiMOI5n6ldKzzCXNtRRx2V0WlA1F7y2GOPmWOOOabYvzV/U3uJBu0VUg893UhdeOGFCddBN1Lq8VWICJCI2rBhk3n55c+K7vrvMLvtljj1s7+p8tY/Zi2HmUy7Rqp0p2U/g9cdGdJPNwT2ErKdO3fOahuURnvfcccd5pBDDin2b9Df6tSp4z1eU9l8pUe56voc/ty6qSvkR7kESMR8/PGiol/EyUV3fsNNw4b3mFq1upjq1ZuY7bbbPH5D7RqapkGjjlNp10iV7rjsxkOFWaE0HmbD+PHjE8btqO3j1ltvtYtl1fvvv+/NK2WPxwhv6ko8bNgws3LlSvvw2PrPf/7jjTcJf86zzz47p7+DUUCARMC8eSvNQw99aNq3H1l0RzMs2Bo3frjozq6H2XPPNqZJkzbe9AtRutvRe7Efq+kOrRC6L2bavffem/CoULPEanBcVKi9RAGnSrSs9hLtV7k4T+Hx8ssvF+uoookX6c5OgOTM8uVriyqE/xTdtY9LCI3w1q7d00UVyWtm5sx59uGRoTswVRLhXy7dqemODclTRauedeHruffee3s9paJK3zT0jUPfPOwQ8Td9Y9E3F32DiRPNFWcPqP3Xv/5lFytYBEgWqV3j9de/Mz17vmqaNn2sWGBoa9HiCdO379vmvfd+ML//Ho87HN2J6Y4sXGHojk13bqi4n376qdggP80UkK6lVLNBbSBqC9GU5XaI+Jv2qU0lyu0lWhe9W7duCe9bU/owwDIRAZIFn3zy36JfmHe8dg07MLQ1afKoufLKCWbChFlm7dqN9uGxoTszexI53cGhfOqerYF74QqrQ4cO3lxXcaXeWeqlZS/hGt7Uy+vRRx/1en1FhaZb1zTv4ffZsGHDtC4ylS+yGiDhSrOiXI4Jsyvrd94p/x9Bqq8p8+eX3K4R3jp3ftY89dRnZsmS+FYSNt2h2dNY605Od3Qo2euvv26qVauWcM1uvPHGrPasyySNF9G4EY0fKWmpW2268dD4k1y3l2ihJ/vb06mnnsqyBqUouAA555xnyn005PqaK1asM6NHl92ucdJJTxfdlb9nZs1aZh+eN3Snpju28C+h7ujyaSGddBk8eHDC9DNa0Gv48OF2sbyhkexqL9HIdjtE/E3tJRoZn+12n7feeqvYyonXXntt3gR5JhRcgGgbN+5ru1iCZF5T7RpvvDHH9OpVfrvG9OnxaddIle7YdOcW/mXMp6U8U6VvZHq8Y1ecU6ZMsYvmLc2xpbm2NIbEDhF/09gTzdmV6cdHQ4cOTQjySpUqeRNPomwFGSD6FrBuXemPVCrymn67RuvWw4udX5vfrvHSS/Fu10iF7tx0BxeuEHSHpzu9Qqbn/RrLE74uDRo0iMwiT7mgR5+aBbis9hJ1MNDo+HS2l2zatMlcffXVCa+j96B55lC+ggoQBYf//489VvocTmW9pr5BXH75SwllwlunTvnXrpEq3cnpjs7/BdWdnu74CtG3335r6tWrl1BhaSGvbC58FGVqL9HkkFqfpKz2Eq1vonVOUmkv0TXXypzhc+tno58RKqagAuS5574K/r9Vqye9NouSlPWaCobwfm0nnri5XeObb36yi+P/6I7OvrvUnZ/uAAvF5MmTi10DrRpYSNcgGWov0QzA9vQh4U0zCOsaan2UZOjx2aGHHppwLn0rzKfR89lQUAGyadPvRXc2Y4I/Dxjwrl3cU95r3nnnO963mT59Jppp074vmHaNVJV09607wEK4+37iiSf4FpYCPd5Te4nd1Tm8aW0TTfa5YMEC+/AEameyp67X4zN6CiavoAJEJk6cG/xZjd4LFhR/nmofg/TRHZ79/F93gvn6/L+0diAt7AU306ZNM1dccYWpXr16sRDxN7WX6NGpfXPyz3/+0+vp5pdTkKsnHNwUXIBI167PB393/fVvhEpvVtIxSJ+SeiDpjjDfeiDREy2z1F4ybtw4c8YZZ5TZXqLZi7XOiZY7CO/T2BuNwYG7nAWIy+aipOPVgyr89198kTj5X0nHIP1KGgOhO8R8oG6nhx9+eEKFxViYzNF11SNBe+XM0jY9CtPof6SmIANENB+V//eXXDI+YV9pxyD98nEUdkmj8S+99FKesWfJd9995017f/DBBxcLDm2aPkXzjiF1BRsg33233Bur4e+bPHlesK+0Y5AZJc0D1bFjx1jOA8V8YNHy7rvvFt0gXhLMqHvkkUem1PUXiXIWIBXlckxYWcffdtukYN9ZZ40JelOVdQwyQ3eE9vKpmon2hx9+sItGUmkzEk+YMMEuihzQzchnn31m/zVSFLsA+eGH1eaZZ2aav/71dXP22WO88RxHH/24Oe20Ud50IZ9//mOZx4f9+OPP3rH+fo0TkbKOQebEcS0MYU0UFKrYBUj4z6Vt99//XqnH21TW368BgZp2pLxjkFklrcY3evRou1gkaFVGPRYJh4caclmVEYUgdgFy+un/Nv36TTFvvTXHzJ693Kxcuc6b1+rbb5eb/v2nBu0azz+/ecJE+3jb6tXrzbHHDg/KDBv2cbnHIPNKWg9cA8mi5JNPPim2LvwFF1zAuvAoGLELkPJoHiqVPe+8sd6fK3K8f4w2PRKryDHIPD2zPuCAAxIq6HPPPbfoW+Jau2jWjR071lStWjV4X/rGpFHQQCHJuwBZs2aDV1ZtG1KR4zUl+8kn/yuhbHnHIDsWL15smjVrlhAiRx11lPf3uaKgCD9iU5AoUIBCk3cBogkSVbZNm6e8P1f0+PHjvykWHuUdg+xYt25d0TfK8xJCZP/99zczZsywi2aUHk3pEVX4fegRlh5lAYUo7wLkX//63Ct7880TvT9X9Hh14dVqhQRIdN1+++1eW4hfeauNREulZoMaxe1Rzmo8VyM6UKjyKkDmzFlhWrZ8wpskUf8vyRyv9dIJkGgbM2aM1yvLr8T1KKl///52sbRSd1x1yw2Hh7rtqvsuUMiyGiCZtGjRmqAdY+TIL+zdyCNa+0HjQ8IVeteuXb3J9dJNAwE1IDD8Wn379vUGDgKFLi8CRFOyt28/0guPQYOm27uRhxYuXGiOOOKIhIq9VatWaZ3jaNCgQcEUGNo0RYmmKgGwWewDZNasZaZt2xFeeGgcCAqHpqfQVN7hENEEejNnzrSLJkWTHmryw/B5NTmiJkkEsEWsA0TTsh9zzOZBgPfcM9XwVKHw6FHSTTfdlFDZ77LLLua1116zi1aIpgXXtOvh82la9vJWuQMKUWwD5O235wXzWA0cOM3ejQLz1FNPJSwqpEdPDzzwgF2sTFroSQs+hcNDC0JpYSgAxcUyQF544etgypIhQ6I90R6yZ+rUqWaPPfZICAAtfVqRdTi0xKyWmg0fq6Vo47wuCZBpsQuQ8LQjw4dndyAZom/u3LnmsMMOSwiCE044wVuLvTRayS68MmKlSpXME088YRcDYIldgNjjNMrali2jn34hWrNGXbpPTgiRunXrmtmzZyeU27Rpk+nRo0dCuRo1apjJkycnlANQMgIEeUnh0KtXr4RwqF69unn77be9/atXrzYnnXRSwv569eqZb7/91joTgNLELkCAZAwbNsx7JBV+PHX33XebBg0aJIRH27ZtzapVq+zDAZSBAEHemzhxYrEG8vB21VVXVaihHUAiAgQFYdasWcW66GoerSFDhthFAVQQAYKC0adPn4QAUZdfVg8E3BEgKAiaOyu8RK6/ZXomXyCfESAoCOGFoMLtIZppN5erGwJxRoAg77333nsJC1FpTZHw+h6aCh5A8ggQ5DVNtti0adMgLI4//njv75955png79SYrjVGACSHAEFe0ySLflBoupIvvtiy2Fjr1q2DfVqulkWigOQQIMhbmkV3n332CUJC4z3CZsyYkbBg1MiRIxP2AygbAYK8FV4nRNOYLFu2zC5iLrvssqDMfvvtxzrnQBIIEOQlzcqrJWj9cChtbZClS5eaXXfdNSin9c4BVAwBgrx05plnBqGgea/KmqpEa5/7ZXfYYQczf/58uwiAEhAgyDuacdcPBG2vv/66XSTBb7/95k337pfv1KmTXQRACQgQ5BVN4641zP0wOO200+wiJXr55ZeDYzRm5J133rGLALAQIMgrDz/8cBAElStXLraIVFnCi1AdccQRLGcLlIMAQd5YsWKF2X333YMQuO666+wiZfr6668T1g559NFH7SIAQggQ5I2ePXsGlf+ee+7prTqYrGuuuSY4h2brZZEpoHQECPLCV199lfDt4fHHH7eLVMjKlStNzZo1g/Nce+21dhEA/4cAQV4Ir2/euHHjlNovHnnkkeBcakfRYlQAiiNAEHsvvfRSUOGrB9XUqVPtIklRT65GjRoF52zfvr1dBIAhQBBzGzZsMIccckhQ2Xfu3Nku4mTSpEnBObW9+uqrdhGg4BEgiLWBAwcGlfyOO+5oFixYYBdxdvbZZwfnrl+/vjfgEMAWBAhia8mSJaZatWpBJX/rrbfaRVIyb968hPm07r//frsIUNAIEMTWpZdeGlTu+++/f0Zm0u3Tp0/wGloK96effrKLAAWLAEEsffrpp95Kgn7lPmrUKLtIWvzyyy9m3333DV7niiuusIsABYsAQSy1atUqqNRbtGhh706rp59+OngtLUD1+eef20WAgkSAIHbGjBkTVOj6FvLxxx/bRdJKS902a9YseM1jjz3WLgIUJAIEsbJ27VpTq1atoDK/+OKL7SIZ8cEHHyQ8Mhs7dqxdBCg4BAhi5fbbbw8q8V122cX8+OOPdpGM6dKlS/DaBx10kFm3bp1dBCgoBAhi4/vvvzdVq1YNKvF7773XLpJRixYtMjvttFPw+v369bOLAAWFAEFsnH/++UHlXadOHW8UerbdfffdwXtQmChUgEJFgCAWpk2b5s1z5Vfe48ePt4tkxfr1673HV/77uPDCC+0iQMEgQBB5mln3yCOPDCrttm3b2kWy6rnnngvei0Lt/ffft4sABYEAQeQ9+eSTQYW93XbbmS+//NIuknXHHXdc8J6aNm3qdfUFCg0Bgkhbs2aN2WuvvYLKukePHnaRnNBgQg0q9N/XiBEj7CJA3iNAEGk33nhjUEnXqFHDLF++3C6SM1deeWXw3jTdyc8//2wXAfIaAYLI+u6770yVKlWCSnrIkCF2kZzSxIqaYNF/fzfffLNdBMhrBAgiq0OHDkHlfNhhh3krBUaNpnj336Omfp87d65dBMhbBAgi6c033wwqZm1vvfWWXSQSNm7c6C025b/Ps846yy4C5C0CBJGjSlnfOPxKuWPHjnaRSHnttdcSwk7L4QKFgABB5AwePDiojNUGoraQqDv11FOD99yoUaNIPm4D0o0AQaSol5V6W/mVsXphxcGsWbNM5cqVg/c9dOhQuwiQdwgQREr37t2DSljjPzQOJC6uvfba4L3XrFnTrFy50i4C5BUCBJGhEeYaae5XwsOHD7eLRNrq1avNHnvsEbz/Xr162UWAvEKAIDLatGkTVL5NmjSJ5fQgjz32WPAZKlWqZL7++mu7CJA3CBBEwgsvvBBUvJqgULPvxpEmfjziiCOCz9KuXTu7CJA3CBDknNb10PoefqWrdT/ibMqUKQlTz0+YMMEuAuQFAgQ5N2DAgKCy1YqDP/zwg10kdjp16hR8prp165rffvvNLgLEHgGCnFq8eLG3trlf2d5xxx12kVhasGCB2WGHHYLPNWjQILsIEHsECHLqoosuCirZWrVqmbVr19pFYuuWW24JPlu1atXMkiVL7CJArBEgyJmPPvrIbLPNNkElO2bMGLtIrP36669m//33Dz5ft27d7CJArBEgyAl10W3RokVQuR5zzDF2kbwwcuTI4DMqLGfMmGEXAWKLAEFOjBo1qiAqVgVl8+bN8z4oUZgIEGRdoT3asR/VPfPMM3YRIJYIEGRdITYu53NnARQuAgRZZXdvHThwoF0kL6m78s477xx87nzprozCRoAgqzp37hxUooccckhBDbDLxwGTKGwECLKm0Kf40JQttWvXDj7/n//8Z7sIECsECLJCkww2btw4qDwLdZLBfJk0EhACBFnBNOdb5MO09YAQIMg4e6Glnj172kUKStwXzgJ8BAgy7rrrrgsqy913352lXk3i0r177713rJbuBXwECDJq9uzZpnLlykFlOXToULtIQVq+fLmpXr16cF169+5tFwEijwBBRp166qlBJXn44YebTZs22UUK1uDBg4NrU6VKFTNnzhy7CBBpBAgy5sEHHwwqSLbytz/84Q/2JQQijQBBxjRo0KBYJclW9qaxIkBcECDImPvuuy9h4CBb2RvfQBA3BAgySlOVzJs3j62cTY3qQNwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHDy/wF+ClRSEQxAJAAAAABJRU5ErkJggg==)
PN: 4756-1-76
CAS: 886365-72-6
Molecule Weight: 177.247
Formula: C11H15NO
PN: 4657-3-54
CAS: 1218228-20-6
Molecule Weight: 249.189
Formula: C10H10F3NO3
TSCA: Not listed on TSCA inventory