| Product Number | 4658-1-7R |
| CAS | 116821-47-7 |
| MDL Number | MFCD00144889 |
| Molecular Formula | C19H19NO4 |
| Molecular Weight | 325.364 |
| Units | Price (USD) | Availability |
|---|
![4-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino}-2,2-dimethylbutanoic acid](data:image/png;base64,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)
PN: 4658-1-2W
CAS: 1310680-24-0
Molecule Weight: 353.418
Formula: C21H23NO4
![4-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino}-2-methylbutanoic acid](data:image/png;base64,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)
PN: 4658-1-2X
CAS: 1503610-79-4
Molecule Weight: 339.391
Formula: C20H21NO4
![4-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino}-3,3-dimethylbutanoic acid](data:image/png;base64,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)
PN: 4658-1-2Y
CAS: 1310680-27-3
Molecule Weight: 353.418
Formula: C21H23NO4
![4-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino}-3-methylbutanoic acid](data:image/png;base64,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)
PN: 4658-1-3A
CAS: 1502496-59-4
Molecule Weight: 339.391
Formula: C20H21NO4
![1-(2-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino}ethyl)cyclopropanecarboxylic acid](data:image/png;base64,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)
PN: 4658-1-2U
CAS: 1936060-13-7
Molecule Weight: 351.402
Formula: C21H21NO4
![4-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino}-3-hydroxybutanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA1+AAANfgED/tz+AAAC9XpUWHRtb2xTb3VyY2UAAHicjZZpb5tAEIb/yojP9bIHyxHZjqJElSoljdSkUr9VG0wSJAMREB//vu+yqWuwAxVGe8z77MHMznp+uSvWtMnqJq/KhScY9ygr02qVly8L7+fj11nsXS7nKUQQls3Ce23btwvf3263LH3NCrOrSpZWhefsF7sm72m2ilX1iy85F/6vu9uHjpnlZdOaMs1ANflF03XeVqlpu1V8MoVfmHqTl76T+0W9caP9ltz+ONs1K+/fXq5huwJKz/k6o+eqLkxLG8kZfvwLvWRlVps2W9HTHt2KBdj7cn53U6XvRVa2qNoR8tSsH9r6PUVHUa2z9B2DofLtZuEVAoBpq+Kqrs2ebM12G0FGklFkAjKaTEgmIhOTScgIjhd2AYGAQkAioBEQCagEZAI6CZ2040AnoZPQSQ3frDO7uMf9W7bw7ukaz3e89+TqYw80+NwSThYsjJWiQ8mZCpKQEsZFyClCL6b8KELY4pA0bEFCCp1YtmJackUB05pHKHgEm2Q6jDUJplXM0eJCJWjJAMUMXz3EHlBGKlaEZoKtCRYlQCSTURCQUGAiTiJgyo4rNGaz/a7t0R6LnymmkiCimWCxdiWPz7Q5C7RWn8swTBzCjj0ozDXTLEk0Foj9Cq1tW0RwFHQRD9GWTEUytiXXMrQb0TG2iULDjP2osJtNylh9uqiPxSNq/EPYLOdPVbk6qlK+WnhPwuvi6Uf23MiPkPKoqldZDQfaAaz0GJB9wAbgOKD6gA3XcSDoAza4xwHdB+xROADyHBCeANH4DFEfsMdsHIj7gD2U40DSB7ojPE5Ye8913ZE/MFdnmaG7uxQxwQw87lLKBDNwuktBE8zA7y5lTTD6zDeYYgbed2lx4lsPAsCl0Yl5BjHg0u4EMwgDl6bHGTmMgy6tTzCDOHDXwAQjT0L0CDmfK4ZhEP7HNMFJgpFTKWkQBe4ym2AGUeAuvwkmOsPoc6nGP8q1/t/rHNWTq94/+h/g49/P8g+Ag5hnRyMhNAAAMHNJREFUeF7t3QeYVNX9xnH9W7BgQxCsIJYoRuwFMUGNigQUUMACdiSKIBpBUBQbFoygqGiQCNgBxS4mwQYWbICADVEUNGBFaYKaeP7znnXW5TBzd/a3s7Nz734/z7OPMGdWdvfOzntP+501HAAABmuEDwAAkAsCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAFk1iznWrVyrnbtkg/9eebM8FkAyiiaAPnf//7n+vXr51588UX3ww8/hM1A1Zkzx7l69ZwbPNi5hQtLPoYMKXlMbQAyKpoA6d69u1tjjTX8x9prr+322msvd84557iRI0embgS5E0QV6tzZucsvDx91bsAA57p0CR8F8KuiCJDrr7/eB8fQoUPd1KlT3W233eZOPfVU16RJk9JQ2Wijjdxhhx3mLrroIvfoo4+6//znP+H/BrCpX9+5jz4KHy15rEGD8FEAv6r2ALn77rvdmmuu6S655JKwyVu8eLGbOHGiu/baa13btm1Tv88NSkNlq622cu3bt3eDBg1yzz//vFuyZEn46UD51lrLuRUrwked01BqqjcMILNqDZBnnnnGrbPOOu70008PmyLNnz/fjR8/3l144YWuRYsWrnbt2qWhsvvuu7szzjjD3X777W769Onuv//9b/jpwKq22IIeCGBQbQHyxhtvuA033NC1bt3a/fzzz2Fzhfzyyy9uxowZbsSIEa5bt25ujz32cP/3f//nA2WDDTZwBx10kLvgggvc2LFj3dy5c8NPR0134onZ50A0PwIgo2oJkA8//NDVq1fPHXjggW758uVhc14sW7bMTZ482Q0ePNgdd9xxrmHDhqW9lM0339wdffTR7qqrrnITJkxwixYtCj8dNckHHzhXt27Jyquyq7D02OzZ4bMB/KrgAbIw9cu5/fbbu1122cV98803YXOV+vLLL93jjz/u+vfv74488ki36aablobKzjvvnLrZ7OxXgy1dujT8VCRdqgfrjjrKpbrFJR8tWzr39tvhswCUUdAA0YT4nnvu6Se/P/3007C5Wrz//vvunnvucT179nR77723D5PLLrssfBoAIFCwAFm5cqVfhqu7fs1XFCt9jYcffnj4MAAgUJAA0S7z448/3q233np+p3llfPLJJ/5D+0XSf86nYcOG+Y2MhR5eA4C4KUiAnHfeeW6ttdZyDz30UNgUafbs2f4NvVOnTm7XXXf1b+zpOYuyH1oKrE2HJ554ohs+fHilQmXBggV+Bdddd90VNgEAyqjyALnuuuv8m7yCIBfff/+9u/HGG30pk3Q4NGvWzIfQLbfc4veOvPDCC6Uf+rse1xzGfvvtV7p89+CDD/Yh8OOPP4b/RLmaN2/ulxejhvjlF+cuusi5TNUNtLyXelhARlUaIKNHj/a7zLXqqTzfffed69Onjy9ZUqtWLdehQwe/WVDLcStCE/WaFNcqK/3bW2+9tQ+vimwoHDJkiP8aFGaoAb76KvWbkPpVeOSRVR9XsOjxVK8WwOqqLEC0v0K9B+0KL4+GnerWrevDo2/fvn6pbz68++677uSTT/a9Eq3+0ubFXGiFmMLnvvvuC5uQRAQIYFIlAfL666/7XeZt2rSJvPP/4osvXKtWrfyQ02mnnebnH6qCvh4t0VWgaWNhLjQcpjpbqAEIEMAk7wGiiW/1JjRvEbXL/O2333bbbLONq1+/vnvqqafC5rz76aeffDkT9SxUeysq2EQVglUGpaJDaIghAgQwyWuAqAfRqFGjcneZq3KuCiCqV1DosuyaH9Fqrnbt2kWGyJw5c3zPaNy4cWETkoYAAUzyFiCavFYRQ01aR+0yf/nll/3wljbrVdfd/RNPPJFTFWB9PyeccEL4MJKGAAFM8hIg2mV+6KGH+l3mUacHfvzxx65OnTruj3/8Y+TwViGoJ6LhrKg5kSuvvNJP7K/IdFYEkoMAAUwqHSDaZa6NfuXtMtc5502bNnU77LBD0VS/1ZzIuuuum3V11jvvvOOHsVSAEQlGgAAmlQ4QbeDTLvOHH344bFpF7969fchE9VAKTRPrmofREt9s8yGazznllFPCh5EkBAhgUqkA0TGzukPX6X9RVLdKIXPNNdeETdVOS3y1T0TnsGeiTZCbbbaZDxskFAECmJgDZNSoUX4O4dJLLw2bVtOyZUt/J1/ZkwerijYbavI/U9mTadOm+ZBUyRQkFAECmJgC5Omnn/ZLYc8888ywaTWvvPKKfwMeM2ZM2FQ0tGM9qoBi48aNXdeuXcOHkRC/pAJkeeo1+t8MAaLHfyZAgIwqHCDa9KcNdjoSNtu8QVldunTxE+c6t7yYqXaWCjBmohpdOoI3l+8X8fN9KkCOTAXFy0GA6DWrx58mQICMKhwguhvXcl2tqiqPihGuv/76RTn3Ebr33nv9kNwnGUrBT5kyxfeitAESyfNVKkB0fR/JECB6XLXaAKyuwgGiCXMNX+mXrjxamaVfwLlz54ZNRUdhp4n+O++8M2zybyTbbrutO/fcc8MmJAABAthUOEBUKVdvtCNGjAibVtOtWze30047hQ8XLRVQ1KFUmeg8Ep3lrn0vSBYCBLCpcICIdpIfddRR4cOr0R6LXMq5F4sePXr4kw8zmTRpkn8zUSkWJAsBAtiYAmTo0KF+B7cOgcpGd+qabNfpgnGhkw31fWWaLNf306BBA797HclCgAA2pgCZP3++n3BWPalsdNaHfvkeffTRsKloqciivuZsFYLPPvts17Bhw/BhxBwBAtiYAkQOOOAA17Zt2/DhUh9++KH/5YvTyiWdsa6v+YMPPgibvIkTJ/r2bLWzEE8ECGBjDpAbbrjB17ZaunRp2ORNnz7d//K99tprYVPRUlkTfc362jPRTvrNN9/c9evXL2xCjBEgiL1Zs5xr1cq52rVLPvTnsO7gGhFv91FtEWyf5UpKs+uXK9sO8yT2QERniMRpZRnKR4Ag1ubMca5ePed0NMXChSUfQ4aUPKa2tKiQiGqLYPusX+21116uY8eO4cNeEudARDvx9ZwZM2aETYgpAgSx1rmzc5dfHj7q3IABKgXy29+jQiKqLYLts341cOBAfzRtpl3pSVuFlabDszbZZJPUtRkQNiWaemdDdFeTQGUDRMOUl1xyie9hJz1AdH5PUq9pWelr+tFHH4VNyVC/vnOZvjc91qDBb3+PComotgi2z/rV+++/n/HOLS1J+0DK6pxK/N122y18OJF0+Jc2UWrzqK71IYcckrjeVzpAdFOg668/69jl6667LpEBomvaq1ev0mvaokUL9/bbb4dPS4R///vfpddUN7S6ppmqbsda6jq6TKem6sZ+7bV/+7tCIurDwPZZZTRp0sQXTMwkSTvRy1Jg6gWpAE0q9cJUtkaLBnSsr85+0cmMO++8s3/j+ctf/uK+/vrr8NNiSQs9dD318Yc//MH3tlS2RiV79Fj37t3DT4klXdM77rjD1a1b148cqEadrunvfvc7f031+5qUazpnzhxf8FXXT0VSdU11g6hrquKucRpaL9cWW8SzByKXXXaZH9LJlOpJqYUV0pCdikRqX0gSPffcc+73v/+93+tz6qmnugULFpS26WAtnSOvgpr6uOmmm2J72JauuU7K1LCl3lDDQ8V0pPE222zjX8OHH364L/sfV1rMsvvuu/trqhM2y87z6fppKCt9TfXnuF7TxYsX++rZuqbbbbede+CBB1Zp1zXUtdQ1/dOf/uSvcezppjfbHIjmR9KiQiKqLYLts8pQ11cXQ2eEhJJSjTekBQJ6ger7bteunZs8eXL4lFjSuH/79u3999WsWTO/rDkbDfucddZZPnR1WFicDtzS/Nw//vGP1I3bFn5Y48orr8w4j5f22GOP+btW3b3qLvbbb78Nn1K0dPN27LHH+mt64IEHRi6rV+9DvRBdU/VKJkyYED6laOma6jyf+vXr+2t6xRVXRF5T9bx23HFHf03V24zTNXXhzbpWjaZ6lX7lVdlVWHps9uzfnhcVElFtEWyfFdCFyDbXkYTzQMpasmSJn9tRWZPLU6mvN0/9cu6zzz7+bqdYT12Mor08F198satVq5Y/mVFhmivtmVFtNP0M/vznP6der2VesEVIYa/rp6/3pJNO8lUVcqEe9vXXX++H8+rUqeN7K8V8rXVNNXGcvqZRVSNCuinUvIh+Rq1atYpc1l4MXnrppdJrqiHoilzTQYMGuY033thf01tvvbWor6nTnrv+/V3qojoXhrvmJVWfcMMNSz5attSFXPU5USER1RbB9lmBvn37+rHyTD/8JJxImKYXnLq/GrIru9nwySef9N1hfZ8a8vjb3/4WWSesWCjUR48e7bbccku/KVTDkcuWLQuflpOxY8e6Ro0auXXWWcf99a9/dctSvc9i8tm8ee7444/312jfffc1F8VUNWrtBdLrRQspnn322fAp1UrX9O677/aVo3VNdeS09Zo+9NBDpddUNeCK7TU9L3VNTzjhhNIbOAWJhUYUdAOsa6o5XVWcKCq6+dYNQOqa+vBQiKxcGT6rWuQlQFTaQxcx2w8+zmeip+kXU3c3uqPLtjlSd24aX06PqWv1koaFitGrr77q9t9/f3/dtJcnl6G78qxYscJdddVVbtPUHdBobWLSfNL/qrn8/fLl7qcBA9w566/ve40jR47MS2/4zTffdAcddFDqTaeW69p1iPvss8XhUwpu5swFqZ50V39NO3TokLdrevXVV/tVaZp814q0qGXuhaChKfX+NVSlISvd+OXjmIW33nrLNW/e3P/8jjnmGD8RX+005HjggSU9hOOO05hk+IxqlZcA0S+kigxmm1SeOnWqH1ctxrkQjfPrziOcQA3pDkzP0512eTTprOED9cr0fWtewXrHm2+ff/65H1bUfM+ee+7p9wLk27effeaWaGWeXvSpf8NNmhQ+pTDuv9+5bbd1qUR3s1O95GVLloTPqLRx4/6ZukEanvodH+FuueX1VF4VfvL5yy+XpXqPz6d6VsNdmzbXpn7cr4RPqTS9bnSjpdfNHnvsUSWvm1xomFiT47pJu+iii/ykeb7dn3rd6AC5qvw3yqVFDqmb0dQP3LmmTbURK3xGUchLgIjeYHWHl+1OQKtd1KWeGdZnqUZaaaKxU72RRt1Vqe6X7kq00bAidKc0bNgwPyGpz9cyYQ3lVUdPLN070J2kznfXarNs1ypvUr2c1DddEiSdOjn36afhM6pGqneQupUs+XdV8DPTEsc8WrHiZ/f3v6tHcleqB3Cve/zxD/yoQ1X78cf/un/8Y6r7wx9Guj/96W43fvx7qWtatf+wjndO91zz1cvJhXoHmqMsVO9gearnql6OFgHls5dTLg1NDRxYUs9Kk+B33KH11+GzikbeAkTjj7q42VYk6c20aSpJNaGujUzFQKGnu4yo6rqafNRdV2UKKKqHpjIphx56qP8Z6e5GO/S1Sq0Qxo0bt8r8RKH+XU/vpKNGObflli51B6F1384Zx+TLpdUnp5/uUl1F57TRM8uQalVZsECLEZ51++wzPHW3/oibMeOL8Cl58+yzH7ujj37AHXDACDd48KtuyZLsw6/5Fs6dVWaepTzh/IQ2BhZSOM9SlSMJKx5+2Lntt3epX1TnevVyrsjmnDLJW4AonfWC0g7XbDQfoNUOWrWjhK9O6WDQnoZs/vnPf/o33dNOOy1sMps2bZofQlJwaUXP+eefX2X7ZDTRn15NU+0rpDR8dPHFJZOA22yjddPhM+w0d3X99c5tvLFLvcCcu/VW1a8In1Uw06YtdCedNN4HyaWXPueHmPJl9uxvXLduT/r/d8+eE1Kduup7k6nMSq/yhCuk1Puvjp57mnX1Xi5U2UE3lzerx6zVUzHaoJy3ABHt2NXdddQkpRJcwyhazVRVdy3lUW9AwaDVNNloklQT4XrjrYoXrjZyqVejXw7Nkxx33HF+YjsftJ4/vUej6Nbza1FBu3Ylw0vNmmkFRviMinnsMa0jLynZcO65zhXJen4NJT366PvuiCPucc2b3+XuvHOqW7nS/jr67rsV7pprJrv99rvTHXvs2NTv0bzwKdVGN4Zl95pE7R/KRdk9GnpPKZY9GuH+ofL2mpRHv6eaN9bvqSo8vPrUU+FTil5eA0Q7mPUiitqsJFrFpDdnJXpU5duqoLskvTC1ATDbvIfGVzVPoEOzqrqnpP+/JvBV8kU/O/2bGnLK9rVFCXeJF/WO4tRrxf3+9yWThBG9wEinnloSRKmbEVekO4qXLv3R3XTTFD/J3qbN/W7SpIrPA40ZM8sdcsgo/3HffTNSNzQFGIs3KLvbPaxgkAstpz/iiCP874GWxc/SGRdFKNzt/uCDD4ZPiaQb0ptvvtltttlmfkuAhrOL9ve0HHkNEL3paamffrjl0ZJX7ZnQBJVKpFc1XSDNeejFrZ5Htjdojbk2btzY37kXsi6Qem3a8ZwectKqNgVAritAVAkgdjWNdA1GjtQXv+rjuRyOI9q3k+pNxsG8ed+7Xr2ecR07jit9LD0MlanDrjbR3EaLFqPcwIGT3KJFGQrmFZmwhppWXqqCdRTNifbs2TN2dap05lGbNm3876tqqGm1aXk0LK4tDfo97dq1q6/oEGd5DRDRD0UvglzozVo7XXUBNM9Q0TuWXKlLrd6Ohq2i5jy0y1xnnGgup1CrSzLRC1HjrPp6NQas4Ps0ywom7RJO/wxVKTf2VVVzPRwnARQSl1zynBs7dvXeUzpA4ipdxVmvYd2QjR8/PnyKDxutUkyHTVwr5f7rX//yFX810a/NqgqWkBYZpXtXmgPWXGgS5D1AVBNJP6Rsx8Jmos1J6rnoRaRd7drtmw/qEmvtui6slupGrbbSC1fdZnUpi+VNWGvvtQ5dXV3dnWnDX3p4ULuCFSz6BdUKK+0aToRcD8dJAIWEehjt249xc+euOhke9wBJe++993yZIL0naKI4vYxfO/hVsFO/m7p5zNfvfHXRsNTQoUP976kWFWjpv95TtOLxwgsv9N+nhu1z2UcWJ3kPEP3QNP6upX0VoTdEDX0pRHQBtMZcdy0VnWjXkI/mOfSi1XCVVofoLifbkJVo+EhL9aJ2mVcn/Qy0CkUTi/pF1NCffk56QWqXcHlDBLGS6+E4CZAOibfe+o9f9lt2biMpAZKmcj+a59MbrG4W9TrWTv6om7o40lJjBaO+T41k6OZPi4a23357/56WNHkPENFdfy4HM2WixNakkoaS9CLTHbYqw6o7rDdR9XBU2z/9ob/rcY2haqOekl6fp01H2vyTS5dYS2n1eZq8LmZaBaLxYf1MVOtIPZTEyfVwnAQoGxI33zzF3Xbbb6uXkhYgonnIdD2ypJ6EqEUEqu6rnpaG8lUa5bPPPnOHHXaY/96TpkoCRJPBepFU9vwE7VtQ76FTp04+kNIH/IQfekNV8qtWlYbDKjJ/obXm+n+oEmdcaJhN48WJlOvhOAlQNiR++ul/rnPn8W769JKhnCQGiGhJuX7ftEEvidIBEiJAKkBlMzS8otIZ+aZw0IcmmtN/tkpvJlQp87jQ5i39AuZz01ZRyfVwnAQIQ+Ljjxe5Dh3GumXLflytLSkIkGSpkgAR/bDUayhI/RgDDX3le5d5IahXpl9A7blJpFwPx0mATCHxwAOzUvn5Qsa2JCBAkqXKAkRjnHqhaAJJa6RVg0lH3GZbjlpImrjT11VVu8yrkib59XMt9kN+KiWXw3ESIFNIaE9Ijx5PZ2xLAgIkWaosQEQlCXS4ksocpM+W1odKAbRt29YNHDjQr6EuZHE/rdEu1C7zqqDTAvUz1FAWEDcESLJUaYCEtNZbq4hUA0p7LrRJLh0qGu7S6i2tqFLp5lxWT1WU/n0tp9OO7W+++SZsjgUdq6qfGxBHBEiyFDRAMnnnnXfcqFGj/A89vVtcLzDtydC5A1q+e99991W6kqz2h2hpsJa/FsMwmpWWK1uXSAPVjQBJlmoPkJBWcOnQGhUb0+Y+raVO91K0KUdlO3R2tyrq5tqLKLvLXKWT40xVe1XJGIgjAiRZii5AMlE5ZxVc1AlhrVu39iXQ06GiISntE9GkvUrFh+WVtQpMF04H32jjYdypXLYqnSL+oibKo9rijABJllgESCYqua4yytpFrjdVBYRemNpsqKGqc845x+9EVy9Gu8yTUitK563oEB/EX1RIRLXFGQGSLLENkJDKJGhzoc7W0B36brvtVtpLyXRB40i9Kc0R6XtE/EWFRFRbnBEgyZKYAMlEBRpVwE2T88W6obEiVO5ev3xxOS8B0aJCIqotzj5JBYiObl1CgCRCogNENC+iciU6ijLudMyuAiRpFUxrKoVE1Eci6Xjl1GvYJTRAHkgFyIsZAuTRVID8kwCJJxVZ1MmHuZ7uV6y0MVMBUuhjgFE1okIiqi3WEh4gqS6IcxkCJNUFUX2n8NHYqxEBMn/+fLfBBhu43r17h02xoqNCtUgg6mwTxEdUSES1xRoBkig1IkDkiiuucOuuu27G4ybjon///r4kDJIhKiSi2mKNAEmUGhMgqnu13XbbuaOPPjpsig1VDtbufCRDVEhEtcUaAZIoNSZAZMyYMX4OQQUc4+iII45w7du3Dx8G4oMASZQaFSCio251emHcyriL9rb06NEjfBiIDwIkUWpcgGizoXamDx06NGwqeptuumlyj7JFzUCAJEqNCxA588wzfWHGXIsxFoNly5b54be77747bALigwBJlBoZIF988YU/U6N79+5hU9FKH2X77LPPhk1AfBAgiVIjA0R0UqL2VMycOTNsKkqqJKwAef/998MmID4IkESpsQGiM0JUJ0s1auJAh2opQJYsWRI2AfHx3HPOrbmmhgHClmTYbz/nLrwwfNS5Vq2cO+WU8NHYq7EBIjqUSm/KjzzySNhUdAYNGsRRtog/VVFIci23OXOcyzS3qlNQFy4MH429Gh0gcuSRR7rGjRu7lStXhk1FRUf77rLLLuHDAFBtanyAvPvuu/6MjWJfHqujbHUsLwAUixofIKK7+4022sift1GsmjVr5k5J4BgqgPgiQFIWLVrkNt9886I+a1x1vC6++OLwYSAeZs0qmUiuXbvkQ38OV0BqdVY2UW3FJpfvNSFidFWq1rBhw/wO9ddffz1sqnYcZYtY08RyvXrODR5cMpGsjyFDSh5TW1pUSES1FZNcv9eEiMlVqXo6Y0PHUWqo6Jdffgmbq9XC1IuQo2wRW507O3f55eGjzg0Y4FyXLr/9PSokotqKSa7fa0LE5KoUxnPPPeffqLXnopi89dZb/usqxt4RUK769Z376KPw0ZLHGjT47e9RIRHVVkxy/V4TIiZXpXBULl2HNqn2VHWaO3euGzt2rLvgggvcDjvs4APkxRdfDJ8GFL+11nJuxYrwUed++MG5tdf+7e8KiaiPOMj1e02ImFyVwvn4449drVq13KWXXho2VZnvvvvOPfPMM+6qq67yB17VrVvXB4Y+GjZs6Fq3bu2LPzZq1Ijz0BE/W2yR2115VEhEtRWTXL/XhIjJVSmsfv36ufXXX9998sknYVOlacOihqJUTr5z585u5513Lg2LTTbZxG9svOSSS9zjjz/uvvzyy9LPmzdvnu8ZNW3a1H3//fdl/o9AkTvxxOzzApozSIsKiai2YpLr95oQMbkqhbV06VK35ZZbuo4dO4ZNFabih/fcc4/r2bOn23ffff257AoL/Xefffbxj6v9vffeCz91NbNmzfI9kUMOOaTod84DpT74wKW61SWrkcquTNJjs2f/9ryokIhqKya5fq8JEZOrUnijR4/2b/QVmXf46quvfM+hf//+viehA6DSvQv1NE466STf81APxBoAkydP9r2jDh06+OW9QCzMmOHcUUc5t+GGJR8tWzr39turPicqJKLaik0u32tCxOiqFJaW8u6///5uzz33zPhGrUl2vZkPHjzYv5lrriIdFtqUqLkMzWlMmDDBb1TMJxV/XGuttdy5mcpGA0CBECARXn31Vbfmmmu6v//976mbihluxIgRrlu3bj5U9AausNhggw3cQQcd5FdLadWUJuEL4Y477vD//jXXXBM2AUBBECDlOOCAA0p7FvrQZsPTTz/d3X777W7atGnu559/Dj+lYAYMGOAD7q677gqbAKDKESDl0L4QzWVok2ExHuZ01lln+ZMVn3rqqbAJAKoUARJBpxYqPPK9J0TLg/UxderU0j9bqQTLMccc44fSpkyZEjYDQJUhQCJoc5+GraZPnx425UzhMHz4cHfiiSe6Jk2a+KKIZYfE0h/qRey6666uU6dOvrDj7Aos+fvhhx9c8+bN/eQ9Z6YDKBQCJELXrl19GZGKUs9F8xIHH3ywDwdV+d1vv/38no9bbrnFB9MLL7xQ+qG/63GdS6JijumQ2WuvvdyNN96Y08bBb7/91geUVoOxWx1AIRAgWWhoSCVF+vTpEzZlpc9R72Hrrbf2k9vaC6JNgosXLw6fGklLhMePH++XB6usig670tehkidR5s+fX7pbvbznAkBlESBZpCvzvvbaa2FTRm+88YZf3qvexsknn+yPys0HlXLv27evDxEFmobDorzzzjt+t3qLFi3cikxF3QAgTwiQLLp37+623XbbnM4G0WZCDTvtvffeVVZyXcftnnbaaT7UWrVq5b744ovwKaVeeuklv1td56hn2gQJAPlAgGSgN13VwurVq1fYtAoNWWlPiIartJHwp59+Cp+Sd1quW79+fT9U9XZEeQQdPqXNjgpCAKgKBEgGuoPXnb5KlWSj8GjXrp1fPaV5jkLSJLl6O7Vr13bPP/982FxKw136Pq6++uqwCQAqjQDJ4Pzzz3cNGjSIHP5Rz0PDVk888UTYVBCaaD/88MPdhhtu6F5++eWwudTll1/uQ4Td6gDyjQAJaM5DS2HPPvvssKmU5jw0bFXonkdo+fLl7o9//KOrU6dOZA0u1e9ST+nJJ58MmwDAjAAJaDWV7tgnTpwYNnlq11kemvMoBqr0q70qWrqrDYWZaLitbdu2fre6CkQCQD4QIAEtmdWO7kxFEvVGrKW6mn8oxIR5rmbOnOnWW28917t377CplMJFGxv1veVyeBUAlIcACey4447ujDPOCB/2brvtNr/Po6qW6laGyrpr1ZXqa2Wj3spuu+3mh+g+//zzsBkAKoQAKUPLYjV89fTTT4dNvjyJdphrk2AxUo9pl112cS11+lkE7VbX/haVpWe3OoDKIEDKuOyyy9wmm2ziwyKkVUzqfeRrh3lVGDNmjA/AV155JWxaRXq3uibg2a0OwIoAKUPFCLt06RI+7Gn+QLWtiplWkGlCPdv3UFZ6t/qxxx4buVwZALIhQH6lMui6e9cO7pBKsmvZ7r333hs2FR3NhSgYcqng+9hjj/lelc4TAYCKIkB+NXDgQL+zO9NS2DvvvNNPUOfyplzd5s6d64Pw4YcfDptWs3LlSr8RUTW2AKCiCJBf6eyNjh07hg97OgxK53nExU477eQ3D5ZHdbUUNjNmzAibAKBcBEiKdnHrjVST0JnopMAePXqEDxctLUPWXpXyqByLwgYALAiQlBtuuMFvxFu6dGnY5DcPaue5TgyMC51iqF3nUZPjWvarTYX9+vULmwAgJwRIygEHHOBLfWSiyrfqnVRX0UQLLQTQ1xx1ZohKteg5b775ZtgEADmp8QGijXVRhRE/+OAD/0ars8vjQiXe9TV/+OGHYVMpFYvUjnQAsKrxATJ06FA/RJVtV/b06dP9m3Exli/JRsfw6mvW156JhrZ0KFWxFIQEEE81PkC0G/uoo44KHy4V5x7I7NmzwyZv0qRJvj3qHBEAKE+NDpCFCxf6/R0jRowIm0rFeQ5E318m5513nttqq60iJ9kBoDw1OkDuuOMOf9DS119/HTaVSq/CuvXWW8OmoqUDr7KtwlK5ExVTPPfcc8MmAKiQGh0gOhL2sMMOCx9ejarc9uzZM3y4aHXt2tWfW5LJlClTfO8k6ix1AMhFjQ2Qb775xvc+hg0bFjatplOnTq5Zs2bhw0VLRSHPPPPM8GGvT58+rl69er5nBQCVUWMDZOTIkb6Q4IIFC8Km1Shk1llnHbds2bKwqejooCgtS37wwQfDJq9x48a+hwIAlVVjA0TlSfRmmgutZtKwz/jx48OmoqNlyQo79bBC06ZN89/HM888EzYBQIXV2ADRsJTu1EePHh02ZaRiix06dAgfLjqa+2jXrl34sNe/f39/kFQxnecOIL5qbICIig5qHmTChAlh02pUX6pWrVo5DXlVF+1VUQ9DVXYz0WKAU045JXwYAExqdIBoIrlNmzb+TIzydprrLJCNN964qIsPHnrooW6PPfbwS3VDOsZW4fL444+HTQBgUqMDRJYvX+5XWNWtWzfrzu00rWDaaKONirIXotMFFRCZTlSUK6+80n/tnIEOIF9qfICIJpw1vNOoUaPIcFi0aJEPmlNPPTVsqlYqQ7/ddttFlmRRz+SEE04IHwYAMwLkV59++qnbeuut/Rvt4sWLw+ZSw4cP95Pv2eYZqsNJJ53kj+PVwViZzJkzx/dOxo0bFzYBgBkBUsbMmTPdpptu6ucSdF54Nq1atfLVbFUnq7rddtttPhzuv//+sKnU9ddf70ubxGEfC4D4IEACL774oj+dUMt8M9WSEh3UtM022/hjY6vzTVn7UlQMsrwyKzrPvX379uHDAFApBEgGDz/8cLlvzDprQ8NGqqelifhCU3hoWXFU0ImG5jTkdt9994VNAFApBEgWt99+ux8auvbaa8OmUipIqCXAOlNEE+yFomErBZzC48cffwybVzFkyBAfNFqGDAD5RIBEuPTSS/3d+6hRo8KmUjqUSbu7d9hhBz+HUpW02koT5go29Y6ieh5pzZs3d61btw4fBoBKI0DKoaq22q3+9NNPh02ltPqpadOm/k7/mmuucT///HP4lErTPg8t1dWwWdSEeVlakqyCkXfddVfYBACVRoCUQ7vVjz76aD9UpbPGs/nhhx9c7969/dCS9pSMGTMm447wilJ5Eq0KU6+jZcuWWZfqZqIqwgq/TIUVAaCyCJAcKBwOOuggv4lQZ6RHmTp1qn+j1xu+qv1qDmXu3Lnh0yKpJLuq6qowov4/2puSbYd5FB2WpUl+AKgKBEiOvv32W18Cvrzd6mmvvvqq69Kli1t//fV9COy0006+eKOOm1U9KvUs0h/6uya7zzrrLP9v6Pkqya6quk8++WT4v86JjulV70PH9gJAVSBAKmDevHmlu9VzXdW0ZMkS99BDD/lwUEl4behTQIQfChr1OBQyOgyqssNOI0aM8MNpCxcuDJsAIC8IkAqaNWuW361+yCGHRO5WjzJ//nz3ySef+AOe9F8FU76pLpaWFwNAVSFADCZNmuR3q3fs2DGnpbSFol7LE0884fr27etXX1133XXhUwAgbwgQo3QZkR49eoRNBaGJ/VdeecXddNNNfkOhJuzTw2Hal7L99ttXePIeACqCAKkETVDrDVt7P6qaNimOHDnSnXPOOX4uRRPk+rfVEzrwwANdr1693AMPPOAr7wJAIRAglXTZZZf53ep6c88XVfnVst2LLrrIL8XVQVDp3kWTJk38eSS33nqrXzLM+eYAqgsBkgddu3b1PQLLGSFapaWaWoMGDfIVc7XKKx0WDRo0cG3btvV7SSZOnBh5TgkAFBoBkgfarX7MMcf4JbpTpkwJm0vpeariq0KNWq67++67l4aFSpS0aNHCXXjhhX5+RSu1AKCYESB5kmm3uiaxx44d6y644AJf1DC9B0QrpLSXpFu3bn6/xowZM/JS9gQACokAySPtVlcdLAVFnTp1SnsXDRs2dMcdd5zfhT558uRqPYQKAPKFAMmz9957z5ct6dOnjy9R8uWXX4ZPAYBEIEAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATP4fuIrX1lk9FNIAAAAASUVORK5CYII=)
PN: 4658-1-2Z
CAS: 184763-08-4
Molecule Weight: 341.363
Formula: C19H19NO5
PN: 4656-1-85
CAS: 209115-32-2
Molecule Weight: 311.381
Formula: C19H21NO3
TSCA: Not listed on TSCA inventory