| Product Number | 4H58-3-Z4 |
| CAS | 1289387-13-8 |
| MDL Number | MFCD18837436 |
| Molecular Formula | C8H8FN3O2 |
| Molecular Weight | 197.169 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-3-Z4
CAS: 1289387-13-8
Molecule Weight: 197.169
Formula: C8H8FN3O2
PN: 4H58-1-144
CAS: 1289387-31-0
Molecule Weight: 179.179
Formula: C8H9N3O2
![[1-(5-Fluoro-pyrimidin-2-yl)-piperidin-3-yl]-methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABjcAAAY3AHkEGCCAAACJXpUWHRtb2xTb3VyY2UAAHichZRtb9owEID/ysmfF78kIQFEqFCrSpPaTVo7ad8mkxgaidiVE97+/c4JoQmwAIE7391zju9szx4OxQZ2ypa50QkRlBNQOjVZrtcJ+f3+7I3Jw3yWYhAG6jIhH1X1OWVsv9/T9EMV8mA0TU1BGv/0UOa9mH1AjV0zn3PB/ry+vNWMl+uykjpVSJX5tKyNLyaVVf0W/5mCFdLucs2acFbYXZPtr8/dw+mhzMjXWh7Rt0AUVvlGwcrYQlaw8znFh3+DtdLKykplsDyiOaAhrn0+e30y6bZQukLVZchTuXmr7DZFQ2E2Kt1iMlS+PyWkEAjIyhQLa+URnObMUoD0QQYgQ5AjkBHIGOQY5ASk4PhDv8AAgRECQ8QIa75RbtL346dKyE94PH9/dP6fnYYl8xPi0yiKQxA0CIK4FSdj34eLxU8rvJP1LE/BHq6e48t5I7SH8de48RM44qRem4TTOOa1MxBOBpSPnQxp5PMmyaQ7bv2tPaKTwMmYxvzWuM9jkdm5yvPZ0uiso0KeJWQpSF3+X2pV+qcOEDA2UxY3tUvgQruA3wdcv4aBoA+47g4DYR9we2EYGPUBt3OGgagPuH02DMR9wO3KYWB8teg7wORqhskwIHifqM/IGVncRC6bXZ+pO8xFv5szeIe5aHlzZu8sJ7zBhHfmuWh8eycMMtF12W4irHNcWHuBoXp1ubHOzcfwvp//Axh7xYHNFGCVAAAyb0lEQVR4Xu3dCfxNdf748YjsS6uRMspYauofUaEMQtu0TE1lSSIh+ZGaakYqlWaYzGgb2uyikVKRdu3JGkJFJCHJkn3n/fc+3znXOee7+N7POff7/Zx7X8/H4z6S+/l+773n657X957lc44QAAAMHBH8CwAA8oOAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAYCC8OGHIjffLFKjhkjZsiJlyoj87ndZf6f3Hc4RR2Td8iOZsSGk/hEAIJNt3Sry5z8fWqnndrv2WpFt24JffUgyUUhmbAipfwQAyFQ7d4qce27Wyrx0aZHevUW+/DIrKhqLefNE7rsv69OIjmnYUGTXruB3yZJMFJIZG0LqHwEAMtX//V/Wivykk0S++SZ47yGLF4tUrZo1tlev4L1ZkolCMmNDSP0jAEAmWrFCpFgxkSOPFJk+PXhvdjNnZo0vXlxk5crgvclFIZmxIaT+EQAgEz30UNZK/Prrg/fkTsfq1/TrF7wnuSgkMzaE1D8CAGSiCy/MWolPnBi8J3c6Vr+mRYvgPclFIZmxIaT+EQAgE514YtZK/Mcfg/fkTsfq11SpErwnuSgkMzaE1D8CAGSikiWzVuJ6JFZ+6Vj9Gv3aIDcKydxSLPWPAACZKExASpUK3pM9Dvm5pVjqHwEAMlHlylkrcZNNWLr5KyiZKCQzNoTUPwIAZKJmzbJW4uxEBwAk5cEHs1biyRzG26pV1tdwGC8AZLAffsg6iVBPDtSTBA9n9uyssXrLabNXMlFIZmwIqX8EAMhUt92WtSLXaUp0upLcLF0qUq1a1tiePYP3ZkkmCsmMDSH1jwAAmWrHDpF69bJW5jphYp8+WRMo6kSK27eLzJ8v8sADWdO76xideDG3o7aSiUIyY0NI/SMAQDravFnknntEfvMbkf79g/cesmWLyFVXHVqp53a7+uqsWXpzk0wUkhkbQuofAQDSyf79IsOGiVSqdGhFXbducFR2H3wg0qGDSPXqWVO7603/rH+n9x1OMlFIZmwIqX8EAEgXn356aJOUe6tVS2TatODIjEBAAOBw9KioNm384ahYUWTQIJE9e4KjMwYBAYDc6E5wPZ9DNze54dBDc7t0EVm3Ljg64xAQAMjJuHGHrhLo3po0yTqKCg4CAgBec+aIXHCBPxx6jsZLLwVHZjwCAgBq7VqRm28WKVr0UDj03A2dViS3czMyHAEBkNl27xZ59FGR8uUPhaNIEZF27URWrQqOhgcBAZC5Jk0SqVHDv7lKzwbP0MNyk0VAAGSer78WadnSHw69fsfIkSIHDgRHIxcEBEDG2Ltxo0iPHlkz3rrhKFFCpHfvvKcRQY4ICIC0t2/fPpk8eLCMOPZY+cn7qUPnn1q2LDgc+URAAKS1qVOnyhlnnCEnHgxGt4O3tzUcZ56pdwSHIkkEBEBaWnbwk8XVBz9hHHEwGO7tjwc/gcwdMkQ/kgSHwwABAZBWtmzZIr1795YSJUokwlG8eHHp2bOn/Kr7QBAZAgIgLRw4cEBGjhwplStX9n3quOiii+RrPeoKkSMgAGJv2rRpcs455/jCUaNGDZk8eXJwKCJEQADE1sqVK6Vdu3a+cFSoUEEGDhwoezJ4mvWCQkAAxM7OnTvl4YcfljJlyiTCUbRoUenUqZOs1TmtUCAICIBYGT9+vFSrVs33qaNx48YyR2fRRYEiIABiYe7cudKkSRNfOKpWrSovvvhicCgKCAEBYLVffvlFOnfuLEceeWQiHKVLl5YHH3xQdugVA1FoCAgAa910001SsmRJ36eOtm3byo96jXIUOgICwEqLFi3yhaN+/fry2WefBYehEBEQAFZasmRJIh6tWrWS/fv3B4egkBEQAFZaunRpIiD//ve/g3fDAgQEgJUIiP0ICAArERD7ERAAViIg9iMgAKxEQOxHQABYiYDYj4AAsBIBsR8BAWAlAmI/AgLASgTEfgQEgJUIiP0ICAArERD7ERAAViIg9iMgAKxEQOxHQABYiYDYj4AAsBIBsR8BAWAlAmI/AgLASgTEfgQEgJUIiP0ICAArERD7ERAAViIg9iMgAKxEQOxHQABYiYDYj4AAsBIBsR8BAWAlAmI/AgLASgTEfgQEgJUIiP0ICAArERD7ERAAViIg9iMgAKxEQOxHQABYiYDYj4AAsBIBsR8BAWAlAmI/AgLASgTEfgQEgJUIiP0ICAArERD7ERAAViIg9iMgAKxEQOxHQABYiYDYj4AAsBIBsR8BAWAlAmI/AgLASgTEfgQEgJUIiP0ICAArERD7ERAAViIg9iMgAKxEQOxHQABYiYDYj4AAsBIBsR8BAWAlAmI/AgLASgTEfgQEgJUIiP0ICAArERD7ERAAViIg9iMgAKxEQOxHQABYiYDYj4AAsBIBsR8BAWAlAmI/AgLASgTEfgQEgJUIiP0ICAArERD7ERAAVvIG5F//+lfwbliAgACwzqpVq+Tyyy9PBOSYY46RTz75JDgMhYyAALDGzp07pV+/flKmTJlEPLy3Vq1ayQ8//BD8MhQSAgLAChMmTJBq1ar5gnHOOec4n0SOPPLIxN+VKlVKHnjgAdm+fXvwW6CAERAAhWrevHnStGlTXziqVq0q48aNS4yZP3++NGvWzDfmpJNOkhdeeMHznVDQCAiAQrFu3Trp0qWL79NF6dKlpW/fvrJjx47gcMcrr7wip5xyii8kjRo1klmzZgWHogAQEAAFas+ePTJo0CCpWLGiLwRt2rSRFStWBIdns2vXLvn73/8uZcuWTXxt0aJFpWPHjrJmzZrgcKQQAQFQYN58802pVauWLxz16tWTTz/9NDj0sFavXi3t27eXIkWKJL5XuXLlZMCAAbJ79+7gcKQAAQGQct9++61ceumlvnBUqlRJhg0bJvv37w8OT8r06dOlQYMGvu9dvXp1ee2114JDETECAiBlNm3aJHfeeacUL148sXI/6qij5O6775bNmzcHh4cyevRoqVKlii8kzZs3l4ULFwaHIiIEBEDk9FPFc889J8cff7xvhX7FFVfId999FxwemW3btkmfPn2kZMmSiccsVqyYdO/eXTZs2BAcjpAICIBIffTRR1KnTh1fOE477TR59913g0NTZvny5XLttdf6noOezf7UU0/J3r17g8NhiIAAiISutK+77rpsK+0nn3yy0FbaH374oZx11lm+53T66afLe++9FxwKAwQEQCi62ej+++/Pttnotttuk/Xr1weHF7h9+/bJM888I8cdd5wvJFdeeWVKN6dlAgICwNiYMWOy7bi+8MILZcGCBcGhhe7XX3+VXr16Zduhf88990S+Qz9TEBAASZsxY4Y0bNjQF45TTz1VJk6cGBxqHT2k+JJLLvE9dz2kePjw4aEPKc40BARAvv30009y0003ZTt57x//+EfsTt6bMmWK1KxZ0xeS+vXry2effRYcilwQEACHpXHQSGgs3JWtRqRDhw5OVOJKp1XRqx0Gp1Vp27at/Pjjj8HhCCAgAPKkm6V085R3Baubr2bOnBkcGlu//PKLdO7cOdvEjg8++GCuEzuCgADIxVdffeXsEPeGQ6dQ1x3n6Wru3LnSpEkT32vWqeVffPHF4FAIAQEQoIfeduvWzTkU112J6iG6eqiuHrKbCcaPH5/t4laNGzeWOXPmBIdmNAICwKEn+z3xxBNy9NFH+1acenKgniSYafTyug8//LDv8ro6bXynTp1k7dq1weEZiYAAkHfeeceZbsQbDp2ORKclyXQrV66Udu3a+ZZNhQoVZODAgc5O+ExGQIAMtmTJEmeCQ+/KUSdA1IkQOSfCb9q0ac412r3LqkaNGjJ58uTg0IxBQIAMpGde65Tqeia2uzLUM7R16nWdgh05O3DggIwYMUIqV67sC8lFF10kX3/9dXB42iMgQAbRTxVDhw6VE044wbcCvOyyy2Tx4sXB4cjFli1bpHfv3lKiRAlfgHv27CkbN24MDk9bBATIEHrZ2LPPPtsXjtq1a8tbb70VHIp8WrZsmVx99dW+ZXrsscfKkCFDnEkc0x0BAdLcihUrpHXr1r6VnJ55/dhjj2X8TuCoTJ06Vc444wzfMj7zzDOdv09nBARIU9u3b5e+fftKqVKlEis1PdO6a9eusm7duuBwhKSfOAYPHux8AvGGRD+h6CeVdERAgDQ0duxYOfnkk30rsqZNm8q8efOCQxEx3QfSo0cP34mYuq/k3nvvla1btwaHxxoBAdLI7Nmz5fzzz/eF45RTTpEJEyYEhyLF9Kisli1b+n4WevTWyJEjnaO50gEBAdKAXuNCr7CnZ0q7K6uyZcvKI488Irt27QoORwGaNGmSc76INyR6mV2dLiXuCAiQBrxX2dNp1m+88UZZvXp1cBgKiU6H/+ijj0r58uV9IXnppZeCQ2OFgAAxp9ONezeRfPHFF8EhsITOoaXn3Lg/rwEDBgSHxAoBAWJOJ/1zV0h6JjnspvOLuT+vuG/GIiBAzBGQeCEgAKxBQOKFgACwBgGJFwICwBoEJF4ICABrEJB4ISAArEFA4oWAALAGAYkXAgLAGgQkXggIAGsQkHghIACsQUDihYAAsAYBiRcCAsAaBCReCAgAaxCQeCEgAKxBQOKFgACwBgGJFwICwBoEJF4ICABrEJB4ISAArEFA4oWAALAGAYkXAgLAGjt37pKSJSs7t3vueTB4NyxDQABYY9euPVKlyp+c20MPDQ/eDcsQEADW2LVrr5x55gDnNnDg1ODdsAwBAWCN3bv3Sb16zzq3QYO+CN4NyxAQANYgIPFCQABYg4DECwEBYA0CEi8EBIA1CEi8EBAA1iAg8UJAAFiDgMQLAQFgDQISLwQEgDUISLwQEADWICDxQkAAWIOAxAsBAWANAhIvBASANQhIvBAQANYgIPFCQABYg4DECwEBYA0CEi8EBIA1CEi8EBAA1iAg8UJAAFiDgMQLAQFgDQISLwQEgDUISLwQEADW2LNnv9SvnxWQxx8nILYjIACs0rfvh9Ky5WiZP//n4F2wDAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAkFbck9D0XILFi9cH7/Zxx6Jw8LOKPwKCtOKuaPTWq9dbwbt9WCkVLn5W8UdAkFbcFU3jxsOd/+Z1MhorpcLFzyr+CAjSiruiGTJklvPfrl0nB4cksFIqXPys4o+AIK24K5qtW3dLs2YjnT/PmLEqOMzBSqlw8bOKPwKCtOJd0YwcOdf5c/v2rwZGZWGlVLj4WcUfAUFa8a5odu7cKxdfPMb5/48//iEwkpVSYeNnFX8EBGkluKIZP36h8/+tWk2QAwc8AyX7WBSs4PLnZxU/BARpJbii2bt3v1xxxTjn795++zvPyOxjUbCCy5+fVfz06dMnEZAhQ4YE744VAoIcVzSTJy92/u7qq/8r+/btT/x9TmNRcHJa/vys4mHWrFnSqFGjRDz09uijjwaHxQoBQY4rmv37D8h1173k/P2rr36T+PucxqLg5LT8+VnZbc2aNdKxY0cpWrRoIhwlS5aUa6655uDP7lDw44iAINcVzdSp3zt/f9llY53rbqvcxqJg5Lb8+VnZZ/fu3dK/f38pV65cIhxFihSR9u3by+rVq4PDY4mAIM8VTbt2rzj3jRu3wPn/vMYi9fJa/vys7PHaa69J9erVfZurGjRoINOnTw8OjTUCgjxXNNOmrXTu0+tt79ixN8+xSL28lj8/q8K3cOFCad68uS8cVapUkdGjRweHpgUCgsOuaDp3nuTcP2zYl4cdi+hs3rwr+FeHXf75/VnpIb85fX+Y2bBhg3Tv3l2KFSvm289x3333ybZt24LD0wYByQA67fdf//qeDBr0RbZzBVReKxo1b94a5/6mTUfkOlZ35A4Y8Kn07v2+fP/9r8G7kQQ9KVCPqGrQ4HmZPn2l777clr8rPz8r1b37FDnnnOekX7+PZePGncG7kU979+6Vp556So455hjfp45rr71Wli9fHhyedghIGtMVwyOPfOysKNyVyerVW4LD8lzRuHr2fCsxLqexS5ZsSNx37rnPy6OPfs5vuEnS8N522xTfch479ivfmNyWv9fhflaqRYtRifubNBkhY8bMd84pQf699957cvrpp/vCcdZZZ8mHH34YHJq2CEga0hXBCy/M9/0WqreHH/7Y6BOI0k8xehGj3MbqJxD99OF9vAsvHCUvvbTIuQ+509BqcM877/nEsmvYcKj85z8zsq3Uc1v+Xof7WalFi36RG2+c6Pt56aeeTz9dERyKgO+++06uvPJKXziOO+44eeaZZ2Tfvqwj4DIFAUkzn322wlkReFcMuqLQTRsFYdas1c60Gt7Hv/76CTJzZnocthglDeuECYuc0HqX1113vSOrVm0ODo+c/jLx+uvfykUXZc2n5d569HhTli9nM2TQ5s2b5Z577pGjjjoqEY7ixYtLr1695NdfM3N5EZA08cMPvzpvfO+KQFcMuoLI6VNHKhX2ijEONKgaVu/y0fAWRmi3b98jTz45w9nn4j4X/TT0739Pky1bdgeHZxw92W/48OFSqVIl36eOSy65RL799tvg8IxCQGJO3+D6Rvdu/tAVga4Qtm0r3De/bpoZODDnTTO60spEGlANqTccGloNbmFv6lu5crPceaf/uTVvPkpeeeXrQn9uheWzzz6T+vXr+8JRs2ZNmTJlSnBoRiIgMaVvaH1j6xvc+4a/44635ccf7fotX3cO61E/3uep05BPmrS4wD8dFRYNpoZTA+ouAw2rBta2gw30AlXu1CjurXXrCTJ7dsF/OiosP/74o7Rt29YXjooVKx78Ze3fsmdPZv7ykxMCEkP6Rm7T5mXfG1zf8Lldmc4Wn3yS8/6ZvK7rHXcaSJ3s0L1uh3vToNp8uLNOyqhTxbtXPXRvd9/9bo5H8qWLHTt2yIMPPiilS5dOhOPII4+Uzp07yy+//BIcnvEISIzoG/eee97zvaH1Da5vdO8srDbTo4pGj57vHDrqfR333/+BrF2bXidcaRj1aoHe16kBzeniT7bST0f//OdnzqHZ7mvQT1GDB89Mu82QL774olStWtX3qaNJkyYyd+7c4FD8DwGJAZ2WQt+w3s0f+obWN7Ztmz/ya8OGHc5hxd5zVC64YJg8//ycxGSAcaUh1CB6D6XVYI4aNU/27IlH6IOWLdso3bq94YvhJZeMkTfeiP9myDlz5kjjxo194ahWrVrsL/ZUEAiI5aZMWSKXXvqC742rb2R9Q6eDb75ZJ7fc8rrv9ekFkt59d1lwqPU0fBpADaH7WjSQGkoNZjr46KPl8qc/vej7ed1006uyYMHa4FDrrV27Vjp16uSbZr1MmTIHf14Py86dnJ2fHwTEUl9+uVjatDn027nerrrqRecNnI7eeWep/PGPY32vV+d1+uabn4JDrfTee8sSVwZ0b506ve4EMt3op6iRI+fKH/5waDOkftq677635Oef7d2v49Kd4AMHDpQKFSr4PnW0a9dOVq70Tx2DvBEQy+h1Am666WY59thz5ZRTOkmdOk8c/Hg93HnDxnXzR37t2rVXnn12tpx/ftZv8HXqPCbVq3eS22/vZ+0OzAULlhwM/b+kbt3/JFamGkINYrpbv367PPTQR4nNkDVr/kVOPfVKGTDgsYM/Szs3rU6ePFlq1KjhC8c555wj06ZNCw5FPhAQS+gb7pFHHpGyZcs6/6hLlTpRTjzxMrn33gnOGzWT/PzzVunTZ6rUqnWXVKp0kZQsWcm6QyjXrVvnHJlTrtwpUrny5VK7dm8nfBpADWEm0WlR2rcfLSef3FrKl/+98+/3lFNOkZdffjk4tNB8/fXXctFFF/nCUbly5YO/mI2UA3HfiVOICIgF9I2mbzjvP269dvKXXy4MDo2UXjFtwYIFMnHixIO/NQ5wtgd36NBBrrjiCmnatGnipv+vf6/36zgdr1+nX59Ks2YtliZNrvctl8I+iUsDpiHToOnzKVKk2ME/15WePZ+WNWvS9/DW/Hj55fcO/jvOCoh7038/8+fPDw4tMBs3bjz4s+npTDniPqcSJUpI7969ZcuWzP55RYGAFCJ9YzVr1sz3hjv55JPlhRdeCA6NhM7lM2nSJLnjjjucWUO9j2t60++j30+/r37/qOlvh7ZMI6HhqlWrlu951KtXT6ZNmxEcmrG2b98uDzzwwMFP0KUSy0jPo+jatavzqa2g6KSGQ4YMkWOPPdb387r66qtl2bL4HaBhKwJSCNavXy+33nqr88Zy/2HrG07fePoGjNLWrVtlxIgRTqi8j5fbTTeh6SGMemvYsGHiz+6mtbxu+v31cfTx9HGjVJgT2WmoLr30Ut9r1aANGzbMmScJ2a1YsUJatWrlW2ZHH320PPbYYynfDDl16lQ588wzfY99xhlnOH+PaBGQAqQXn3n88cedN5L3H7e+0X74IdqTy3SnoE7F4P1N0HvTTUG33HKLDBo0SN544w1ZvHhx8FvkSMfpeP06/Xr9PsHvrTd9XH38qHdOFuRU2hom/XTl3fyhAdOQpeLTVjr65JNPpG7dur6fV+3ateXtt98ODg1NP1noJwzvY+knkMGDB0f+bwNZCEgB0TeMvnG8/7j1jaVvsCi9//77cuGFF/oeR286NYMepqjXZl61KtopT/T76ffV7++dAsK96fPR5xWlVF7MR1c2zz77rBMm7/fXcGnAkBz9lDZ06FA54YQTfMvzj3/8Y75/ccmLftrVfRq6b8P93npp2R49ejj7QJA6BCTF9A2ibxTvG0ffSM8//3ykmz9mzZrl7Hj3Pk6RIkWkefPmzpEmBXVdZn0cfTx9XH187/PR56fPMyqpuJyoBii4f0hDpcFCOJs2bZK77rrLtxlS//yXv/zFuS9Zun9M/63p0VTen1fLli2do66QegQkRfQNoW+MqN4sudHfsHR/ivdsWv3t64YbbpBFixYFhxcofXx9Hvp83Oemz1Ofb5S/GW7YsEG6d+/ue5ySJUtKnz598h1ODY6Gx7si0jBpoDRUiM6SJUvk8ssv9y3r448/PqlfqnTT6Lnnnuv7Hnp+hx7MgYJDQCKmbwB9I+gbwvuPWz+F6BsnSnr4r/dx9Df+jh07ytKldp3Eps9Hn5f3E4k+76jPE1i4cKHzyce73KtUqeJsXsuNBua+++5zguN+jYZIg6RhQuq88847ctppp/l+XrpZ9+OPPw4OTdDNpbqp1PtvqXz58vLoo4+m/LByZEdAIqT/8Atih6GedKgrOO/j1KlTJ/Id1lHT56fP0/u89XVEfdbya6+9JtWrV/c9ToMGDWT69Om+cRoWDYx3nAZIQ4SCkduBJddff73vwBKdm6pfv37OXFXuGP00e/PNNztzWqFwEJAI6D/0nA5Z1DdG1Js/9Ld5b6T0aCd9nLgcZaLPU5+v9+gwfT1Rf2rS30b1pMdy5colHkd/a23fvr1zPocGxfvz0uC8+uqrwW+DApLXoe1jxoxxDiX3/rwuuOACZxZdFC4CEpIe0un9OK1vAH0j6BsiajNmzPAdGaQntRXmWb5h6PP2npSnr0tfX9TWrFnjbD7z7iPy3jQw/fv3Z/OHJb766qtsJ9d6b3q9jnHjxgW/DIWEgIR04oknJv5x6z98fQOkgm4G857Mpzunoz5Zr6Dp89fX4b4mfX1Rb+5z5XSUmk7PooGBfV555RX57W9/m/hZ6QEoeqVAvWIg7EFAQvrDH/7g/APXM5NTRS9s4z2ZTT/WpxN9Pe5r09eZygv5uJvOdBMI7Kb7xv785z8708UU9LQ1yB8CEpI7xYVOhpgK+hu5eyiwbh7Ts2rTkb4ud/u3vt5UfRJx50bSfVYAwiEgIaUyIDNnzkwcdaIr13Tf9quvz42Ivm59/VEjIEB0CEhIqQqIHpXk3WGerp88gvR1uq9ZX3/UR2cRECA6BCSkVAREt/2effbZiRVpuu3zOBzvPhFdDlGeJ0JAgOgQkJBSERDvSYI6o20m0tftLgNdHlEhIEB0CEhIUQdEp/dwV5x6nkTcD9U1pa/be55IVNOeEBAgOgQkpCgDohMMulNe6+GmcT1JMCr6+t3DbnW5RDEBIwEBokNAQooyIN26dUv8xq3TfUCc5eAuE10+YREQIDoEJKSoAqJnSrvTbeiEg3GZ2yrVdDm4EzDq8gl7PRECAkSHgIQUVUDcaTZ0JWn7rLoFTZeHG1ddTmEQECA6BCSkKAKil3t1N9Po/EzITpeLu4zCXB6XgADRISAhRREQ9xrmeiGjqE+cSxe6XNwrDuryMkVAgOgQkJDCBkQ3z7i/WevMtMidd+Ze0818BASIDgEJKWxA2rRp43y9buMv7GuY206Xj7svRJebCQICRIeAhBQmIFu2bJHSpUs7X9+iRYvg3ciBLiddXrrcdPkli4AA0SEgIYUJyPDhwxObZEaNGhW8GznQ5eQuM11+ySIgQHQISEhhAuJeulOnLs/UKUuSpcvJneJel1+yCAgQHQISkmlANm3alLj2BTvPk+PuTNflp8sxGQQEiA4BCck0IJMmTUpsihk9enTwbuRBl5e77HQ5JoOAANEhICGZBqRXr16JleCqVauCdyMPurzcZafLMRkEBIgOAQnJNCBnnXWW83U1a9YM3oV80OWmy0+XYzIICBAdAhKSSUD0Cnvu/o9bbrkleDfyQZebLj9djslcsbBSpd9KsWLlpG1bpowBwiIgIZkEZOHChYlNMIMGDQrejXzQ5eYuQ12e+VW79p8PRqSldOnySPAuAEkiICGZBOSVV15JrPymTJkSvBv5oMvNXYa6PPOrUaP+cvrp98tf/jI+eBeAJBGQkEwC0r9//8TKj8kTzehyc5ehLs/8uvDCUVKv3rPSu7f5jL4AshCQkEwC4l55ULffc+EoM7rc3P1IyVypkIAA0SEgIZkEpF27ds7XVKhQIXgXkqDLT5ejLs/8IiBAdAhISCYBueqqq5yvqVKlSvAuJEGXny5HXZ75RUCA6BCQkEwC4l5Aqnbt2sG7kARdfrock7nAFAEBokNAQjIJSIMGDZyvOfvss4N3IQm6/HQ56vLMLwICRIeAhGQSED6BRINPIEDhIiAhmQSEfSDRYB8IULgISEgmAeEorGhwFBZQuAhISCYB4TyQ8DgPBCh8BCQkk4BwJnp4nIkOFD4CEpJJQJgLKzzTubAICBAdAhKSSUCYjTc809l4CQgQHQISkklAuB5IeKbXAyEgQHQISEgmAVFckTAc0ysSEhAgOgQkJNOAcE10c2GuiU5AgOgQkJBMAzJp0qTESnD06NHBu5EHXV7ustPlmAwCAkSHgIRkGpBNmzYl9oPccMMNwbuRB11e7v4PXY7JICBAdAhISKYBUc2aNXO+tkyZMrJ169bg3ciBLiddXrrcdPkli4AA0SEgIYUJyPDhwxObYkaNGhW8GznQ5eQuM11+ySIgQHQISEhhArJlyxYpXbq08/UtWrQI3o0c6HLS5aXLTZdfsm68caITkKeemhG8C0CSCEhIYQKi2rRp43x90aJFZdGiRcG74aHLR5eTLi9dbiY2btwpH320XPbu3R+8C0CSCEhIYQMybdq0xCYZdqbnzd15rjddbgAKFwEJKWxAlHuBqWLFijG5Yi50uejy0eWUzAWkAKQOAQkpioC8//77id+sO3ToELwbB+lycZeRLi8AhY+AhBRFQFSjRo0S+0LYPOOny8Pd96HLCYAdCEhIUQVk1qxZiZVknTp1uNDU/+hy0OXhxlWXEwA7EJCQogqIcq9UqLfHH388eHdG0uXgLpNkrjyoh+rqrX79Z2Xx4vXBu33csQCSQ0BCijIgGzdulBNOOMH5fqVKlZL58+cHh2QUff26HHR56HLR5ZNfbhT01qvXW8G7fQgIYIaAhBRlQNTLL7+c+I27Vq1aGTvFib5uff3ustDlkgw3Co0bD3f+O3/+z8EhCQQEMENAQoo6IKp79+6JFWfbtm2Dd2cEfd3uMtDlkSw3CkOGzHL+27Xr5OCQBAICmCEgIaUiIHqFvbPPPjuxAn3ggQeCQ9Kavl73tetySOaKgy43Clu37pZmzUY6f54xI+frrhAQwAwBCSkVAVF64txxxx2XWJEOHjw4OCQt6et0X7O+ftMTK71RGDlyrvPn9u1fDYzKQkAAMwQkpFQFRM2cOTMxdble+2LcuHHBIWlFX597jRR93fr6TXmjsHPnXrn44jHO/3/88Q+BkQQEMEVAQkplQNTbb78tRx11VCIi6fpJRF+XGw99vfq6wwhGYfz4hc7/t2o1QQ4c8AyU7GMB5A8BCen3v/+9s9KrUKHCwRVTYM0UkfHjx0vx4sXTdp+Id5+Hvk59vWEFo6Cz715xxTjn795++zvPyOxjAeQPATG0ZMkSufzyyxMrPr2dd9558sUXXwSHRkJ/Iy9btmzisXRm2rgf4qvP3zvDrr6+sJ88XDlFYfLkxc7fXX31f2XfvkPTuec0FsDhEZAkbd68We66667EZqXgrUiRInLjjTfKqlU5H/ETxowZM3w71vU8ibiebKjP23ueh74ufX1RySkK+/cfkOuue8n5+1df/Sbx9zmNBXB4BCSf9u/fL0OHDk2cKe7eLrvsMvn888/l5ptvTsxl5f423a9fP6NDUPOiRyXVrVs38Th6prZO9xGXubP0eerzdc8w15u+HtOjrXKTWxSmTv3e+fvLLhsru3dnLbPcxgLIGwHJh08++cR3XobeateuLW+95Z8iY/bs2XL++ef7xunO9QkTJvjGhaVR8p5sqDedcND2WXz1+bkTI7o3fR1RR1blFYV27V5x7hs3boHz/3mNBZA7ApKHFStWSOvWrX0rvIoVK8pjjz0me/bsCQ5P0MNRTz75ZN/XNW3aVObNmxccGopO73H88ccnHkM3n3Xs2DHy3+bD0uejz0ufn/tc9XknOz1JMvKKwrRpK537WrYcLTt27M1zLIDcEZAcbN++Xfr27evbzKKHmHbt2lXWrVsXHJ6j3L5Hly5d8v098kMnGLz11lt9m8/0yn26c7qwr7Guj6/Pw72SoN70eerzTWZiRBOHi0LnzpOc+4cN+/KwYwHkjIAEjB07NsdPD6Y7q00/xSRLr5PhXpTKvelv/M2bN5eRI0fKtm3bgl+SEvo4+nj6uN5PHHrT5xfl9Tz27Nkv7767TJYs2RC867BRmDdvjXN/06YjDjsWQM4IyP+kev/Fp59+mq/9KGHp5V7da6x7b6VLl5Z27drJ6NGjIz9CTL+ffl/9/vo4wcfW5xP1ZWg/+GC5XHnli86Kv0mTEc55Hl75iULPnm8lxh1uLIDsMj4gP//8c45HUD3yyCOR79zN60iuxYsXB4eHojusdUZb7yY0761mzZpyyy23yKBBg+SNN97I9+PrOB2vX6dfr98n+L31po+rjx/1jv2lSzfIrbdO9q34W7ee4Byi65WfKOiFpvSCU/kZCyC7jA3I7t275Z///KeUL18+sdJzz+FYvXp1cHik9FySu+++23cuiZ6Bfeedd8qmTZuCw0PRk/VGjBghzZo1S0wVktdN41mtWjXn1rBhw8SfvScx5nbT76+Po48X9UmOmzbtlP79P5Vzz30+scJv2HCoPP30LGdHOICCl5EBef311+V3v/udb+WXyrPIc6Nns19xxRW+56FHJz333HPOp5WoabgmTZokd9xxh5x11lnZAmBy0++j30+/r37/qOkZ4//974LElOzu7a9/fe9g6LcEhwMoQBkVkK+/XiQtWrTwrQBPPPFEGTVqVMrmscqPd955R0477TTf89LzJT766KPg0Ejpp7AFCxbIxIkTZcCAAdKpUyfp0KGDEzU9cMC96f/r3+v9Ok7H69fp16fS9Okr5dprx/vC0abNyzJnzk/BoQAKQUYEZPvWDfLMP/9Pqlc+dDhpiRIlpE+fPpFvajG1d+9eeeKJJ+Too4/2heS6666T5cuXB4entRUrNh38VPO2LxwtWow6GK5vsu3rAFB40jog+/fvlYUf/kee7X6MdG5+hDSseYSUK3WEXHPNNfL9998Hh1th/fr10q1bN9+5EyVLlpT777+/wA7FLSzbtu0+GNHp0qDBof0c5533vAwa9IVzZUEAdknbgKz65n156cHfy7NdjnBuD1x7hNxxw/+T6Z9/EBxqJd1EFDwc96STTpIxY8YEh8aefqp4/fVvnTPDvZ869DBb/TQCwE5pF5DNvyyVdwZflQiH3kbdeZws+ujpgyuqeEw46KX7G0499VRfSPToqDBX67PJ3Llr5IYbsuamcm/XXDNePv/8x+BQAJZJm4Ds2blFZkz8mwy9rUQiHM93Ky6fj79ddm//NTg8VnRn9T/+8Q8pV65cIiJ6yLHu2P7pp3juUF6zZqv07v2+Lxx6VvjYsV9lOykQgJ3iH5ADB2Tx5yNkzF2/8X3qmPLExfLrmkPXfEgHGoubbrrJN0WIRkXjkuojoqKi1yd/9tnZ0qjRsEQ4zjnnOfn73z+RX3/dGRwOwGKxDsjPSz+XiX+v7wvHf++vKSu+eiM4NK3ohZd0M5Z3s5Zu5tLNXTZ74435znU4vJ86unSZ7JwRDiB+YhmQbRtXytRhN/jCMeL2CjL/3X/J/n3RTVBoO92hXqVKFV9IdMe77oC3yezZc+TSS2+WatU6Sp06jznh0OuTv//+suBQADESq4Ds27NT5kx+SIb1KJMIx3O3Hikfj75Fdm75JTg8I+ihvXqIrx7q60ZEDwG+7bbbnEOCC5N3nrGSJStJpUoXSd26fWTo0DmJqwECiK/YBGTprP/K2N6/9X3qmDTwD7Luxy+DQzOSnmyoJx16P43oSYlPPvmkc5JiQcptnrEuXf4ma9Zkn3odQDylLCDeFX1et8PRQGgovF+jIdGgIDud/iR42VidJuXdd98NDk0JW+YZA5B6h1+DGwqGIrdbbnSTlG6a0k1U7ljddKWbsPbu2REcDg+diFEnZPRe7lZvOqeVTuCYCnr1wZYtW/oez4Z5xgCkTu5r8JAOF4i8LPjgSWenuDc0utNcd54j/3RqeJ0iXqeKd1fqOoW8TiUf1cy5GzZskB49evimXtF5xu69915r5hkDkBpma/h8MA3IhtULfOHQw3T1cF2Y+/bbb52LVnk/HVSqVEmGDRtmPG38vn37ZPDgwXLsscf6vq/N84wBiFbya/h8Mg2InlH+Ut/T5YW/nuScIKgnCiIab775ptSqVcu3wtfL7OrldpOhl6c944wzfN/nzDPPlA8+iMc8YwCikfwaPp9MA4LU2rNnj3M52ooVK/oC0Lp1a1mxYkVwuM/SpUvlT3/6k+/rjjvuOHn66aedTyQAMkvK1vAExG7r1q2TLl26+C5zW7p0aenbt69s377dN3bLli3yt7/9zdm34Y7V/Sq33367bNy40TcWQOZI2RqegMTDvHnznKsOej9VVK1aVcaNG+ccPaXXN//Nb37ju//iiy+Wb75Jr3nGACQvZWt4747w3G6wx4QJE6RatWq+UJQtW9b3/zVq1JDJkycHvxRAhkrZWjwYi5xusMvOnTulX79+2cJRoUIFGThwoLP/BABcKVuLE4n4WrVqldSrV8+Jx/nnny9r164NDgEAAgIAMJOyNTwBAYD0lrI1PAEBgPSWsjU8AQGA9JayNTwBAYD0lrI1PAEBgPSWsjU8AQGA9MYaHgBghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAI/8f0w/m8Qo63+gAAAAASUVORK5CYII=)
PN: 4H56-3-3B
CAS: 1261232-82-9
Molecule Weight: 211.24
Formula: C10H14FN3O
TSCA: Not listed on TSCA inventory