| Product Number | 4H56-1-4E |
| Synonyms | endo-8-Methyl-8-azabicyclo[3.2.1]octan-3-ol |
| Purity | 99 % |
| CAS | 120-29-6 |
| MDL Number | MFCD00005551 |
| Molecular Formula | C8H15NO |
| Molecular Weight | 141.214 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![8-Methyl-8-azabicyclo[3.2.1]octan-3-ol hydrochloride](data:image/png;base64,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)
PN: 4H02-5-04
CAS: 258345-27-6
Molecule Weight: 177.67
Formula: C8H16ClNO
![endo-8-Azabicyclo[3.2.1]octan-3-ol](data:image/png;base64,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)
PN: 4H56-1-KZ
CAS: 538-09-0
Molecule Weight: 127.187
Formula: C7H13NO
![(3-exo)-8-Azabicyclo[3.2.1]octan-3-ol hydrochloride](data:image/png;base64,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)
PN: 4H56-5-61
CAS: 17366-48-2
Molecule Weight: 163.65
Formula: C7H14ClNO
![9-Azabicyclo[3.3.1]nonan-3-ol](data:image/png;base64,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)
PN: 4H56-1-186
CAS: 209733-21-1
Molecule Weight: 141.214
Formula: C8H15NO
![(3-endo)-endo-9-Azabicyclo[3.3.1]nonan-3-ol hydrochloride](data:image/png;base64,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)
PN: 4H56-5-C7
CAS: 240401-16-5
Molecule Weight: 177.67
Formula: C8H16ClNO
![exo-9-Azabicyclo[3.3.1]nonan-3-ol hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABa2AAAWtgGIzJnEAAAB/XpUWHRtb2xTb3VyY2UAAHicnZRrb5swFIb/ypE/L75xCUSQqmo1bVK7SU0n7dvkgJMigV0Zcvv3O4RkhaAl2hIizvF5n9fmYCe521clbLWrC2tSIignoE1m88KsU/Lj9fMkInfzJEMRCk2dkremeZ8xttvtaPamK7W3hma2Il19tq+LgWbnUevWTHIu2M/np8WRmRSmbpTJNFJ1MauPg082U81xFX+ZglXKbQvDOjmr3LZz+yV5e3G6r3Py8SwPWLtHFFZFqWFlXaUa2EpO8eKfYK2NdqrROSwPOOxRH599njw/2mxTadNg2DoUmSoXjdtkOFDZUmcbNMPg62NKKkFALetFo522KUGVRgfV2OreOXWANmp1SoCSoDxQPqgAVAhqCioCFYMSHH/oo0vdzvp6eNe49BK+w8PF9xs2S6YEF48f8GiAPYWA8vB4C/3YgynlUykgon7sxxBTHvnynJ1qJ2VIgzDGaQ8fjpPLu6C+lBFMJOUCyXN+Kp+yU/Gs7YrYBfanDfNkaU3eC6HIU7Jse4eSF72qcQ1tcyQB63LtcBuSTtl1dv4lYb2sS/pWcmTlD6xGgDcEgpuAPwLC60AwBNo3fh0Ih0C7P64D0yEQ3wSiESD4dSIe9fUW0dYvJxH/+1qFGHX9X81Yb+ux8/HFcHS0We/cM/y3m/8GYmaJyLk1MFUAACa2SURBVHhe7d0LsJ3jvT/wliLul+OSElXVUQ5jkKBGBlNMnZJxKR0TQypth7ZOXXqMmobSzhgVtIe6nbiXllTao/T4S1GhDY7oONX4S5w4OW5xSZVkksjN8/d789/b3m/23tl+yd57rbU/n5k1Yf2ed2XvvVae737f97l8rABAwsfqTwBAbwgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkCApjN//vzy3e9+t1x55ZXl/fffr5fpJwIEaBp//etfy7e//e2ywQYblI997GPVY8cddyyXXnppeeutt+rN6WMCBGhoS5YsKXfddVc58MAD20Ojq8eQIUPKSSedVJ544on6S9BHBAjQkF5++eUybty4MnTo0E5Bsfnmm5ezzjqrzJgxo0yePLkcc8wx5ROf+ESnNnvvvXeZMGFCWbhwYf1lWYMECNBQHnjggS5DYfjw4eWGG24oN910UxkzZkz15yuvvFIdE3+ef/755ZOf/GSnYzbbbLNy5plnlueff772t7AmCBBgwL399tvlJz/5Sdl5551Xuix18sknlyeffLK97X777ddejzOUjuJy18SJE8tBBx3U6XXicdhhh5Vf//rXZenSpZ2OIU+AAAPm6aefLl/72tfK+uuv36mz/8xnPlPGjx9f5s6d26l9dP5nn312dYnq4x//eLnllls61TuKG+6nn3562WSTTTq99nbbbVd++MMfljlz5tQP4SMSIEC/eu+998qtt95a9t13304d+1prrVVGjRpVfve73/VqaO4777xTnbmsSgz5veaaa8oee+zR6e9bZ511yle+8pXyyCOP1A+hlwQI0C9mzZpVzjnnnLLlllt26si33nrrcu6555bZs2fXD1njHnvssXLCCSeUddddt9PXsNtuu5Wf/exnZd68efVD6IEAAfrM8uXLy7333lu+9KUvVZecOnba+++/f7njjjuqM5L+9vrrr5eLL764bL/99p2+po022qh885vfLH/5y1/qh9AFAQKscW+++Wa55JJLyg477NCpg95www3LqaeeWp555pn6IQNi2bJl5Z577imHH374SgE3cuTI8stf/rIsXry4fhj/nwAB1pipU6eW0aNHl/XWW69TZ7zrrrtWy47EfYuMBQsWVJef+rIzf+GFF6ob9FtssUWnr32bbbYp5513XnnppZfqhwx6AgRYLdG5X3fddWXPPffs1PHGTerjjjuuPPTQQ/VDPrLbb7+9es1YwuSQQw4pP/rRj8rMmTPrzdaIRYsWVXNMRowY0en7WXvttctRRx1V7r///vohg5YAAVKee+658p3vfKdsuummnTrabbfdtlx44YXl1VdfrR+SFhMLO/4d8YjQ6mtPPfVUOeWUU1YaZvzZz362XH755eVvf/tb/ZBBRYAAvRbzMO6+++7yhS98YaUOPZ6LWl9M1IthvdOmTas67RjqG6H14IMP1pv1mQiK+LsjODp+zxEsETARNIORAAFWKc4m4qwizi46dqDRkcdZSJyN9KcIlL68H9KTuIQVl7LiklbHn8U+++xTXfqKS2CDhQABuhX3L7785S9X9zM6dpZxvyMuIcX9j8EqbqrHzfW4yd7xZxM34WOvkrgp3+oECNBJjJSKEVMxcqpjxxgjq0488cRqpBUfijOhGO4bw347/rxiWHAMD45hwjFcuBUJEKASczNijkbM1ejYEcZcjpjTEXM76FlMQIyJiDEhsePPMCYsxsTFN954o35IUxMgMIjFLPCYDR6zwuu/Pcfs8ZhFHrPJB0LcjD/ggAPKaaedVu68885q9niziCVRrrrqqmqJlI4/11hCJZZS+eMf/1g/pCkJEBiEYt2pWH8q1qHq2MHFOlWxXlWsWzXQ7rvvvk5fWzx22WWXKlD6+6b96ojFGo8//viV7iPF4o6xyGMs9tisBAgMEjFyKVa6jWGwsfJtx84sVsaNFXIHYl2q7jz++ONVWNTvxcQjwqXZxPLxsYx8LCff8XuJ5eZj2flYfr7ZCBAYBL7//e+XjTfeuFPHFXMYYi+O2JOj0cXlq7iM1RYozbzDYFyai42tYoOrejDGjorNtLy8AIEWF/MSOl4+iV3/Yve/3uylQd+KIIwtd2Pr3bb3Jy5tNQsBAi0udu1r65yuvfbaepkGsHDhwvblWmIv+Ndee63epCEJEGhxbTv/xYgmGlcM8W1bxfiiiy6qlxuSAIEWFutHtZ19xHDdZvDoo49WX3dvtrVtNbEUfrxXw4YN65M1xdY0AQItbOzYsVWHFMN1B2rtqI8iQmOnnXaqvuZYZytGjF122WWDJlBiz5O2wJ80aVK93HAECLSouEke+2dEZxRrNjWD6dOnt3/N9UdboMyYMaN+WEuJm+jx/ca+J41OgECLuuKKK6qOKFaNjYmDzSLOlOI38dg06tBDD10pUBplO9y+EotUxvcZqwE0+nBlAQItKC73xHDd6Ijit/ZmVg+UZp653Rvx/cXkwnjvzjjjjHq5oQgQaEGTJ09u/43dFqzNJ2amx3sX80Maecl8AQIt6Oijj646oLghPRhuPreauBcUl7DiPZwwYUK93DAECLSY2OgoJqNF5zN+/Ph6mSZx8MEHV+/hXnvtVS81DAECLWbcuHFVxxNrXc2dO7debki/+MWz5cQTJ5XLL59apkyZXebPb/whx31t4sSJ7ZchY2HJRiRAoIUsWbKkDB06tOp0xowZUy83rNGjJ5Xhw69vf4wYcf2gD5R4L2NxxXgvTzrppHq5IQgQaCGxYm3bb61PPvlkvdyQli9/v/z2tzPKD37wh3LkkXd0CpJ6oLz+emuPwKq74IILqvdyyJAh5a233qqXB5wAgRZy4IEHVh3OiBEj6qWm8eqr87oNlHffbZz9SvrDK6+80n4/68c//nG9POAECLSIZ599tv3s48Ybb6yXm1ZboFx88WP10qBw7LHHVu/pjjvuOGDbC3dHgECL+Na3vlV1NJtvvnm1PDit4cEHH2z/xSB2lGwkAgRawLx589p3HDzrrLPqZZpYzOP53Oc+V723RxxxRL08oAQItICrr7666mBi8tnMmTPr5Ya0YMGS8qtfTS8vvvj3eoman/70p9X7G3vZv/jii/XygBEg0AJ23333qoOJfbabRdzXaLs5fthht5Xvfe/3AqUbf//738uGG25YvcfnnntuvTxgBAg0uSlTprRfI//Nb35TLzes8eP/VPbbb8JKQ3YFSte+/vWvV+/xVlttVd57rzFGowkQaHInnHBC1bFsv/32ZdmyZfVyQ1u4cGl54omXy9VX/2c55ZR/7zFQ5s0bfJMJO/rzn//c/ovCbbfdVi8PCAECTWzOnDll3XXXrTqVWO682XUXKCNH3lisCVnK/vvvX73X8WcjECDQxCI0okOJEIkwaTVtgXLnnc/WS4NSnHm0nYXEGclAEyDQpOJyVVy2is4kLmPR+uLex5Zbblm959/4xjfq5X4nQKBJxQ3ztt9G40Z6s4i1r8iLUVjxnseorBidNZAECDSpGLIbHUkM4W0WS5YsL1/84s/L2LH3VPc54vLUokVL683oQcwDifkg8d7H/JCBJECgCcVkwbYd66655pp6uWE9/PD/rDTC6vOfnyBQPqKYkR7v/S677DKgO04KEGhCsVxJdCCxfEksY9Is5syZXyZOnF7N8YihufUwESi9c99997Vfvoy1sgaKAIEmEwslxoKJ0XnEAorNbNast1cZKIbwrixW5Y3VeeMzEKv1DhQBAk0mlmpv++0zlnBvJV0FyjHH3FlvxgcuueSS6jMQ+4XEviEDQYBAkxk+fHjVccTmUa0uAuVPf3qp/jQfiB0KY6fC+CzEzoUDQYBAE4ltatvOPmL7Wga32Cs9PgvbbrtttYd6fxMg0ETGjBlTdRhDhw4dkA4ja/LkWdXqu7G7IGvO1KlT23+hmDhxYr3c5wQINIm5c+eW9ddfv+osxo0bVy83rLgBfsQRH+5tPmrUL6r9zgXKmrHXXntVn4mDDz64XupzAgSaxPjx49tvmr70UvPcF4ihu6NHTyojRqw8wkqgrL4JEyZUn4uYFzR9+vR6uU8JEGgCMVlsp512qjqKo48+ul5uCvPnLy5Tpswul18+VaCsQQsWLCibbbZZ9dk4/fTT6+U+JUCgCdx///3t17onT55cLzel3gTKkUfeUT+MLpxxxhnVZ2PTTTf94Oc6v17uMwIEmsCoUaOqDmLnnXce0KUr+lJXgXLaaffWm9GF559/vn1pm+uuu65e7jMCBBrc7Nmzy9prr111DldccUW93LIiUF544W/1p+nGIYccUn1G9thjj3qpzwgQaHDnnXde1TFssMEG5e23366XoTJp0qT2y5yPPfZYvdwnBAg0sNhAaOutt646hbFjx9bL0G7p0qVl2LBh1Wdl9OjR9XKfECDQwG6//fb23yqnTZtWL0MnF110UfVZWW+99cobb7xRL69xAgQa2AEHHFB1CPvtt1+9BCt57bXXyjrrrFN9Zi6++OJ6eY1ryQD52PUfqx7QzJ555pn2s49bbrmlXoYuHX/88dVnZocddijLli2rl9eoPulle9uB96bde8veK//2f/+tjPo/o8qw24eVITcMKZvcvEnZe9Le5fynzi9vLnqzfkivXpd+9MGHuXqsSm/axRj3yy4r5aCDStl66/LBr1ulbLVVKbEy7fjxK+o9ifWCzj037jjWKw3n1FNPrTqCf/iHfyiLFi2ql/td29yMVempXVtt//1v+OC35e7fq55eg5794Q9/aP/F47e//W29vEat4l9rTm878FW1e+KNJ8qn7vhUe7uuHhveuGG5ecbNnY5b1evSz3oTDGFV7R59tJRttvmwXVePCJUpU+pHfuh731vRbrfd6pUVYvTK739fyuuv1yv96p133ikbbbRR1Qmcc8459fKA6G2n3lO7jpMEzz//4Xq5XU+vwar94z/+Y/XZOfzww+ulNaqHf615ve3Ae2oX4bHeDetV9eGThpfbZt5WZs+fXZ2RvLP4nTLtrWnlwmkXlq1u3Wql1+jpdRkAqwqGNj21mzq1lHXXXVEfPryUu+6KRZZKiRVpo7P/1a9K2WefFfVo9/jj9VdYYVUBMmbMivqhh9YrK8TftXx5/dk17sorr6w6gLXWWqvMmjWrXh4Qve3Ue2rXVoszkH32+bcyc2bX8zx6eg1W7aqrrmr//Pz3f/93vbzGdPOvdfX0tgPvrt3i5YvLp3/x6ap26qOnlmXvd38db/6S+WXMH8Z0eq6712WA9BQMHXXXbvHiUnbYYUUtOvjuruvG820B8OlPrziubnUD5LDDVlw2O/vsemWN2nXXXasO4J/+6Z/qpQHT2069p3ZttZhtHn/+8z//R71JpafXYNXefffd9jPYf/mXf6mX15gu/rWuvt524N21u+n5m6rn97x7zx7DozvdvS4DpLtgqOuu3U03rXj+g9PyLkOho6h/0PlW7W++uV5dMwES9ZNPrlcqcckgHquzN8PDDz9c/cPvj2vYH0VvO/We2rXV3nlnUTnwwJur/3766dfqzXp8DXqnP+6hdfGvdfX1tgPvrt3RDxxdPV+/t9Fb3b0uA6S7YKjrrt1RR614/vpediixFlC0P+aYeqXPA2T33Xev/tGeGzfqu3DmmWdWy7I/99xz9VK74447rnqNT39wFrW8Hy6X9VZvO/We2nWs3Xjjn6v/HjPmN7VWPb8GvfNf//Vf7b+I3NzVL1NrQBf/Wldfbzvw7tptf8f21fOz3s1d++3udRkg3QVDXXfthg1b8fwLL9QrXZs5c0X7T32qXhnwANliiy2q+r/+67/WS1VYXHvttdV+H9GmP8bxfxS97dR7atextmjR0vLFL/68+v+HHnqx23bkjRw5svos7b333vXSGtHFv9bV19aB9/ZRF0N14/lFy3KnXd29LgOkLRh6+6gbMmTF8709DV+4cEX79devVxo6QGLZkrbfGGPxxDffXHmI+kBq69R7++hKvTZp0nPV/x977F1l2bIPz7bq7ci59dZb2z9TDzzwQL282rr417r66gGxqkedAGkx9YBY1aNOgDSEekCs6tGVei1C45hj7qyeizDprh05TR0gq9JdO5ewWkx3wVDXXbu2S1i9HY7oElaf6G2n3lO7rmoPPjireu7ww39eXdbqrh0fXVNfwlqV7tq5id5iuguGuu7auYneEHrbqffUrrta3EiP5+PGeuiuHb03aG+iG8bbYroLhrru2hnG2xB626n31K672rRpr1bPH3TQzdUQ3+7a0XuDdhhvTCTc4Y4dqtppj53WY4jERMKv/uGrnZ7r7nUZIN0FQ1137T7KRMKvfnVFu2jfVdisiQAxkbBHPbXrqRaTCqN2xRWP99iOVRvUEwlDx6VMRvx6RPn5zJ+X/53/v1W4vLv43fL0W0+Xi56+yFImzaC7YKjrqV3HpUxGjFixKGIsK7JkSSmx78Hdd5ey774r6tEu2ndldQPEUib1p1fSU7uearGsSSxvEsuc9NSOVRvUS5m0efyNx9tvqHf32OimjcotM27pdNyqXpd+1lMwdLSqdrFIYiyW2Nauq0fUH3mkfuSHVhUgFlPsVm879Z7a9VQLscBiW5ue2tGzQb+YYptYPPH6564vR9x/RNnu9u2qs5KNb9q4Ws79gqcusJx7M1hVMLTpTbu25dxj+fYttyzlE59Y8efIkaVcemkp8+bVj+jMcu5pve3Ue2rXUy28+uq88vnPT1hlO7rX9Mu5A6vPhlJkNP2GUsCaYUtbPgpb2gLtbr/99vazkGnTptXL0MlFF11UfVbWW2+98kYMLuljAgQaWCxvsvXWW1edwtixY+tlaLd06dIybNiw6rMyevToerlPCBBocOedd17VKWywwQbl7bffrpehMmnSpPaz1cdiNGE/ECDQ4GbPnl0trhgdwxVXXFEvt6z58xeXF17oestbVnbIIYdUn5E99tijXuozAgSawKhRo6rOYeeddy7vv/9+vdwSIjCmTJldbXc7evSkMmLE9eW00+6tN6MLzz//fPn4xz9efUaui7Xg+okAgSZw//33t1+emDx5cr3clLoKjI6TCONx5JF31A+jC2eccUb12dh0000/+LnOr5f7jACBJhBnHTvttFPVSRx99NH1clPoTWDEY9SoX5Qf/OAP5be/nVFNLKRnCxYsKJtttln12Tj99NPr5T4lQKBJxDLw0UnEfiEvvfRSvdyw5syZLzD60IQJE6rPRVzCmj59er3cpwQINIm5c+eW9ddfv+osxo0bVy83rLhlc8QRdwiMPrLXXntVn4mDDz64XupzAgSayJgxY6rOYujQoWVJrETcJCZPniUw+sDUqVPb742tzh40WQIEmsiTTz7Z3mHceeed9TKDzEknnVR9FrbddtsB+YVCgECTGT58eNVpHBgrEre4WbPeLn/6U/Pc7+lPb731VhkyZEj1Wbjgggvq5X4hQKDJ3Hjjje1nIc8++2y93NQiMCZOnF6+973fl8MOu626Z3LMMc60unLJJZe0D6p45ZVX6uV+IUCgySxcuLBsvvnmVefxrW99q15uKl0FRv0xcuSN1Y14PrR8+fKy4447Vp+BY489tl7uNwIEmtBZZ51VdR4bb7xxmbeqTbQaSAzpXVVgxIZSY8feU66++j/LE0+8XBYtWlp/mUHvvvvuaz8LffDBB+vlfiNAoAnNnDmzfemKa665pl5uWA8//D8CYw044ogjqvd+l112GdClbQQINKnDDjus6kR23333eqlhLVmyvHzxiz8XGKvhxRdfLGuttVb13v/0pz+tl/uVAIEm9Zvf/Kb9MsaUKVPq5Ya1fPnA/cbcCs4999zqPd9www3L3//+93q5XwkQaFKx3/X2229fdSYnnHBCvUwLig3Gttxyy+o9/8Y3vlEv9zsBAk3sRz/6UdWZrLvuumXOnDn1ctNbuHBpdZnrzjtba7hy1m233dZ+1vnnP/+5Xu53AgSaWIRGhEd0KBEmza4tMOL+yCmn/HvZb78JhvJ2sP/++1fvdfzZCAQINLm4fBWdSlzOistazaS7wKg/YsjvvHmL64cPKnHG0Xb2EWcijUCAQJOLG+htHUvcWG8W48f/qcfAiLkiv/rV9PLiiwN7o7hRfP3rX6/e46222qq6F9IIBAi0gBjKG51LDO1tFrE6r8DonRhtFaOu4j2OUViNQoBAC7j66qurziUmF8Ykw2awYMESgdFLMd8j3t+Y/xHzQBqFAIEWEMuZxLIm0cnEMie0jphp/rnPfa56b2MGeiMRINAiYmHF6GRiocVYcJHWEGtdtd3j+t3vflcvDygBAi0ilnZv62hiyfdWEbsYxv2Siy9+rF4aFGK13XhPY/XdWIW3kQgQaCGxyVR0NiNGjKiXmkZbYMS+6Uce+eFe6vF4993GGH3UX2Kfj9jvI97TH//4x/XygBMg0EJim9u2s5DY/rYZxNpY3QVG22PEiOvLiSdOKq+/Pr9+eEuLnQbjvYydB2MHwkYjQKCFxL7YQ4cOrTqdMWPG1MsNa/ToSV0GxuWXTy1Tpswu8+cPvkmE8V5+8pOfrN7L2Pu8EQkQaDHjxo2rOp3111+/zJ07t15uSL/4xbODPjDqJk6c2H42+fjjj9fLDUGAQIt56aWX2q+bjx8/vl6mSRx88MHVe7jXXnvVSw1DgEALOvroo6vOZ6eddhrQHevImT59evuOkxMmTKiXG4YAgRY0efLk9ssf999/f71Mgzv99NOr926zzTYrCxYsqJcbhgCBFhRnHTvvvHPVCY0aNapebiqLFy8ujz32x2q5+kMPPbTMn9/aI7Hi+9tkk02q9+6MM86olxuKAIEWdcUVV1Sd0Nprr11mz55dLzesemBssMEG7WdT8XjmmWfqh7SU6667rvo+4xLW888/Xy83FAECLertt99u73zPO++8erkhxbX/emC0PTbddNPqbGrGjBn1w1rKHnvsUX2/hxxySL3UcAQItLCxY8dWndHWW29d/Wbf6OLSW9z47xgYl112WZk2bdqgGAzw2GOPtQfmpEmT6uWGI0CghUXH29Yh3XHHHfVyQ3r00UcHTWDUjR49unqvhg0bVpYuXVovNxwBAi1u3333rTqlAw44oF6igbzxxhtlvfXWq96riy66qF5uSAIEWtwtt9zSfhZy7bXX1ss0gFh+/5hjjqneo5gE+tprr9WbNCQBAi1u0aJFZZ111mkPkRje+5Of/KS6yc7AilFWZ555ZjXfo+39iZvozUKAwCDw/e9/v33HwrZHrJX1ta99rTz99NP15g3n9ddfr1YaPu2008quu+7a8MNbexL3Nn79619X+9d3fD/iEYsnPvLII/VDGpYAgUEibkrHjnYxsin21u7YccV9kltvvbW8917j7LcRCwi2BUa9o73vvvvqzRvenDlzyg9/+MOy3XbbdfpeYtJgzDz/61//Wj+k4QkQGIRiYuG5555bDe/t2JltueWW5ZxzzimzZs2qH9LvIiTqwbHLLrtUofLcc8/VmzesOKM4/vjjO11GjEdcqrrmmmuaema9AIFBLM44Ynjv/vvv36lzi1nQX/rSl8q99947YNuoxqWeGDkWgRGXr+IyVrOYN29eueqqq8puu+3W6ee67rrrlhNOOKH88Y9/rB/SlAQIUIklQk499dSy4YYbdur0dthhh3LJJZeUN998s34INX/5y1/KN7/5zbLRRht1+hluv/325eKLL66G6rYSAQJ08s4775Qrr7xypXsPMUfhxBNPLFOnTq0fMqjFDP9f/vKXZeTIkSudxR1++OHlnnvuKcuWLasf1hIECNCthx56qHz5y19e6fr9nnvuWS3618hLjfe12Lgr1hjbZpttOv1stthii/Ld7363vPDCC/VDWo4AAVbp1VdfLRdeeGHZdtttO3WWsV7Vd77znX6/qR0jygZqba/YX+Woo46qVjnu+LPYZ599yk033VTNuxksBAjQa3Fj++677y5f+MIXOnWe8YjnotYXazhFYMT6WJdffnk1DDmC68EHH6w36zN/+9vfqr/7s5/9bKfvOebSnHLKKeWpp56qHzIoCBAgJc464uwjOvOOnWqcpcTZSpy1rClty3x0fMQltL4WwRABEUHR8e+OIIlAiWAZzAQIsFriPkh05nFfpGMnG/dNjjvuuOo+yuq6/fbbq9eMvUJin4zYbGrmzJn1ZmtEXIKKS1EjRozo9P3EJau4dGWL4A8JEGCNiRFasSR526qybY8Y0RUju2KEV0aEVOyV0Zf3PeKm99lnn13dBO/4tcdN8rhZHjfN6UyAAGtczBmJuSMxh6RjZxxzTGKuSaNsSxvDa2OYbQy3jWG3Hb/WGJYbw3P7MrSanQAB+kzMYo/Z7DGrvd5Bx+z3mAU/EOtvxaz2mNgXE/w6fk0xATAmAsaEQFZNgAD9ItbXinW2Yr2tjp12rMcV63LF+lx9LS6DxVIisaRIx68hlhz52c9+Vi1BQu8JEKBfxRlHrPzbtlNi2yNWCI4hurFicG+2s437Kb3Z0yQWK4xFC2Pxwo5/X9zk/8pXvtJUy6c3GgECDJjYiyT2JKkPk/3MZz5Txo8fX+bOndupfcwxiRvde++9d3VJLHZb7E4sjx7LpMdy6R1fO5ZTj2XVY3l1Vo8AAQZcnEnELomxW2LHzn7IkCHl5JNPLk8++WR72/3226+9Pm7cuA6vUsqSJUvKxIkTy0EHHdTpdeIRGzjFRk59MdFxsBIgQEN54IEHqomDsTd4xwAYPnx4ueGGG6o5GmPGjKn+fOWVV6pj4s/zzz+/2tGv4zGxVWxsGdvMOxg2MgECNKSXX365OsMYOnRop1DYfPPNy1lnnVVmzJhRJk+e3GXYxCWuCRMmlIULF9ZfljVIgAANLS5L3XXXXeXAAw9c6bJUx0dc7jrppJPKE088UX8J+ogAAZpG3Bj/9re/XS1p0hYcO+64Y7n00kvLW2+9VW9OHxMgQNOJobmx50Ysj9KbIb/0DQECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgJT/B6N9IKVEtUhkAAAAAElFTkSuQmCC)
PN: 4H56-5-C9
CAS: 1630906-34-1
Molecule Weight: 177.67
Formula: C8H16ClNO
PN: 4H03-1-06
CAS: 54924-04-8
Molecule Weight: 183.295
Formula: C11H21NO
Melting Point: 61-65 ℃
Boiling Point: 232-234 ℃
Density: 1.04
TSCA: Not listed on TSCA inventory
EINECS: 204-384-2