| Product Number | 4257-5-14 |
| Purity | 97.0 % |
| CAS | 1201190-01-3 |
| MDL Number | MFCD19442672 |
| Molecular Formula | C5H10ClNO2 |
| Molecular Weight | 151.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4257-5-01
CAS: 84182-59-2
Molecule Weight: 151.59
Formula: C5H10ClNO2
PN: 4257-5-07
CAS: 84182-60-5
Molecule Weight: 151.59
Formula: C5H10ClNO2
PN: 4257-5-14
CAS: 1201190-01-3
Molecule Weight: 151.59
Formula: C5H10ClNO2
PN: 4257-1-27
CAS: 74316-27-1
Molecule Weight: 115.132
Formula: C5H9NO2
PN: 4257-1-29
CAS: 160191-58-2
Molecule Weight: 115.132
Formula: C5H9NO2
![3-Aminobicyclo[1.1.1]pentane-1-carboxylic acid hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABwpAAAcKQE7wnEfAAAB33pUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPi2RLfkuIU0rLYNCusHawb0OxldRgSUV23v79Ts6S2DNzbYHOp3vuTZKXd0ddw165prImJyENCChT2LIy25z8fPs6y8jdalmgERqaJifvbfuxYOxwONDiXWl5tIYWVpPz+uLYVAObg6DWbRkPgpD9en567ZhZZZpWmkIh1VSLplM+2UK2XRb/CcG0dPvKsLM5025/9vabB34E9NiU5FbLA67dIwqbqlawsU7LFvY8oDiCL7BVRjnZqhLWJ1QLGmHtq+Xzoy12WpkWRe+hKmT92rpdgQpta1Xs0BkK3x5zokMEZGv1vXPyBF7yahmC5CAFyAhkDDIBmYLMQM5Bhr6/tfIB3k4fCrOs4Ts89N4XeMGu8JxglvhATKMsm1+miEY9ZULjNPVraRLym0kYxwLXMs4TAqebq5mgIosEzEKaRX4OaOpNAyqESK6flxmtUlRzmkTXCQtm14pXy7U1ZU+EqszJOiRdK36oTYOxu1YQsK5UDg+Yd+BN+wAfAr5x04AYAr7N00A0BPymTAPxKKVPgGQUIZ0G0lGET4BsFCGbBuZDwB/AacAfzn8Ir/qL8BvCevvOLrcCxdGNYb3rxPAnsvoDDlBUHSKGsHAAAB8OSURBVHhe7d0LkGRVfcBhXos8Rci6UGLiK1EENCFIaRHZWgIqYsUglprESNCo5RstiLIQEDGKD2KISimuiiCgaDZkgaACsiDiAoIgiAgSXMNTQHYBZYFdONkzk+npvjPT0/Of7p57ur+v6pYy95weZro5v5k53bc3SAAQsEH1AwDQCQEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAGBftlgg/GjUzOd84MfpPT+96f0Z3+W0oIFKc2bl9JTn5rSn/5pSoccktIll1RnUHc1vk87fFQCszbTGGSdzrn11pT23bd1/FTHPvuMjqfeCrhPN6h+AOiR5v/gO9XJnMsvH/2JtHkx+Y//SOnOO1N69NGU7rorpaVLWxejPP6KK6q3RF0Ucp+2eVQCXdVJDKqmm5MXlO23Hz2/4YYpnXBCdUSrf//30XF5/A47jC5E1EtB9+kUj0qg66aLwWSmm/Oa14yfP/zw6tnJ5XFjcw48sHqWuVbQfTrFoxLouuliMJl2c264Yfwnz6c9LaVHHqmOmFwel8fneXl+vh3qobD7dJJHJdAT7WIwlXZzjj56/NwRR1TPtpfHj8398IerZ5krhd2nkzwqgZ5oF4OptJuzcOH4uQsuqJ5t7/zzx+cuWlQ9y1wp7D6d5FEJ9ERzDCJH1Y47jp+b6cZp3qgdm/uHf1g9y1wp7D6d5FEJ9EQ1CDM9qjbbbPxcp38rH7NmzfjczTevnmWuFHafTvKoBHqiXQym0m7ObBabPH5s7hZbVM8yVwq7Tyd5VAI90S4GU2k3p7A/d9CBwu7TSR6VQE+0i8FU2s1p3nC98MLq2fbyBu3Y3D5tuA6122+vfmRyhd2nkzwqgZ5oF4OptJtz1FHj5448snq2vTl4yudQyhHYZZfR7/Nhh1XPTlTYfTrJoxLoiXYxmEq7OddfP/6is/ynj3yNpE7kcXPworOhcsstKf31X7fefy98YXXURIXdp5M8KoGeaBeDqUw359WvHj/f6U+szT+p9vGyF0PhwQdT+tCHUtp009b7Ll+j6nvfq46eXEH36RSPSqDrpovBZKabk/+2PnbV1vyT5+c/Xx3RKp8f+wk3X7Avb7wye088kdJXvzoaiub7LIckByWHpVMF3adTPCqBrpsuBpPpZM6PfpTSH/zB+Lh8ie///M/RZ/E89lhKd9+d0llnpfSyl42PmT9/9JLhzN5ll6X0ohe13lf5yH/Cyn/KiijkPm3zqAS6qpMYVHU6Jy9Ue+89cRGb7PjLv0zpf/6negvM1G23pfTGN078/uZN85lehmQyBdynG1Q/APRI83/wnZrpnPz2pu973+jbneafSDfZZPR/8wbue9+b0sUXV2cwUw8/nNJHPjL6Yr3m+2e77VL63OdSWru2OmN2anyfdvioBIbCN7+Z0nOfm9K7353SffdVz5K/P894Rms48oKev1+//W119MATEGBc/ql2bGHcdtvRd8Pr9k/UJfrJT1Laa6/WcOQjv9Xsz35WHT00BAQY96lPjT+jZ+zYaaeUvvvd6sjh8JvfpPTWt6a00Uat35PnPCel//qv6uihIyBAqxUrUnrxiyf+tP2qV6V0003V0YMpP9Pp059OaZttWr8HT35ySp/4ROcv8JvOPffM/KKJNSIgwET5dQ2nnDL+6uaxI7+u4dBDU1q9ujpjcJxzzug+UPPXnX8DefObZ36Bw6n8+tcp/e3fjt72H/9xSr//fXVEEQQEmNpDD42+GvpJT2pdUPML3ZYsSenxx6szinXnjTem5a94Rbqv+evMx557pvTjH1eHx+RncOXrVFWfwfXzn1dHFkFAgOndemtKr31t66KXj912G32aacHuv//+dMghh6S/mDcvHbX+a7p07GvLl0Q//fTq8Lgzzkjpj/6o9fuXn8F1+OHVkcUQEKBzF13U+kytseMNb0hp5crq6Fpbt25d+sIXvpDmz5+//kvYIG2z/njd+uPkzTdPq48+unt/VrrqqpRe+tKJ37P8KvJCf/MYIyDAzKxfeNevvKMvZmteEPPbqHZz4e2hi9aH8AUveMFIOJqPf1ofwvu7FcJ8uZG3vGXiM7j+5E9SOvvs6ugiCQgQs2pVSoccktK8ea0L5NOfntJpp1VH18Ktt96aDjzwwAnh2G233dIPfvCD6vCY/AytT35y9Blbzd+X/M/5adLdegZXDQgIMDs33pjSK17Ruljmo5ubz7P00EMPpSOOOCI96UlPagnHggUL0pIlS9Lj3XoywLJlo8+qav4+5N9A8m8i+TUlA0ZAgO4499zJn/568MFpXbee/jpDTzzxRDrllFPS0572tJZwbLrppumwww5Lq7v1dOT8Bk7NV8YdO/Lex9VXV0cPDAEBuie/AO/44ye8AO/CrbdO5x93XHqsj3++WbFiRXrxi1/cEo58vOpVr0o333xzdXjM/fePXtAwP5uqORz52Vbf+EZ19MAREKD78ius8yVANt443bh+QT1+/bH3+uM5z3lOOiu/j0UP3X777elNb3pT2nDDDVvCsdNOO6XvduuSLPmJBCee2PqeHfnIr+845pjR13sMAQEBeubxn/wkXbxwYXrz+sV1QdNivs8++6SfdfkihI888kj66Ec/mrbaaquWcGy77bbphBNOSGu7dVHICy9MadddJ/65Kr+y/H//tzp6oAkI0HMXnHlmesYzntGysG+yySbp3e9+d/ptFy6D/u1vfzs961nParn9jdf/9vOOd7wj3dety9LnN3g64ICJ4dh995QuvbQ6eigICNAXa9asSR/5yEfSlltu2bLQb7fddulzn/tc6DeEa6+9Ni1atKjl9vKx9957p+uuu646POThBx9Mlx5+ePpZ9XIu+f3Hv/KVgbqcy0wJCNBXt912W3rjG984YdHfeeed0wUdvhXsvffem97+9reP/JbRfBvPfvaz09KlS6vDQ/IzuE4++eT0oh12SG9bf9vfXn88kMORLyj5wQ+m9MAD1SlDR0CAOXHZZZelPfbYY0JIXv3qV6df/vKX1eEjHnvssfSZz3wmPeUpT2mZk/c9Pvaxj43sg3RD9d/tpeuPY9cfN63/d0tT/LsNIwEB5szYT/k7rP8pvzkI+XUaH1z/U/4DTT/lf+c730nPe97zWsblZ1oddNBB6Y477mi61bipfjv6i/W/HV13/vnV4UNPQIA59+CDD6bDDz98wivFt99++/Txj388vfKVr5ywqL/kJS9Jl19+efWmQvL+zLHHHjvp/sxnP/vZ0P7MMBAQoDZuueWWdMABB0yIRfOx4447plNPPbU6NezMKZ4h9q53vasrzxAbZAIC1M6FF16Ydtlllwnx2HXXXdMvfvGL6vCQa665Ji1cuHDC58ivUbn++uurw5mEgAC1lP9s9L73vW/CM6222GKLdMwxx6SHg6/2vueee9Jb3/rWCbfbj1fJDxoBAWot/xnpPe95z8iflZoX/Lzx/uH89rAdys/gOv7449M222zTcjtbb711Ou6449KjfbxO16AQEKAIN9xwQ9p3330n/Mkpvx3tdM4999z03Oc+t2XeRhttlA4++OB01xxdKXgQCAhQlGXLlo28j8dYCF7+8pdXhzTceOONab/99psQnT333DNdeeWV1eHMkIAAxTnxxBMbMfjQhz5UPZ1WrVqV3v/+96d58+a1hOPpT396Oq2m75ZYIgEBinPSSSc1orB48eLGx9etW5e++MUvpvnz57eEY/PNN09HHXVU+n0B79deEgEBijNZQJYvX55e+MIXTvhz1etf//q0cuXKyi3QDQICFKc5IO985zvTa1/72gnh2G233dIll1xSnUoXCQhQnOaAVF/P8dSnPjUtWbIkPT7El1nvFwEBivPJT35ywm8c+QKMhx56aFq9enV1OD0iIEBx8ivJm+Ox//77p5tuuqk6jB4TEKA4+T3Ox+Lxhje8oXqaPhEQoDiTPQuL/hMQoDgCUg8CAhRHQOpBQIDiCEg9CAhQHAGpBwEBiiMg9SAgQHEEpB4EBCiOgNSDgADFEZB6EBCgOAJSDwICFEdA6kFAgOIISD0ICFAcAakHAQGKIyD1ICBAcQSkHgQEKI6A1IOAAMURkHoQEKA4AlIPAgIUR0DqQUCA4ghIPQgIUBwBqQcBAYojIPUgIEBxBKQeBAQojoDUg4AAxRGQehAQoDgCUg8CAhRHQOpBQIDiCEg9CAhQHAGpBwEBiiMg9SAgQHEEpB4EBCiOgNSDgADFEZB6EBCgOAJSDwICFEdA6kFAgOIISD0ICFAcAakHAQGKIyD1ICBAcQSkHgQEKI6A1IOAAMURkHoQEKA4AlIPAgIUR0DqQUCA4ghIPQgIUBwBqQcBAYojIPUgIEBxBKQeBAQojoDUg4AAxRGQehAQoDgCUg8CAhRHQOpBQIDiCEg9CAhQHAGpBwEBiiMg9SAgQHEEpB4EBCiOgNSDgADFEZB6EBCgOAJSDwICFEdA6kFAgOIISD0ICFCco48+uhGQAw88sHqaPhEQoCj33HNP2mqrrRoB2XjjjdPNN99cHUYfCAhQjByPXXfdtRGPsWPHHXcUkTkgIEARpoqHiMwdAQFqrxqPzTffPO2xxx4iMscE5P9tcNIGjQOoj8niccEFF6RPfOITLR8Tkf7ry2oZWZxnOueHd/0wHbri0LT70t3TDl/fIc1bMi9tc/I2aaczd0oHLz84nfWrs9K6J9ZVpzXM9PMBvTdVPLIVK1Y0Pr7zzjun+fPni0if9WW1jCzOnc655YFb0j7n7tMyfqrjmWc8My1buax6EyM6/XxAf7SLR7Z27dq09dZbj5zLz8S67LLLRKTP+rJaRhbnTubk3zq2+9p2jXEvXfbSdOrNp6ZfPfir9PDah9P9j9yfrrr3qnTElUekBacuaHt7nXw+oD+mi8eY/fbbrzHmnHPOST/96U9FpI/6slpGFufp5vz6oV+n+afMHzm/0Zc2SifecGJ1SIsck4OWHzTl7U33+YD+6DQeWfM+yKGHHjryMRHpn76slpHFebo5+39n/8b5f/nJv1RPT2nxFZNf9mC6zwf03kzikTXvg+y+++6Nj4tIf/RltYwszu3mXHvftY1zeV+j3eZ4p9p9PqD3ZhqPrLoPsnr16sY5Eem9vqyWkcW53Zwjrzyyce7Yq4+tng5p9/mA3orEY0x1H6SZiPRWX1bLyOLcbs5ey/ZqnLv4zourp0PafT6gd2YTj2yyfZBmItI7fVktmxfnyFG142k7Ns7d/fDd1dMh7T4f0BuzjUc21T5IMxHpjb6sltUgzPSo2uzLmzXOPbLukerpkHafD+i+bsQja7cP0kxEuq8vq2VkcW43R0CgbN2Kx5h2+yDNRKS7+rJaRhbndnP8CQvK1e14ZNPtgzQTke7py2oZWZzbzbGJDmXqRTyyTvZBmolId/RltYwszu3meBovlKdX8cg63QdpJiKz15fVMrI4t5tzzX3XNM49+xvP9kJCqLlexmNMp/sgzURkdvqyWkYW5+nmvPK8VzbOH3fNcdXTU8oXVpzMdJ8PiOlHPLKZ7IM0E5G4vqyWkcV5ujkrH1rZuBLvxl/aOH3x51+sDmmx6tFV6R+W/8OUtzfd5wNmrl/xyGa6D9JMRGL6slpGFudO5lxy5yVp269t2xi38OyF6bRfnjYSlzXr1oxE4+p7r05H/fiokTeZand7nXw+oHP9jEcW2QdpJiIz15fVMrI4dzrn5tU3p0XnLGoZP9WR90vOXnl29SZGdPr5gOn1Ox5jIvsgzURkZvqyWkYW55nOufSuS9MHfvSB9OdL/3zkzaPyW9o++eQnp+ef+fyRt7TN4Wi32T7TzwdMbq7ikUX3QZqJSOeslkDXzGU8stnsgzQTkc4ICNAVcx2PbLb7IM1EZHoCAsxaHeIxZrb7IM1EpD0BAWalTvHIurEP0kxEpiYgQFjd4pF1ax+kmYhMTkCAkDrGI+vmPkgzEZlIQIAZq2s8xnRzH6SZiLQSEGBG6h6PrNv7IM1EZJyAAB0rIR5ZL/ZBmonIKAEBOlJKPLJe7YM0ExEBATpQUjzG9GofpNmwR0RAgLZKjEfWy32QZsMcEQEBplRqPLJe74M0G9aICAgwqZLjkfVjH6TZMEZEQIAJSo/HmH7sgzQbtogICNBiUOKR9WsfpNkwRURAgIZBikfWz32QZsMSEQEBRgxaPLJ+74M0G4aICAgwkPEY0+99kGaDHhEBgSE3yPHI5mIfpNkgR0RAYIgNejyyudoHaTaoEREQGFLDEI9sLvdBmg1iRAQEhtCwxGPMXO6DNBu0iAgIDJlhi0c21/sgzQYpIgICQ2TVqlVpyy23HKp4ZM37INtvv331dN9VI7LJJpukG264oTqs9gQEhsjXv/71xqKVj8WLF1eHDKSHHnqo8TVvuOGG1dNz4stf/vLIv0tdfjOKEBAYIo8++mhasGBBY9HKm8qnn356ddjAWb58eeNrfuYzn1k93XcXXXRR2mKLLRr/Tvm3wjvvvLM6rPYEBIbM7373u7Rw4cKhisgxxxzT+HqPOOKI6um+qsbj+c9/frr77rurw4ogIDCEhi0iixYtanyt559/fvV03wxSPDIBgSE1LBFZs2ZN2myzzUa+xnnz5o183XNh0OKRCQgMsWGISPP+x5577lk93ReDGI9MQGDIDXpE5nr/Y1DjkQkIMNARmcv9j0GORyYgwIhBjMhc7n8MejwyAQEaBi0ic7X/MQzxyAQEaDFIEZmL/Y9hiUcmIMAEgxKRfu9/DFM8MgEBJlV6RPq9/zFs8cgEBJhSyRHp5/7HMMYjExCgrVIj0q/9j2GNRyYgwLRKjEg/9j+GOR6ZgAAdKSki/dj/GPZ4ZAICdKyUiPR6/0M8RgkIMCMlRKSX+x/iMU5AgBmre0R6tf8hHq0EBAipa0R6tf8hHhMJCBBWx4j0Yv9DPCYnIMCs1C0i3d7/EI+pCQgwa3WKSDf3P8SjPQEBuqIOEenm/od4TE9AgK6Z64h0a/9DPDojIEBXzWVEurH/IR6dExCg6+YqIrPd/xCPmREQoCf6HZHZ7n+Ix8wJCNAz/YzIbPY/xCNGQICe6ldEovsf4hEnIEDP9SMikf0P8ZgdAQH6opcRiex/iMfsCQjQN72KyEz3P8SjOwQE6KteRGQm+x/i0T0CAvRdtyPS6f6HeHSXgABzolsR6XT/Qzy6T0CAOdONiHSy/yEevSEgwJyabUSm2/8Qj94REGDOzSYi7fY/xKO3BASohUhE2u1/iEfvCQhQGzONyFT7H+LRHwIC1MpMIjLZ/od49I+AALXTaUSq+x/i0V8CAtTSdBGp7n+cd9554tFnAgLUVruINO9/7LLLLuIxBwQEqLWpItK8/5F/AxGP/hMQoPYmi0gOxdg/i8fcEBCgCNWIVA/x6D8BAYoxVUTEY24ICFCUHJFtt922EY+8/yEec0NAgOJ86lOfagTkoIMOqp6mTwQEKM5JJ53UCMjixYurp+kTAQGKIyD1ICBAcQSkHgQEKI6A1IOAAMURkHoQEKA4AlIPAgIUR0DqQUCA4ghIPQgIUBwBqQcBAYojIPUgIEBxBKQeBAQojoDUg4AAxRGQehAQoDgCUg8CAhRHQOpBQIDiCEg9CAhQHAGpBwEBiiMg9SAgQHEEpB4EBCiOgNSDgADFEZB6EBCgOAJSDwICFGfJkq+lTTfdbuT4538+tnqaPhEQoDinnnpuWrBgn5HjYx/7cvU0fSIgQHHOPHNFet7zDhs5/vVfz6uepk8EBCjO0qU/T7vvftLI8fnPX1E9TZ8ICFAcAakHAQGKIyD1ICBAcQSkHgQEKI6A1IOAAMURkHoQEKA4AlIPAgIUR0DqQUCA4ghIPQgIUBwBqQcBAYojIPUgIEBxBKQeBAQojoDUg4AAxRGQehAQoDgCUg8CAhRHQOpBQIDiCEg9CAhQHAGpBwEBiiMg9SAgQHEEpB4EBCiOgNSDgADFEZB6EBCgOAJSDwICFEdA6kFAgOIISD0ICFCciy76VSMgp59+XfU0fSIgQHEef/yJ9NWvXpNOPPHKtGbN2upp+kRAAAgREABCBASAEAEBIERAAAgREABCBASotbHXe+TjRS86Kf3iF/dWh7RoHj+VTsZUReYMOgEBaq154c7Hu97139UhLTpZ6DsZUxWZM+gEBKi1akDyccUVt1eHNXSy0HcypioyZ9AJCFBr1Xjk4+//fml64onqyFGdLPSdjKmKzBl0AgLUWvPCveeeX2n8/+9975bq0BGdLPSdjKmKzBl0AgLUWvPCfcIJKxr//4ADvpHWrn28Oryjhb6TMVWROYNOQIBaa164V69ekxYuPLnxz2ee+bPq8I4W+k7GVEXmDDoBAWqtunB/6UtXN/75ZS87NT38cOvVeKvjJ9PJmKrInEEnIECtVRfu3//+sbTvvqc0PpaD0m78ZJrHRA5GCQhQa5Mt3PlNpMY+ttdeX03337+m7fiqahBmejBKQIBam2zhfvTRdWn//U9vfPzTn76s7fiqTsZUReYMOgEBam2qhfuss25sfPwlL1mS7rjjwbbjm3UypioyZ9AJCFBrUy3c+W1tX/OabzbOHXnk99uOb9bJmKrInEEnIECttVu484sJx87lCy3edNN9bceP6WRMVWTOoBMQoNbaLdz5ciZ/93dLG+ff857/bjt+TCdjqprnrFy5Kp1yyrXpne88N/3VX50x8ie0RYtOTm95y7J0xhnXj+zRDAMBAWptusX+hz/8dcuY6cZnnYypqt52u+Nv/ubbadWq8WeGDSoBAWqtk8X+H/9x2YRFvN34TsZUNc/Jey//9m8r0uWX35Zuu+2Bkd84fvOb36VvfeuGkd9E8pgPf3h59SYGjoAAtdbJYn/NNXdNiEe78Z2Mqep0zsUX/2pkzN57f616auAICFBrnS7c733vebUISH6lfB6Trxw86AQEqLVOF+78DKz8TKxOxncypqrTOVdddcfImLe97ezqqYEjIABdkn/7eN3rvjUSkB/96Lbq6YEjIABdsGbN2pHfOnI8jjvu0urpgSQgALOU36fk4IPPGonHBz7w3bRu3cQ3uhpEAgIwC7ff/kDjkir5hYXD8iLCTEAAgq677jeN9ybJzwJ75JHWN7cadAICEPD979868lTdHI/Fiy+c9P3ZB52AAMxQfkOrPfb40kg88nuR5CsDDyMBAZih5teEtDsG/XpYAgIwQ9VQTHUICABMQkAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEg5P8APXbG6zq+6gMAAAAASUVORK5CYII=)
PN: 4257-5-03
CAS: 1172097-47-0
Molecule Weight: 163.6
Formula: C6H10ClNO2
![3-Aminobicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 4257-1-28
CAS: 406947-32-8
Molecule Weight: 127.143
Formula: C6H9NO2
PN: 4157-5-13
CAS: 62000-69-5
Molecule Weight: 167.63
Formula: C6H14ClNO2
TSCA: Not listed on TSCA inventory