| Product Number | 4258-5-22 |
| CAS | 180979-17-3 |
| MDL Number | MFCD00144280 |
| Molecular Formula | C9H18ClNO2 |
| Molecular Weight | 207.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4258-5-22
CAS: 180979-17-3
Molecule Weight: 207.7
Formula: C9H18ClNO2
![(1R,2R,3R,5R)-Ethyl-2-amino-6,6-dimethylbicyclo[3.1.1]heptan-3-carboxylate hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA9fAAAPXwHXitrJAAACdXpUWHRtb2xTb3VyY2UAAHicnZVtT9swEMe/ysmvV8d2HNtBTRECTZvENmkwbe8mNzUQqYlREvrw7Xd2GDS0tBJNovPZ/9/5/Njp+aZewsq1XeWbgnDKCLim9IuquS/Ir9vPE0POZ9MSRShsuoI89P3jWZKs12taPrjabnxDS1+Tof1s01UjzTqlvr1PBGM8+fPt+iYyk6rpetuUDqmuOuti5bUvbR+zeKeLpLbtqmqSQZ7U7WqI9lew8DK66RbkdSyX2HaBKNxVSwd3vq1tDyvBKL7sE9y7xrW2dwuYb7E6pRLHPpt+u/LlU+2aHoshQlXa5U3fPpVYUfulK58wGBa+XhWk5gTsvLvpXet8QVDlMILtfX3RtnYLoRR0loMVYFOwEmwGVoHVYA3YHCxn+GE7RwFHBUcJRw1XuBBLFzK53T46HM4SLvH58fy9Pt8Hi1MpCoJDwx9wHE6GobigymgOnFMug2U0NcJEPzMZGGokuoYyjZ6iWRqNZHn0BCLYpqIxKQbMqFYISJRgN8EoQWD72rOgQjIJjOYszdCYXOUwYVRKxmHCqdbYGn2lom/SweZMxHrGVMC0FsGY1ISQgunYmOUGa0WmZWC4MRlOePIy47Pp3DeLnSJUi4LMwzKh5Ke76zDRuBQEfLtwLe74ECBIdwExBsLCHQfSMRCW+Tggx0DYFC+AOARkY0C/7SEoh404+zLQz95+KLUXyhxPVo+B/CRg9gDO3sv294ls83GseFY+HCyQo2jh1PHjg+F8n9EnEHGgm/TDSacHpuDEhuRyfwlOIW+22HATnWDUAUYdYpKdk5n8v0ixuHfJJjs3cIL/O7N/+CX1nruqRzUAACOsSURBVHhe7d0JkGVVeQdwIkS2qBBIDCFEBUMQjDMZECgQCAaCAxIElDAoYlQISlywDLIE2bKViiYoGEQWZVWWYRl2EKiUEEEgQIRgFARUNhEGGRYRT+a7nde8Pt3Tr+djevrd179f1SmGe+570wuc/7tnXaYAQMIy9QUAmAgBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYDAANlww+PL3/3dFfXlYVE/1p/H0quepeeyyy4rO+ywQ1l99dXL8ssvX9ZZZ52y++67l+uvv76pX2aZ8ZvyXvVZk/OuwJToBMgVV/ywrmoIkPY59NBDy6xZs8pFF11Ufv7zn5enn366CY6ddtppOBh6BUSv+qzJeVdgSkSj/9hjT5dddvnGwsbmmbpagLTM5ZdfXmbMmNGExliOOOKI5p+9AqJXfdbkvCswJTqN/rx5d5dPferKqlaAtM3b3/72cu6559aXR+kVEL3qsybnXYEp0d3of+Qjl5SrrhrZlSVA2iXGPB555JH68ii9AqJXfdbkvCswJbob/Yce+kXZaaczy+OPv9iVVQdIr8LUWm655crzzz9fXx4lAqJXmQyT867AlKgb/bPP/l456KCrhv+9DpDx9Kpn8sUTyKOPPlpfHqVXQPSqz5qcdwWmRN3o//rXpey994XlW9+6d1R9fW+tVz2TL6buLskxkLlz5zaD8iuttFLZaKONyrXXXlvduXjG/1uBVhmr0b///vllxx3PKPPnP5sKkOuu+1HZY49zy1vecmITRj/4wWPVnUyWWP8xc+bM8swzo2fUhSOPPLL550QDZM899yx33313M6vr9NNPL2ussUZ15+IZ/28FWmVRoXDqqbeVQw65OhUg++9/WbnzzkcXNjrPl69//bay225nV3cymQ4++OCFv4sNy7x588oTTzzRhMkNN9zwktaBPPvss+Wcc84pb3rTm0ZcX1zj/61AqywqFF544ddlr73mpgKkWzzF/NmfnVxfZpJdcsklZfbs2WW11VYrL3/5y5uV6HPmzGmCJNQBUeuu7wyqx3vdcccdXXctvvH/VoAuJ5xwcznyyOvqy7TM/Pnzy2GHHVa22GKLumqxCBBoqeOP/26zYDAGypeGuXPvKnvueV5ZsOCXdRUt9OSTTzaD6S+FAIEWevbZ58tWW53cdDO9971zy223PVTfskSdccYd5V3v+uaINSVMnhdeeKH89Kc/rS+/ZPvss0+57777mrGUT3/602XLLbesb1ksAgRa6OKLv9+ER3eJQfIHH/xFfetLduKJt5Rdd/1G+dnPFtRVTJJPfOITza67i5p9lXXqqaeWtddeu7zqVa8q22+/fbnnnnvqWxaLAIEW2mefi0YFSJTNNjux/Pu/39TMmFpS6r8jim6syXPXXXeV3/zN32zWgPQ7AQIt88AD88tGG41u1LvL7NmnNU8pS2t8hCUngiMC5H/+53/qqr4jQKBljj32xlGBsahy9dUvrYuCpSsWDsYU249//ON1VV8SINAisZ4jni7qoBirHHHEtfXL6WOxaeL666/f7H8VB0e1gQCBFvn2t+8fFRRjlZhu+9xzv6pfTh/74he/2Dx9HHvssXVV3xIg0CIHHHDlqLCoy7bbfr3Zyp32iCeOWBm+wQYbTGj79n4hQKAl4ojaTTc9YVRgdJeNNz6hfPe7P6lfSp/72Mc+1jx9xBG2bSJAoCVOP/32UYFRl7iHdulM243ja9tGgEBLxC64dWB0l1hISPvEgr62TNutCRBogTvueHBUYHSXOXPOKc88056+c4ZceumlrZq2WxMg0AKf/OTR5fWv329hWPz7qPDYeutTyk9+8mT9EvpcG6ft1gQI9LkFCxY0exettNJryhprbF/WW+9Tw+Hx5jd/pdxwwwP1S2iBNk7brQkQ6HNf+9rXhg8BivLKV65f1lprt7LBBkeWk0++tb6dFnjssceGp+3+6lftXa8jQKDPbbXVViMCJMqyy65Y9trrU+XXNrtqpY9+9KPN7/GKK66oq1pFgEAf+9///d/yG7/xG6MCJPrOf/ELiwXbqM3TdmsCBPrYwQcfPCo8Yjzk7rvvrm+lJWLabpxrPgi/QwECfSr6xtdcc80R4fGyl72sXHjhhfWttERn2u7+++9fV7WSAIE+dfHFF496+jjssMPq22iJ7mm7jz/+eF3dSgIE+tSuu+46Ijx23HFHg+a1U04pZZNNSll55aESfz755PquvnDMMcc0v8c2T9utCRDoQ4888kjTT94Jj3XXXbc88cQT9W3T2777ljJjRvQLlRITCp56qpTYjHDmzKG6PtKZtvvGN76x1dN2awIE+tDRRx89HB6veMUryve+9736lunt/PNLecMbhoKjFtfWW6+UCy6oa6bMoEzbrQkQ6EOxwCwanJjCe84559TVvO1tpZx1Vn31RWeeWcrs2fXVKXHnnXc203ajC3LQCBDoM//5n/85/PRx4IEH1tWE1VYr5eGH66svevDBUlZfvb46JWYvDLJBmbZbEyAwSV544YVy7733Lnb5q7/6qyY8/uIv/qJ5D8aw7LIxram++qJf/rKU5ZZ78d9vvLGUww9PlR8vLCctLIf/f/ngBz9Y3ve+902oxO8wfpeDMm23JkCYlqIRGGuFd7+UFVdcsRl4ZRF6PYE89NDIJ5B3v3tha7dMqnxnYdlimdG/o4mWFVZYobW77fYiQJh24n/mzgynd77znaM+NS5u+cAHPjD86XRJlDe96U3NgsGbbrqp/tLp2G673mMgMU7SETOfFj7dLVYZoNlSk0WAMO3E4T2dT4e3395/R8Def//9ZeWVVy6bbbaZdR+Lct55pay//tDU3Vpci7q5c+saljABwrQSx4Yut9xywwFy/fXX17f0haOOOqr5+k499dS6io699y5l1qyhtR8RGgsWlHLllUPXoo5JJ0CYVmIH1GWXXXY4QPp1Xv4zzzxTXve615Xf//3ft+vueE46qZSNNy5lpZWGSvz5xBPru5gkAoRp4/KFn1QjNGbMmDEcIOdFV0ifOvfcc5uv0VRe+pUAYVqIjexicV5sJxGD1J0A+frXv17f2lf+/M//vCy//PLlBz/4QV0FU06AMC186UtfagLjc5/73IgurOOOO66+ta/ccccdzZjNX/7lX9ZVMOUECAMvpu3GFtqxlfZll102HB5RPvOZz9S3952PfOQjzdcaXXAsdMMNsUqzvsoUECAMvM603QiPWGfRHSCf/vSn69v7TicA3/CGN5Rfxgrr6eyEE4YW+H3rW3UNU0CADKhoHMfTq74jGt0ddtihacCiL36dddYpu+++e99Of63FtN3YyC6+h7DtttuOCJBPfOIT1Sv605e//OXm6/385z9fV00fTz5ZyqtfXcof/VEpzz1X1zIFJtaK0Dq9AqJXfTj00EPLrFmzykUXXdR8Cn766aeb4Nhpp50m9Pp+EMERARJBEucwvPKVrxwRIPvss0/9kr4Ue2LNnDmzOQ/94fG28Bhkn/rU0NNHH23TPt21oxVgsfVq4HvVR397THeN0BjLEUccUV/qO53xjo997GPNv996660jwiPKHnvsUb2qf1133XXN/l2xj9e088MfloWPwKVss01dwxQavxWhtXoFRK/6WHAX6xDaqnvabmcju85MrO7SttlNsVNv7JP13e9+t64abLvsMrQDbx9uPTOdjd+K0Fq9AqJXfYx5xLGqbdUJi/hnx5w5c0YFyFvf+tauV/W/2CdrpZVWml77ZF1zzVDXVZ8dU4sAGVh1QzlWGU+sPYhP8W0UTxzx5BFPIN3fw2te85pRP4NNNtmk65XtcOSRRzZf+2mnnVZXDZ6YrhtnnK+ySimPPlrXMsXGb0VorV4B0as+nkAeben/sDHmEd9f97qJBx54YFR4RImQaZvYJ+u1r31tWXPNNQd/n6zOtN2jj65r6APjtyLjWOb48V86Vv1lD1xWdrh0h7L611Yvy391+bLOmeuU3a/avVz/0NCU0LFeQ06vgOhVH7OX2jgGctddd42Ytttx1llnjQqPKPFU0kZxTnp8/QcddFBdNTjmzx+atrvuukMnDNJ3xm9FxtGrsa/rD73p0DLr3FnlovsuKj9/9ufl6eefboJjp8t3Gr63fg15vQKiUz937txmtlX0q2+00Ubl2muvba7HDKaYNhqfdscS3Sj9qHvabrfOau66RFdXW8X4TazN+WHMUBpEBxww9PRx4YV1DX1i/FZmHL0a++76yx+4vMw4Z0YTGmM54uahKaG93pOJm2iA7LnnnuXuu+9upuuefvrpZY011hi+5+CDDy4bbrhhmTdvXnniiSeaMLnhhhtGrQO55JJLym233Tb871OlM203Vp7X4vuowyNKNMBt1dknK34fA8e03VYYv5UZR6/Gvrv+7Ze+vZx7T+/ukF7vycRNNEA6nn322aZbJHaq7RbhMHv27OaTehwDGyvRYzZTBEnH7/7u7zbrE+L697///a5XLz0xWB57XcXYTX3+dIwTdB8iVZc2bw/yt3/7t833MHD7ZMW03YW/s4UpWdfQR8ZvZcbRq7Hvro8xj0ee6T0ltNd7Mjk6DWmERHyqXVz33ntv2WuvvZpdbqP7KFZ3//jHP65vm1Rf/OIXm++he9pux1VXXTUqNLpLHTht8thjjw3cPlmPXHNNeXbh76V86EN1FX0m3WJHY9+rdCx3wnLl+Rd6TwkVIFNn/vz55bDDDitbbLFFXTVhd95558IPjrs0jfIKK6xQPvnJT5af/exn9W1L3KKm7XbEqvk6NLpLrK1os9iSPr6PL3zhC3VV68SWLTvPnFkOXWWV8suWzgKcTtItdq/Gvn4CefSZ3v8x9HpPJteTTz7ZDKa/VDfeeGPZZpttmkYt9p6KBjzee7KMNW2323bbbTcqNLpLBF+bxR5fMRFilYWNbpsXf4avfOUrze/kaNN2WyHdYvdq7LvrY+quMZD+FN1N9913XzNIHlubb7nllvUtaVdffXXZdNNNmwbhd37nd5qdZGOsZUnqTNuNrVfGEp9oYwPCOjS6SwRe28XsubbvkxVPwa9+9avLuuuuOzDdcYMu3WL3auy762P9x8xzZpZnfrWIKaE3D00J7fWeLHmnnnpqWXvttZtGdvvtty/33HNPfctLdv7555c3vvGNTWO91lprla9+9atjdjVlxNc81rTdjv/6r/8aFRh1+daAnC3R2Sfr5ptvrqta4YADDmh+Hxeattsa6Ra7V2Nf1x9848Flw3M3LPPum1eeeO6JJkxuePgG60CmiXgSiPPHI6yikfjjP/7jZnHfS3HppZc27zXWtN2OzvjAeGVQGqx4kowuyM0337x1+2TFme8xpTrOa6E90i12r8Z+rPpL7r+kzL5kdlnta6uVl5/w8mYl+pyr5zRBEsZ6DYMluiaiUY/1JtF4/+mf/mkTBItrvGm73d797nePCoy6nHHGGfXLWqszYSDW9LTJzjvv3Ey1zswCZOposZkSCxYsKP/8z/9cfvu3f7tp8GLs5T/+4z/q2xapM2332GOPratGiD2j6sCoSwzcDopYENrZJ+upp56qq/tKfAiIKeAxeyx+D7vttlt9C31OgDClHn/88XLIIYeUlVdeuWlEYkwjxi3GE2sfOtN2YwbSosRalDosxiqDdkzs2Wef3XxfsZPAVItZYaeccsqo7VbqYI8JALEjAu0iQOgLcUxrrKqO1e69VrV/9KMfbRqdRU3b7fjmN785KizGKv26r9dLsfXWWzdrceqGe0mJrWvqBv+oo44qb37zm0dci/Gl+BnHscjdfuu3fmvE7+D3fu/3RtTTDgKEvhJdGu973/uGV7XvvffeI1a195q2262zPqRXidk/g+b2229vxhTe8Y531FXjevDBB0f8e5x8GPul3XLLLSOux2yv+N10i/GmCIZuERzxM64nKrziFa8Y/vnHe8U/e30goP8IEPpSLO7bddddm4ale1V7dHHFU0r96Xcs0aceOwr3Kn//939fv3Qg7Lfffs3P74orrhhxPbr9PvvZz5aLL754xPUYyI59zbp94xvfaN4jtoPpFgH/gQ98YMS197znPU1XZLf4O+L1F1xwwYjrscC0EyDxux207VimCwFCX+te1R7BEf/cf//969vGFE8p9dPGWCW2eh9EMVYUDXo8iVx//dCZOyEWc8b3HV2B3WIbmljw2a3TDXjllVeOuB7v+f73v3/EtXhSqXcyiM044/UxZTu6qU466aTmeidAOtvpf/nLX27+fdDGowadAKHv3XTTTWXWrFnDDf5ED7r6h3/4h1FhMVYZxC6sEHt8xdqK6FaKrqiO5557rvm+Y8ypWzzxxZNAt87BVfVTTHQj/vVf//WIa+9973vLiiuuOOJaZ63Oeeed1ywmjVl38SQZ265E11XnySaeiuJpMK7HeBjtIEDoWzGIHqurY1A9urHiE3N8Yp1oV0dspVKHxVglNpEcRDEmEY10d3iEWGR45plnlmuuuWbE9eiCqg/YirCOn1E9PhFPgzFW1S12ZI7fU7fOGS0RIJ3fx7777tsEyYc//OER91533XWt345luhEg9J2HHnqoaWTiU270tUdXSZxpHhanqyM2cIzX14FRl3/5l3+pX9p6cV5LNMZ1I99LrCPp9t///d/Ne9T7hcWTTQRGt7gvgqVbBE/8jDtPjfGUE7+T2NLm0TF22+1sx1KHHv1JgNA3YjO9GNDurAmJk/bqnXJjS5To6oi9uybS1REHZNWBUZd/+7d/q1/WavGEsckmmzRdVz/96U/r6iUiAqWemXXooYeWP/iDPxhxLbq+4mccXWEhZtlFN9d666034r6O6HaLcZTNNtusdduxTEcChCkXffKxGjn636OxiTNJvv3tb9e3DVucro7YbbgOjLoM0kr0EBtkxvf1j//4j3XVUveTn/ykHH744SOeKCJo4uuLGV5jiXU5UX/aaafVVfQZAcKU6Wyw2FmVHCvL6wVnizLRro6Y9VMHRl2iwR0UsUVMPAXEzzTOsO9H8TVGF9Yf/uEfNn+udW/HEscR078ECFMipnf+yZ/8SdOAR0MS211EoEzURLs6ogusDoy6dLpXBkFMCIjvaVGf7vtFDOLH1xln0IylM/vroIMOqqvoIwKEpSoGd7faaqumcYgZP5/73OfSh0xNpKsjwmXVVVcdFRrdpV5Q11adUH3LW95SV/Wl6KqM8ZAf/ehHdVXjrW99azNYP1nbsfDSCRCWitiCpHNeejRysdFfnIL4UkQXzUS6OnodaTsoB0rtscceE+rW6xe33nprMyPrne98Z13ViK3dY8FiTKagPwkQJlUMosZgdzQEUWJQe0nODJpIV0enW2dRpXuVdlvF95CZtjvV/uZv/mbcEI/FjlFfL2SkPwgQJkVs037ggQc2XRTRAMSnzInsX5XRq6ujs5htUSU+CbfZ0pi2O1liLUh0McZ42Fhb88d2LDE7723rr19+NYHFoyxdAoQlKsYzPvOZzwwfFBXbin/nO9+pb1uienV1xImFnR1fxyqLOk+9Lfpp2m7GMccc03z9X/rSl+qqxpXHHVfOXFj/yy98oa5iigmQARX/Q46nV31HfHrfYYcdmk+B8Sl/nXXWKbvvvvuobp/49BhTZmN6Zrz3jBkzUkfVZnW6OuotNzpi+5M6ODolzhJvqzh1sN+n7fYSJxPGFO7OPlmjxJPJwv+eyiqrxAlVdS1TaGKtCK3TKyB61YdY8BWbGMbajPgUH/PzIzjik37362NPpTifPK697nWvaz4Rjze1djJ0ujri6xhrn6zY+K8Ojk6JU/PaKqbBxvcQu+a2WWyqGN/Hhz70obpqyLXXxn+0pVRnkDC1ercitFKvgOhVH5/k4ymi3hup44gjjhj+86abbtpsAx5bgsSq8qly3HHHNd9XrGqvHX/88aOCo1PGm8HVzzrTdmM67CD44C67lH2XXbbMv+22umpInJn+speVcvPNdQ1TZPxWhNbqFRC96uMsjYlumx6bFo61onhpi260CL3YErx+qogjWOvg6JSxBm/boG3Tdnt58p57ysOxm+9WW9VVQ6KrMc4b2XzzmDlQ1zIFxm9FaK1eAdGrPrqD6ka4Da699tox98mKkOg+RrVT6t1j26Izbbc+k6P14nTI+G9zUV1y8eQb9aefXtcwBcZvRWituqEcq4wnZjXF4GYbdfbJurnq6ojpvvXPIHb1bZsYX9p4442bQGzbtN2ennqqlLXWKuU1r4lNseraoWuvfW0pa645dC9TavxWhNbqFRC96uMJZKzzGtogZlXF2MDmm28+YjA/Vr/XARLHrLZNbEAZX/s//dM/1VWD4Ywzhp4yFnXQ19lnD9Uv/H0ytcZvRWitXgHRqz6m7k50DKQfxSB/fI+nd3V1xGyyOkBi+mubxLTd2LqlzdN2JyQmBsTxuIvYJ6tsvXUpMV6yiMWjLB3jtyK0Vq+A6NTPnTu3GXiOT+wbbbRRM4YQYv1HHNy0qEYqNjLsZ91bgkejG2JMJ8YNugMk1oe0yaBM2+0pDqtadtlS3vWuumbI7bdHP2sp73hHXcNSNH4rQ2tNNED23HPPZouRaHDj0/oaa6wxfE90+Wy44YZl3rx5zcaHESaxm269DqRfnX322c3XGd9Hx+tf//oRARLrXNqi0zU3KNN2e9pnn6Guqurs9mH77TdUb5+sKdP/rQApvRr4uj62IImNCeMI2G5xbsfs2bObrddjxlKsRJ8zZ04TJG0QW6mssMIKw/tkvec97xkRIDFO0hbxcx9rcsDAilmAq64a5xIPrUavPfZYKTGGdeCBdQ1LyfitDNNCpzGNkIh9pQbJ7bff3swoe8f/d3XEfkvdAbLNNttUr+hPccTvQE7b7SXOq48PO8ceW9cMmT8/zkSur7KUCBAa8xf+jxjbng9i98h+++3XhEVsCR6L7roDZMcdd6xv7zvd03YffPDBunqwxVTyDTYoCz/dlDLWPllMKQHCsFhRHn3sgyb2yYqnq9gnK8Z64nvsBMhusT1Gnxv4abu9XHnl0FPIIYfUNUwxATLNxQFPMTgbg+Qxw2fLLbesbxkInX2y/vVf/7X5HjsBstdee9W39pXOtN3YpHJRM+Kmhc9/vpSrr66vMsUEyDQXO+euvfbazYrs7bffvtxzzz31LQMhtjKJCQKxT1anSyvKvvvuW9/aV2JH5Pg6B37abtYpp5SyySalrLzyUIk/n3xyfReTRIAwbcQal2iMt9122+EA+fjHP17f1jc603YH9anwJYvwj3NC4tyZ2FE51vvEeTAzZw7VMekECNNKjHl0n0443lnqU23aTdtdHOefH6eEDQVHLa6tt14pF1xQ17CECRCmlc6n+jhdMQKkX1fUd6btvv/976+rCG97WylnnVVffdGZZ5Yye3Z9lSVMgDDtHH744cNPIJ/97Gfr6ik3raftTlRM63344frqi+Lntvrq9VWWMAHCtBNTeVddddUmQD784Q83R/KetfDT7CmnnLJUyzHHHNOEWV123nnn5mubttN2JyL2yRrvuIE41jj2ymJSCRCmpaOOOmr4KaQfS3SzxfYyLEKvJ5CHHvIEshQIEKatWKB39dVXN08gk1luueWWcu+99064xFTqn1l1Pb7ttus9BhLjJEwqAQK0z3nnlbL++mOfShjXom7u3LqGJUyAAO20996lxHb8sfYjQmPBgqFtT+Ja1DHpBAjQXiedVMrGG5cSe7hFiT+feGJ9F5NEgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKf8HqxM55DwvBokAAAAASUVORK5CYII=)
PN: 4258-5-17
CAS: 1027343-69-6
Molecule Weight: 247.76
Formula: C12H22ClNO2
![Ethyl (1R,2R,3S,5R)-2-amino-6,6-dimethylbicyclo[3.1.1]heptan-3-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4258-5-19
CAS: 1027343-58-3
Molecule Weight: 247.76
Formula: C12H22ClNO2
PN: 4258-5-20
CAS: 142547-15-7
Molecule Weight: 193.67
Formula: C8H16ClNO2
PN: 4258-5-0A
CAS: 945935-60-4
Molecule Weight: 193.67
Formula: C8H16ClNO2
PN: 4230-1-02
CAS: 114745-45-8
Molecule Weight: 157.213
Formula: C8H15NO2
![diexo-3-Amino-bicyclo[2.2.1]heptane-2-carboxylic acid ethyl ester hydrochloride](data:image/png;base64,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)
PN: 4258-5-18
CAS: 95630-75-4
Molecule Weight: 219.71
Formula: C10H18ClNO2
PN: 4258-5-E0
CAS: 2084-28-8
Molecule Weight: 207.7
Formula: C9H18ClNO2
TSCA: Not listed on TSCA inventory