![tert-Butyl N-[3-(aminomethyl)oxetan-3-yl]-N-methylcarbamate](data:image/png;base64,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)
| Product Number | 4H56-1-0RR |
| CAS | 2273191-73-2 |
| MDL Number | MFCD31632902 |
| Molecular Formula | C10H20N2O3 |
| Molecular Weight | 216.281 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0RR
CAS: 2273191-73-2
Molecule Weight: 216.281
Formula: C10H20N2O3
![tert-Butyl [3-(aminomethyl)oxetan-3-yl]carbamate](data:image/png;base64,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)
PN: 4H56-1-0S7
CAS: 1802048-96-9
Molecule Weight: 202.254
Formula: C9H18N2O3
![tert-Butyl N-[3-(aminomethyl)oxetan-3-yl]-N-cyclopropylcarbamate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABZtAAAWbQGS+Wn8AAACW3pUWHRtb2xTb3VyY2UAAHichZVtb5swEID/yonPw/hsXqOQqmo1aVLbSWsn7dvkgJMiBaiA5uXf7wxJGkIGAnT2+Z4723c287t9voGtruqsLGILGbdAF0mZZsU6tn6/fbdD624xT8iIDIs6tt6b5mPmOLvdjiXvOlf7smBJmVvd+GxfZz2bnWRltXYE5+j8eX56bRk7K+pGFYkmqs5mdat8KhPVtLP4TwgnV9U2K5zO3Mmrbeftr+Dm5Wxfp9bXWh5o7J5QWGUbDauyylUDW8EZvfwbrHWhK9XoFJYHUkvm0toX8+fHMvnMddFQ03jIErV5barPhBR5udHJJzmjxo/H2MqRANWU+X1VqQOYllErBCVASVAuKA+UDyoAFYKKQCGnj8aRDJAskEyQbJCMMKC932gT/O3woWkF0D0/2+8FHs7PS6el7ROx5bIgIL+0Ahm4IJjvk3BpmW0PuQyAkwnnJ2Fz5vmkPUmzJb4EG5mURo0sjIgliaKTXf/o2qad4hTQlkxIpII5CFM5Al2fXLkuCaRAoTABwjBCI6Xw3K/RKCRx0hr/vpGSYWSsj7Lvi5SI0aVL6iJ0cSkPzjkRi/myLNKLJmRpbC3RajP0S69qcUySBWWV6opmbxwY00tA9AGT0nFADgB3HHAHgDcOeH3AFNc44PcBU4pnQNwCggEQjkcI+4Ap83Eg6gPtoRgnzHgvde0hmmBwGGYKEYOl4ESJ4FXKu2M9wVxlvbsGJhjvRpyJWsGr3HfXzARzlf7TtTTKhDfmdpNxLs6lc7pMqTm4aJ2LW9ihf8/iH+M+637OZ95BAAA0F0lEQVR4Xu3dB7gU1cHGcXsF1CgSFZVgiaLGQlGUoIK9Y0FNzAdW7LFHoyikGAsYjfopIoryoQL2FrFhxwJWsKBEEUVARBARqefb92xm2Hu4Zfbcnd2dmf/veeYR95zdnd07O++UU5YzAAB4WM59AACAKAgQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQIrQtu0AuzQkar1CwXM6drzdTJkyxy0O+bw2AMSBAClC1J131HqFgudo6d37ebc45PPaABAHAqQIUXfeUesVCp6jM5D27W8zEyZ851axfF4bAOJAgBQh6s47ar1CwXP693/N/vess550q1g+rw0AcSBAihB15x21XqHgObNmzTOdO99p/z127BS3mtdrA0AcCJAiRN15R61XqPA5gwa9bf/do8dDTi2/1waAOBAgRYi6845ar1Dhc+bNW2j23XeI/f/nnvtPnfUAoJIIkCIEO++oSzHc5zzwwIf2/w8/fJhZtGhxnfUAoFIIkCK4AdHQUgz3OQqNbt3us48pTOqqBwCVQoAUIerOO2q9QrU959lnJ9rH9ttviL2sVVc9AKgEAqQIUXfebr2PP/7WXH31K+aoo4abXXcdZA44YKg5//yRZvz46XU+J6Ab6XpcN9alrnoAUG4ESBGi7rzdevp3r16PmXff/caeSSg4jj32ftthMLhJ7j4nMGbM1/bx3Xe/0zbxraseAJQbAVKEqDtvt9711482S5YUVMhRT3PVOeKIYfb/3ecUUqdClV133eh66wFAOREgRYi6845ST2ciqqOhS6S+5yhsdLaiuvXVA4ByIkCKEHXnHaWeLl2pTtBZsKHnaIDFoE599QCgXAiQIkTdeTdUb/bsn81BBw01nToNMuPGTbOPNfScr7/+weyyy8AG6wFAuRAgZTZ//iJ7Q33vve82EyfOdIsBIDEIkDJavHiJueCCkea3v73DfPjht24xACQKAVImaoWl+xg77zzQjB492S0GgMQhQMrkyitfNu3aDTBPPvmpW+Rl+vS5ZtiwcWbatB/dIgAoCwKkDP71rzfsje+hQ993i7wFE0+deOIjbhEAlAUBUgaFzW9rW374Yb77lAY9/XR+nCwtI0d+5hYDQOwIkAQ74YRHbIAceODQcLBFACgXAiTB1JJLPdQVIgMGjHGLASBWBEjC9e37gg2Q3XYbZKZOneMWA0BsCJCEmzFjrunc+U4bIpdc8qxbDACxIUBS4K673rUBombCGjIeAMqBAEmBBQsWm8MOu9eGyHHHPWB7vANA3AiQlHjxxS/CZr2PPPKxWwwAJUeApMjppz9hA0QDNc6du8AtBoCSIkBSRKP7duiQH/L9hhted4sBoKQIkJS5+upXbIBo7pAvv5ztFgNAyRAgKaPJqrp0ucuGyLnnPuUWA0DJECAppFF6gxvqr7/O0PEA4kGApNCiRYtN9+4jbIAcddRw+/8AUGoESEq98cZX4VnIffd94BYDQKMRICl23nkjbYDsuedgM2vWPLcYABqFAEmxyZNnm44dbzc77XSz+ctfHnaLAaBRCJCU69//GdOq1fFmww33NuPHf+IWA4A3AiTl5sz5yWy55R5mpZWamq5du7rFAOCNAMmAO+64wyy33HJ2eeihh9xiAPBCgGTAkiVLTLt27WyAbLbZZubnn392q6DQnDnG9OtnzO67G7P++sasvLIxzZsb07mzMddemy8HQIBkxauvvmqWX355GyJXXXWVW4zASy8Z06JF7pexXN2LQuXFF91nAplDgGTI7373OxsgTZs2Nd98w8RTy3jtNWNWWSUfEm3bqku/MfqeFiwwZupUY0aMMKZ9+3y56o0e7b4CkCkESIZMnjzZrLnmmjZEevbs6RZn2/z5xmy6aT4cevRQd363Rp4eV7nqtWqVfx6QUQRIxvTt29cGyAorrGDefPNNtzi77rgjHwpt2jQcCirfeut8/TvvdEuBzCBAMuann37KHWhvakNk1113tTfYkXPooflAGDDALandrbfm63fr5pYAmUGAZNCwYcNsgGgZOnSoW5xNLVvmA+HTT92S2k2YkK+/ySZuCZAZBEhGde7c2QZIy9yO88cff3SLs2e11fKBMC/imGG5Mzlbf/XV3ZKyCw4GGhK1Xl3U/Pu2224zBx98sN1uVst9Z82aNTM77bST6d27t5k+fbr7FKSc/9aERHv77bftfRDtUPTjzzwCpF6vv/567mRrk/A1alvUQONO7gllit/WhFQ46aST7A9/9dxO8IsvvnCLsyW4hPXZZ25J7aroElbUYIhaz6XwWHXVVe1z27Zta+6++267veiMZNasWWbMmDGmT58+pnnz5l6vj+Tir51h06ZNM2uttZb90Xfv3t0tzpYE30SPGgxR6xWaP3++adWqlX1er169zKK6mjcbddCfY3qoiTMyo7itCanTr18/u3NQL/UXs9y7OsHNeKMGQ9R6hYJx1HbYYYd6wwPZVNzWhNTREeaWW24Z7iQWL87o9LfFdCRUJ0zVU/2GwqYMogZD1HqFDjvsMPsc7m2gNsVtTUilxx9/PNy5qJVNZhUOZdKunTHDh+eHMNFQJtOmGXP//cZ06JAvVz3VrwJRgyFqvUIbb7yxfc7EiRPdIoAAQd5+++1ndxS/+MUvzMyZM93i7NBlPA2WqB1tXYvKX3jBfWbFBMEQdSmGmurqOfOitk5DphS3NSG1Pvzww7BZ7wEHHOAWZ0swnLuGb19vPWNWWin/306djLnmGmN++MF9RkW5AdHQUgwCBPUpbmtCar3yyivhDkaj9iI5ogZD1HqFuISF+hS3NSGVdONc7fu1o9h8883tjXUkR9RgiFqvEDfRUZ/itiak0qBBg8Kdy8MPP+wWo8pFDQa33tixY81pp51mtt56a9uZdIMNNjBdu3Y196uxwH/RjBf1aXirQ6r98MMPpkWLFnYnsddee7nFSAA3GOri1tNozIMHDzaffPKJHaX5gw8+sNuA6lx++eW2js5Gg9GbTz311HpDRB0JmWcmWxre6pBqF110kd05rLTSSmbcuHFuMRLADYa6RKmnScdUZ+211w4fKxzKpF27dmbIkCFm0qRJNlxmz55tz2Q0zwxDmWQPf+0M+/TTT8Mdw5lnnukWIyGiBINEqaepjlVHN88LjR49OryhXtfSpEkTe0aD7Kh/a0KqHXLIIfaHv+6665rvvvvOLc4edRb861/zAyXWR818//EP3URwSyoiSjBIffV0aUqXsg466CB7P+TBBx90q9jBEwcMGGAOPPBAs9FGG9mDj6ZNm9rh3HXJi+Hcs6f2rQmp9/TTT4c7lJtuusktzqbzz9deNj+wYn3698/Xa9/eLUmkwrMIDdme6THRUBQCJIMWLlxottlmG7vD2Hbbbe3/I6dXr3wwNNSY4C9/ydfTgIopofsZukyl7UGdB5988km3CrAMAiSDbrzxxvCI85lnnnGLsyvDARJ466237HbRRqMSAw0gQDJmxowZdrwr7SQObehSTdYQIHZ6Y20bur8BNIQAyZgzzjgj3EF8FnX2vawgQMxLL71kt4/tt9/eLYpMsxU+9dRT7sNIIQIkQ9RRTP09tIP405/+5BYjYwGiToO6hPntt9/aqWl132OzzTaz20hj7oGoZ7u2sUxPDWDyrdb0HRx88MGmZcuW9t5Ss2bNbKu13r1719pqLbi03JCo9eJW+TVA2WiYCm10v/zlL20PdDgyFiCvvfaaOfroo23/DoWGhjI54ogjbMfBxgjGz1LHwu+//94tzgR9h2rRFuzoa1vWXHPNZcYYixoMUevFrfJrgLJ46KGHwo1O4xuhFhkLkLh89NFHZuWVV7bb2rnnnusWp15hz30NUnr33Xfby3o6I9GZ3pgxY0yfPn1q7bkfNRii1otb5dcAsdOGq0sT2uA0FMWSJUvcKhACpGTOOeccu70pSD7++GO3OLXUHLpVq1b2s/fKbU8NjR3WQ9MnF4gaDFHrxa3ya4DYXXXVVXZjW3755c2rr77qFiNAgJSMLl0FR9hZmqCssaMXRw2GqPXiVvk1QKw0tpGGm9DGxkRRDSBASurWW28Nd3SNuSmfJI2dPyVqMEStF7fKrwFipeG1taHpht2XX37pFqMQAVJSOgJXc2Btf7/+9a/NggUL3Cqp09gZHKMGQ9R6cav8GsTkP//5jx2WQTvQLGy4tVGv4mCecw23jQYQICU3atSocGd33XXXucWp09g55IPvKupSaZVfg5jsscce4Zeso5+snEIHdKNcEwbp82tCIE0YhAYQILE48sgj7XaoOUZq6/uQJgRICrz99tvhkXfhopt5GrI6C4YOHRp+7mHDhrnFqA0BEovPP/883LGqZVKacQkrBTp37my/XPX+1JAKwXVYLWpWeN5559n22Gk1d+5c+9n1efVdICICJDaXXnqp3R5XXHFF8+6777rFqVGpm+hR5rePQ8NrmjA62g6+XB2Fi27mqUXIeuutF5apiaGGGVi8eLHzCsmnYRL0GXUWprMxRESAxEaDNGoSKm2Xu+++u1ucGpVqxhtlfvs4NLymCaIvTtf79aXpC3U7zKltujo4Bb1kgz/0Cy+8UKNekqnHq45A9NlOOukktxj1IUBipbnUg9/diBEj3OJUUEfCYB906qmn1hsi6kioRj6F3GCoS5R6tc1vX2r1r0HCqKWRvjAdeb/55ptucUg9Y/fbb7/wj6DlqKOOstdqk6579+7286y11lpmmqZoRXQESKx0QLfLLrvY7VO9tX1vNFcLHbDq0pF7FaNwKBON/KDgnDRpkg2X2bNn2+doXxX3UCZ1zW9fSvWvQYIobdXXQV+Ym+p1eeKJJ8yWW24Z/jF0o0+Xf3S6nUSailS9zfVZ+vXr5xajIQRI7N54442wgctfNf98AikIdblI9xn0OTRPvEuzOwY31OtamjRpYl+nUJRgkPrqRZnfvlRqX4MEUi9rfaHqda3kjUp9RPr3729P84I/iq7V6qghSXQUtOOOO9r1VyjqaAfFeTkXIANz39+TDQTI27kAUb0RBIiX//mf/wl3oF999ZVbXNU0gnGHDh3CfYVGMX744YfdapbGoFO4HHjggXaforMS7Z80nLvuS9TWpLm+YChUV73gcS3lmN9+2TVIII3vFBx5a9wnH/pjnnzyybaVSPAH6Nixoz1iSgI1CAjW+7HHHnOLEcHfcwHSNvf9ndZAgAzMBYjqHUmAePn6669teGhbPe6449ziqqSg07oG+xkte+65p3n//ffdqhVXzvntEx8gOp3UdUb9QTXirFK/Md555x3bSiTYSLTBaMTMKVOmuFWrhpokr7/++nZ99913X7cYEamPgr5DtV6pz19yAaJ6ajIJP1deeWX4+9LOrlrpPo0utQWXx7W0bt3aPPDAA27VqlOO+e0THyBBszktmvOiVNQcOBiWWYtOPbXRV+OlofPPP9+uo1qXffjhh24xIiJAykcHer/61a/s96hLQm6LyWowfPjwGvsAnTX9/e9/b/RBarmUY377RAeIZtXT7Hr6ktRpptR09KGdhXv0EedNqWLpZtkqq6xi1+2Pf/yjW4wiECDlpaP44Hfl3kyuJHV0TNpViNqUYn77hiQ6QDSvt74g3chSx5m4qIWXrn8GG5SWLl26xPqeUekGndZHnSRnzpzpFqMIBEj56T6CvssNN9zQ9ouoJM0N794HVbPjJNwHjWt++4YkNkA+++yzsK31GWec4RbHQi0w2rdvH25c+uNo+IAZM2a4Vcvi3//+d7gu//u//+sWo0gESPm999574Q77kksucYvLQi0xNVKw2xJTU9EmRVzz2zcksQFy6KGH2j/0L37xi7LuwHWtVuPcBG3AtayzzjrmhhtuMAsXLnSrx0YbvXZgev/f/OY39fZ4RTQESGXoIEzfp1oMaRqGctLRuUbrDn7LWofLLrsssX3Byi2RAaJTteAP/q9//cstLgvdf9ERU3AWFOxQRo4c6VaNxfXXXx++7/PPP+8WwwMBUhm67KKDMH2n3bp1c4tjodEo9t9///A3pEXDzqdhNIpySlyALMod5R+w7bb2D77NNtuU9ai/Nhq2ORiBM1gOPvhgM2HCBLdqyRT+4A4//HC3GJ4IkMopPCB67rnn3OKS0Xh45557bo3x8HSTOU3j4ZVT4gLkPzfdZHrn/ugH5JYXnn7aLa4YbfTquBNslGoZdeGFF9qxb0pNg7TpPSpxyp9mBEjl6EAwuCS73XbblfySrF5PvcILR+TWv/VYqd8rS5IVIN99Z8y665qPcn/8UYcc4pZWnDbEm2++ObeK64YbqTr43X777csMuOarGm46phUBUlmauyf43ZSyUYjOLtw5gXQWorMRNE6yAuTMMzXYizHqGPPpp25p1VBz2rPOOsu2hgg2Wo1/8/LLL7tVi1ZNzR7ThgCpPA0AGJwdNLZZuu5nBNPpBovue+j+B0ojOQEybpzJ7ZHzAXLRRW5pVVKv8L333rvGBnzMMcfYoZ19FHa8uuuuu9xiNBIBUnmFHWPPPvtstzgStaBSS6pgGl0tamkVZ3+IrEpOgOR2xDY8WrRQEyi3tKo9+uijZosttgg3Zg2xfMUVV9ipZ6NSr/hg6Iedd965Kod+SDoCpDo0Zmge9d0IZj7Uor4d6uOhZu8ovWQEyCOP5MNDy6BBbmkiaAyta665xjRr1izcuNXp55577nGr1kpj8Og51T74XJIRINVBDU+KHRxUvcWDyaq06D6hepWrxSLiU/0BosELN988Hx5t22riC7dGokydOtWccMIJ4aQ6WnbbbTczZswYt2qocPjrP/zhD24xSoQAqR4DBw4Mfx/1TU+g8ak0TlXhMOsax0rjWSF+1R8gV1+dD4/cBmJeecUtTSwFRqdOncKNXoGiYFHAuJI8AU+SECDVo3CCNF3+dUfB1oi4OisPDqy0aORcjaCL8qnuANHMgs2a5QPk2GPd0lTQJSzNHBb8CHSJ6+pcaAY/GI1lE5yt/O1vf3OejVIiQKqLRpMNziyuvfba8HE1JtGo2MFvRqNla86OpM+xnkTVHSDHH58PjzXWMObLL93S1Pjpp59Mnz59ch9zjfBHsfnmm9upMnXDPDi64gcSLwKk+nTv3j08sFJ/jqAZuxaFi0bJ5qy8cqo3QHRPIHfkbQMkt3PNgi9zIXls7kwr+IEULvfff79bHSVWW4BoTmnNePnPf/4zfIwAKR81eQ+a4xbe59AkVBqBFpVVnQGiJqq77ZYPj002MaaI5q5poA6HwfXf4Idz5plnmu/UEx+xKQwQfdf6zgsbO+y3337mo48+IkDKRMObaJTrwnGr1MFQk0/RjL06VGeAqGmrwkPLffe5pZnw5z//OfzRBIuGSLnpppsqPoBkWgUBok5nhcPRFI4ooJ1Zx44dCZCYaVTrYGyswmXXXXd1q6KCqi9AdLax8cb58OjUyS3NBA2QGJy2H3/88eaiiy4Ke+dq0SjEzz77rPs0NFIwjEaw6DvXd68xk2677TbTvHnzGuWaTpmB+EpLo1i7fwcN8a5LiMH/35fRg8pqVH0Bcvnl+fDQ/Y+xY93STNBMYvqhqBft9OnT7WOffvqpHSa+8IelYeQ1MyMaR9+hOyT/IYccYr/zQpoq9Lzzzqsx5akm8xo1alSNeiievtsLLrigxoGSRuUNhnbXJSudfehxtVpUwxNUXnUFiMaIUosrBciJJ7qlmaCdUfADKrxxG3j66adNmzZtwjqa0Oriiy+2E1yhOPrO9N0VTgqmeVYaGglWTavVKq4wcBT6DK1fPPX30GjVQc9zLbp8qL+Be3b31ltvhfek+vbtW6MMlVFdAXL00fnwUN+PWjrUpZ1+MMGw01tttVWd4/foHohmYtR0vsGPTpdTNNUuNxcbFkxLrO8s+P70Xeo7Leb+kuakd6dDvfTSSxklOSL189Ao1cH3p/tLGkCxvlF4dUlXddXkXa0WUVnVEyC5jcn2NleAFHQaypJbbrkl/DFFGTlULYVOP/30Gjd527dvb1599VW3Kv5L342+o+D70nen79C3hZtCXoP16XJj8JoazE+D+qF2app7dO5gMfi+tOyzzz6RBk785ptvTNOmTe1z1OQdlVU9AdKxYz48ttgiP/5VxuhGbXCT9oADDnCL6/XBBx+Yrl271vhB/v73vzeTJ092q2aWvgt9J4Xfkb4zfXeloEH7TjnllBr3RzS4ny53IU+jT2sUao1GHXxHGqakvrGuaqORGvRcNW9/JUXDGyVR9QRIhw75G+cRjrzT6JxzzrE/Ct1E9J3w5qGHHjKbbbZZ+OPUEA+6VpzlHuz67PoO9F0E34u+I31XcdAgfnvssUf4XtrJaSwzDYiZZUOHDrWjTwffy1prrWWHJ3HHuIpCzwm287Zt25Zstk8Ur3oC5McfNYWY+2gmqHNa0FlKrXwaQz+uf/zjH+FpvpZNN93UDBs2zK2aevrM+uzB96DvRN+Nz06rWCNGjAjnb9GiQf/6/e1vZuHPP7tVU003vjXadPA96Cb4iSeeaKZNm+ZWLYqG+Qle84477nCLUSbVEyAZph7O+iHoEpaaM5aCrhX37NkzbLWyyirrmEMPPdeMH5/+I+H3359gunTZv8ZOS9+FvpNy0oixGuQvGDG2a265NxcqCzIwLM2CqVPNPccfb1oW9OT/7W9/a8aWsGm+RgzQ66oxBK0QK4MAqbDHH388/IENGDDALW60N99807afX2ut35hWrXrmTvlvzO3UXjQzZ6bvspY+U9++z5rWrXvmPu+29jvVZ9d3UEka7O/cP/zB/Gn55c2Y3DoZLXvuacx777lVk09nd1ddZeY3a2buzn3Og5bL99u499573ZqNNm7cuLABiTp8ovwIkApSC56gGegOO+wQ67XcBx4YldtnXZsLkAF22X33O82QIe+ZhQvje89y0WfQZ9Fn0mfbeuvLzI47/iG306quI/0Zo0ebJTvvnA8QLSuuaMypp+YKZrhVk+nhh5dO/pZbPlxjDTOqTx8zL8ZOfxqvTL8f9eVxO34ifvEGiNrD9+tncr9sY9Zf35iVVzameXNjOnfON9XNeHv5/v37h2cfGqo6bj/9tNDccstbpmPH28Mg6dbtPvPyy5PcqomhdddnCD7PrrsOyn3GN3OfNf77HF7UT+euu4zZcMOlQbLOOsZcf72S0K2dDLkzAaMRjIPPo+V3vyvLFAxqfh30h9LoASiv+AJE/TpatKi5UbmLQuXFF91nZoKGKFFLFG34Rx11lFscqylT5piLL34m3OlqOfPMJ8znn3/vVq1aWletc+Fn0GfSZ0sEHTz9+c8md+i89Pew1VbGPPWUW7N6qe9M7gzArLTS0s+gaafL3LT2xhtvtL8jLc8884xbjBjFEyAap3+VVZZuUGoBpBuY6lmtHuYjRhjTvn2+XPVyp/ZZc/LJJ9sNXm3iP69Q67OxY6eYY4+9P9wB77zzwNwJ46vmhx+q9OjdaPiR+XYdta7Beusz6LMkkoY/OfzwmgdWBx5ozCefuDWrh86UbrrJ5A79l66zDhbVGirGy7B10egBGmBUvyf9t5jRBNA4pQ8Q3UTbdNP8RtWjh8bncGvk6XGVq16rVpnqPPjOO++EraMuu+wyt7isFi9eYh566COz1153hTvkrl3vMg888KEtqxZal/vvH2/XLVhPrbPWvZrW09vzzxuz3XZLd8g6sDr/fI0y6NasLI0CndtJ11hP3cCePdutWVY68wjOQnRGgvIofYDoKEQbVps2DYeCyjWngurfeadbmlqdO3e2G3rLli3Nj+r/UgXmzJlvrrtutNlll6VH9sccM8KMGVP5Zr9aB61LsF5ax3/+c7Rd51TRQdUttxiz3npLd9C6ZzhwYEWO7GvQqM+HHrp0vbTonkMV3bg+NLd++l3pnojv0DQoTukDJNjIojZJvfXWfP1u3dySVBo+fHh4pPR///d/bnHFTZo0y5x99r/DnbWWCy982nz9dfnb2es99d6F66J10zqmmgYT/OMf841Ogp31jjtW5n6h+lf86U9LL0kHB4dVeK9BrbCCkZXPOOMMtxgxKH2A5I6q7UYW9chkwoR8fU1dm3KawyAYBlyz2lXzyLmvvvqlOeKIYeGOWy23br75TTN3bu0jBJeS3kPvVdhaTOuidcqUjz4yZt99ax71d+9uzBdfuDVLT9umrib88pdL31v3PHR5qIrvMag/iH5f6h+ifiKIV+kDZLXV8htb1PGX1EZc9Vdf3S1JnWAubd3/qHTntijUv2Lo0PfNHnvk+1do2W+/Iebxxz+x+xdXYdjU1xoqqOfSa+q19R5BnT33HGzXIQ39VbxpsMEtt1y6I9dvRROv1XeJuDFN6N94w5h27Za+n1pZ6Yg+AZeF1CM9GKZfPdURLwKkTDQabDCgXw81HkiQ77+fZ/7+95dM+/a3hTv2Hj0eMtOnz61RLyjT0rv38zXKCtUWIHotvWZQpvfSe+q9YfItGLXjX2utpTv2K690a+U1pgm9UrxJk6X1unbN9/NIEI2NFVwm1phZiE/pAyS4hBV1qtWMXMIKhhLXgH5TpiSzyemECd+ZU055LNzJDx8+vkZ58LjOQBQAql+b2gLk0Uc/CR/Xe9T13MzTIIQnn5zv8f3f6V5rKEUTejUrVp2E7nw1okO73BmUfm8atbccg2dmVekDhJvoy9AkRhrWWxu0RoNNulGjPjf9+7+2TH+RIABUpv+edVbtQ/PXFiB6rdtuG2tfG55oQh/SPCHBb+6qq65yi1EipQ8QmvHWoBvlwQx4rVu3tiO0plUQDLNmzTOdO+fvm9TWwa+2AEEJ8NurQTMWBmf95R6JOStKHyDFHAX17Jmvp/oNbfAJpbm3g+uxDz74oFucKoXBMGjQ2/bfuq/hIkBiwtl/DZozXXOn67enudRReqUPECm8DqvWHMOH56+/6jqsruFqPgTNQKhy1VP92uheQaU7UDWCWoRssMEGdgPu0qWLW5w6hcEwb95Cs++++dZUzz33nzrroYRoQr8MzUYZtHzU5FYorXgCRNTCQy09tIHWtai8rlFo77knX6dKOy1FcfHFF9uNV23S33//fbc4ddxg0HAo+v/DDx+WO+FceiDg1kOJ0AJyGep7FcxKqblhqrnvVRLFFyAStEVX23MNz6D25Ppvp07GXHNNvpdrXTQBTWHYVNmwCQ2ZOHFi2Cv29NNPd4tTyQ0GhUYw1LrCpK56KBECpFb33Xef/R1q0dzsKJ14A6SxqnTgtigOO+wwu8FqXJ4ZaZkwqAG1BcOzz060j6lzoC5r1VUPJUAT+jppOl39HjfeeGMzd27N/kvwV90BInUNHT1oUNXeH3k2F3zBEc8NN9zgFqdWXcEQdBDUjXWpqx4aiZvodXr77bfDEbAvVy9+lET1B0igSiavaciiRYvMttvm5+Nu06ZNpuYmqCsYNJquHteUs2riW1c9NBLNeOt10kkn2d+l5uD5ohzjiWVAcgIkMH78stNnHntsWabPjOLmm28Ozz5GjhzpFqdafcGgToUq05Dx9dVDI9CEvl7Tpk0LZwHtrkEp0WjJC5DAI4/kh3MIQmSNNYzp0yd/Y7BCNAfBuuuuazfQgw8+2C1OvfqCQUOTaHiTwhF2EYNSNaFPqWuvvdb+PtVL/SWNGYZGSW6AiI6crr7amGbNlgaJbgiqBVcFnHXWWXbjXCX3w5ygG5QZ01AwaIDFoE599dBIjW1Cn2IaF2vLLbe0v9Mdd9zRjpsFf8kOkICOsNTTdIUVlv5A1FR47Fi3ZmzGjx9v+3tow7zwwgvd4kxoKBg0QVThjIeIUWOa0KfcY489Zn+nWgZqtkd4S0eABMaMMWa33ZaGiALlxBPzp+4x22effewG2aJFCzM7Ac2MgSzbd9997e81i5eaSyldARJQZ6GNNw6D5L1mzcyLuaOuBTHdLHz00UfDI5rbb7/dLQZQZSZNmmQvOb/88stuEYqQzgARdRa64gozZ/XVze25HfveuWWLLbawO/tS0jXVzTff3IbHTjvtxDVVAJmR3gD5r59zRxqDjjnGrPvfMwQte++9t/nww6VDazTGNbkzm6BVB0czALIk9QESUJM9nSEEIaIb3jqFnTlzpls1sqlTp5pmzZrZ1zsmF1IAkCWZCRDR5SXdo1h//fXDIFG/DXX+Uw/yYp1wwgn2NTTngK6pAkgmTfR222232ZvqLVu2NKuttpo9ONRBZ+/evc306dPdp4T7kIZErZdE6fxUDVArqQsuuMD21wj+uBp+5Lna5piuw5gxY8Kxda644gq3GCY/Gu+FFz5tl8Lh3IFq8vrrr5tNNtkk3BfUtqy55pp2crhCUYMhar0kSuenikid/Q466KAaG0q3bt3sUOwN6dSpk63P6J51+/zz78M+H/o3UG0UHsG0C23btjV33323HSdLZySzZs2yB4p9+vQxzZs3XyYEogZD1HpJlM5PVSSNWbX11luHf2htUJdccomdUbA29957b1hX/0btJk6cGQaI/g1UE7WgbNWqlf0d9+rVq97L2HPmzDE9NL5YgajBELVeEqXzU3nQqLkaen2dddYJ/+Cajnbw4ME1ZjHT2UZwuquzENSNAEE1u+OOO+zveIcddqg3POoSNRii1kuidH6qRtDkT6eddlo4LImWDh06mNf+O+ic7nfoMd3/0Okt6kaAoJoFk7659zaiihoMUeslUTo/VQloDvMuXbqEf3z189D9Ec0loP9XCyzUjwBBNdP9S/2Wo9zzrE3UYIhaL4nS+alK6MEHHzStW7cONwItapGhPiCoHwGCaqamuvo9z4s6h7yjcJ8QZUmjdH6qEtPNtiuvvNKsuOKKdkM4VhNYoUEECKoZAdJ46fxUMdGQ7f369WO8q4gIEFQzLmE1Xjo/FaoCAYJqVsmb6GPHjrWNddR9QPdV1eKza9eu5n7NGJkgDX96wBMBgmpWyWa8u+66q+0i8Mknn5iffvrJfPDBB2avvfay9S6//PIadatZw58e8ESAoJrp3uamm25qd9qnnnpqvSGijoQ9e/as8VhtwVCbqPUmT55s66299tpuUdVq+FMBnggQVLvCoUzatWtnhgwZYgdGVbhozDxdaurbt29ZhjL55ptvbD3dm0mKhj8V4IkAQRKMHj06vKFe19KkSRN7yalQ1GBoqJ7OfHQpS+Py6X6Iug4kRd2fCmgkAgRJocETBwwYYA488ECz0UYb2bOSpk2b2uHcdU8iruHcC0NKQyS9+OKLbpWqVvunAkqAAAEapstlOgvSlBLqm/Lkk0+6VaoWAYLYECBAdG+99ZY9E2nTpo1bVLUIEMSGAAGi+/HHH22A6PJZUhAgiA0BAkT30ksv2QDZfvvt3aKqRYAgNgQIUDt1GnzmmWfMt99+a2c+1H2PzTbbzE4jwT0QwBAgQF00v9DRRx9tmw8rNDSUyRFHHGH7pSQJAYLYECBAuhEgiM2nn04322zzF7vo3wDShQBBbD7++HPTosVedtG/AaQLAYLYjBs33qywwqp20b8BpAsBgtiMGzcuHKZB/waQLgQIYkOAAOlGgCA2BAiQbgQIYkOAAOlGgCA2BAiQbgQIYkOAAOlGgCA2BAiQbgQIYkOAAOlGgCA2BAiQbgQIYkOAAOlGgCA2BAiQbgQIYkOAAOlGgCA2BAiQbgQIYkOAAOlGgCA2BAiQbgQIYkOAAOlGgCA2BAiQbgQIYjN48OAwQG6//Xa3GEDCESCIxZIlS0zHjh3DANG/AaQLAYJY3HPPPWF4BIseA5AeBAhKbu7cuWbjjTe2odGpUye76N96TGUA0oEAQcldfvnlNjBWWGEFM3bsWLvo33rsiiuucKsDSCgCBCU1adIks8Yaa9iwOPHEE8PH9W89pjLVAZB8BAhK6uijj7ZB0axZMzN16tTwcf1bj6lMdQAkHwGCknnppZfM8ssvb0Pi2muvdYvNNddcY8tUR3UBJBsBgpJYvHix2WmnnWxAbLHFFmb+/PluFfuYylRHdfUcAMlFgKAkBg4cGDbXffTRR93ikMqCenQuBJKNAEGjzZ4927Ro0cKGwj777OMWL0N1VFfP0XMBJBMBgka74IILbCCsvPLKZvz48W7xMlRHdfUcPRdAMhEgaJQJEyaYVVZZxYbB2Wef7RbXSXX1HD1XrwEgeQgQNMpBBx1kg2C99dYzM2fOdIvrpLrrrruufa5eA0DyECDw9tRTT4U3xG+++Wa3uEF6TvD8kSNHusUAqhwBAi8LFy40bdq0sTv/7bbbzixatMit0iA9R8/Va+i19JoAkoMAgZcbbrghPHt47rnn3OLI9NzgdfSaAJKDAEHRZsyYYdZZZx270+/WrZtbXDS9hl5Lr6nXBpAMBAiKdtppp9kd/qqrrmomTpzoFhdNr6HX0mvqtQEkAwGCorz//vtmxRVXtDv7iy++2C32ptfSa6600kr2PQBUPwIERenSpYvd0W+wwQZmzpw5brE3vZZeU6+t9wBQ/QgQRPbggw+GN7wHDx7sFjeaXjN4fb0XgOpGgCCSn3/+2bRu3dru3Dt06GCWLFniVmk0vaZeW++h99J7AqheBAgiufLKK+2OXXN5vPbaa25xyei1gzlF9J4AqhcBggZNmTLFNGnSxO7Uf//737vFJaf30Hs1bdrUvjeA6kSAoEE9evSwO/Q111zTfPXVV25xyU2ePNm+l95T7w2gOhEgqNcbb7xhVlhhBbsz/+tf/+oWx0bvpffUe2sdAFQfAgR10k3tXXbZxe7IW7VqZebNm+dWiY3eS++p9+7YsWMsN+0BNA4BgjoNGTIkbFY7fPhwtzh2es/g/bUuAKoLAYJa/fjjj2ajjTayO+/dd9/dLS4bvbfWoWXLlnadAFQPAgS1uuyyy+yOW8OWvPPOO25x2ei9g6FTtE4AqgcBgmV8/vnnZvXVV7c77VNOOcUtLjutg9ZF66R1A1AdCBAs48gjj7Q77LXXXttMnz7dLS47rYPWReukdQNQHQgQ1PDCCy+EN66vu+46t7hi+vfvH66X1hFA5REgCC1evNhsv/32dif961//2ixYsMCtUjFaF62T1m2HHXaw6wqgsggQhAYMGBAe5T/xxBNuccVpnYL107oCqCwCBNb3339vmjdvbnfO+++/v1tcNbRuWket66xZs9xiAGVEgMA699xz7Y555ZVXNh999JFbXDW0blpHravWGUDlECAwH3/8caJ2yuecc04Ydlp3AJVBgKDGZSFdyqp2hZfbDjjgALcYQJkQIBn35JNPhjemb731Vre4amldg/XWZwBQfgRIhhU2jVXz3SQ1jV20aFHY5HirrbaqqibHQFYQIBmmjoLBUfyoUaPc4qqndQ7Wv5o6PQJZQYBkVFqGBzniiCPsZ6iWYVeALCFAMioYoHC11VZL9ACFWnd9Bn2WXr16ucUAYkSAZNC7774bDpF+6aWXusWJo8+gz6LPpM8GoDwIkAwKJmnShFFpmKSpWia/ArKGAMmYESNGhDee0zRNbOH0u/qMAOJHgGTI7NmzTZMmTexOtlmzZmaPPfZI1aLPpM+mz/jDDz+4Hx9AiREgGVJ49pH25fHHH3c/PoASI0Ay5rjjjjPdu3c3ffr0SeWiz9azZ0/3YwOIAQECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC//D76nONhcPVASAAAAAElFTkSuQmCC)
PN: 4H56-1-0S8
CAS: 2150488-85-8
Molecule Weight: 242.319
Formula: C12H22N2O3
PN: 4H56-1-138
CAS: 1363382-11-9
Molecule Weight: 203.238
Formula: C9H17NO4
PN: 4156-1-0U
CAS: 204707-34-6
Molecule Weight: 203.282
Formula: C10H21NO3
PN: 4156-1-RE
CAS: 183793-49-9
Molecule Weight: 205.254
Formula: C9H19NO4
PN: 4156-1-SE
CAS: 721927-59-9
Molecule Weight: 205.254
Formula: C9H19NO4
PN: 4156-1-0S
CAS: 1334171-66-2
Molecule Weight: 205.254
Formula: C9H19NO4
TSCA: Not listed on TSCA inventory