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)
| Product Number | 4756-1-79 |
| CAS | 927993-53-1 |
| MDL Number | MFCD09261728 |
| Molecular Formula | C13H19NO |
| Molecular Weight | 205.301 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-1-79
CAS: 927993-53-1
Molecule Weight: 205.301
Formula: C13H19NO
![[1-(2-Methoxyphenyl)cyclobutyl]methylamine](data:image/png;base64,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)
PN: 4756-1-78
CAS: 927993-47-3
Molecule Weight: 191.274
Formula: C12H17NO
![[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
![1-(2-Methoxyphenyl)bicyclo[1.1.1]pentane](data:image/png;base64,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)
PN: 2707-1-49
CAS: 1402004-97-0
Molecule Weight: 174.243
Formula: C12H14O
PN: 4630-1-0P
CAS: 23528-54-3
Molecule Weight: 205.301
Formula: C13H19NO
![[4-(2-Methoxyphenyl)tetrahydro-2H-pyran-4-yl]methylamine](data:image/png;base64,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)
PN: 4H30-1-0Y
CAS: 927998-28-5
Molecule Weight: 221.3
Formula: C13H19NO2
PN: 4756-1-0J
CAS: 1228878-60-1
Molecule Weight: 213.71
Formula: C11H16ClNO
TSCA: Not listed on TSCA inventory
