| Product Number | 4H21-3-3R |
| Purity | 95 % |
| CAS | 128694-63-3 |
| MDL Number | MFCD02090853 |
| Molecular Formula | C6H5F3N2O2 |
| Molecular Weight | 194.113 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-3-3R
CAS: 128694-63-3
Molecule Weight: 194.113
Formula: C6H5F3N2O2
PN: 4H58-3-AB
CAS: 481065-92-3
Molecule Weight: 194.113
Formula: C6H5F3N2O2
PN: 4H21-3-6G
CAS: 1006462-23-2
Molecule Weight: 244.121
Formula: C7H5F5N2O2
PN: 4H15-3-1B
CAS: 1414962-92-7
Molecule Weight: 178.114
Formula: C6H5F3N2O
![[1-Methyl-3-(trifluoromethyl)-1H-pyrazol-5-yl]methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB/FAAAfxQGbIbLCAAACEXpUWHRtb2xTb3VyY2UAAHichZRZa+MwEID/yqDnjS5fckhSQkuh0O7Ctgv7tii2khpiqcjO9e87ctI2Jl0HyYyO+UaaQ57c7Os1bI1vKmenRFBOwNjClZVdTcmfl/uRIjezSYFKqGibKXlt27cxY7vdjhavptZ7Z2nhanLcH++bqqezi6jzKyY5F+zv0+Nzx4wq27TaFgappho33eKjK3Tb3eI/R7Ba+21l2VGd1X57tPZP8tA53Tcl+fLlFvfmiMKyWhtYOl/rFraSU+z8B6yMNV63poTFAZcjGqPvs8nTnSs2tbEtDoOFqtDr59ZvClyo3doUGzSGg4e7KakFArp19dx7fYAwCstagJagI9Ax6AR0CjoDrUDnoAXHD/eFxDivTTjo5fBm8LbwE9vtqf3C7z40DJDs0pLkCk5C0ognGc6UxBn6o1CMOBUqFTASNE14FmSe8RyVsyjhENE05hKZWOUCZ7niOYED2sYdTA7qcYVCUJHFnbUPq508LZ9sR1QkGQ9HJBFeZIRnKJEGGcd4JEIp3hBjwz6DM5ssnC3PhlCVU7IQpIvab7Ns5ClwBJwvjUeng4Ggeg7IPhDC/AnMvwOiPhCSMgzEfSCkcBhI+kBI+DCQXvhwBcj6QKin4SipPhCqbxjIL5zOhwHB+0RX2lcQcYmIK4i8RL4tEHZWXezjmeLw4gmzs/fN8K82ewc3Enq036O7qgAAPD5JREFUeF7t3QeUFFXaxnFQMiYQQUQUE8oaVsmgfCqIgghrXnUVUVdkUVERSSoouqskdREBSYIkQZAkLgJKNgADIpIlSw6D5DTcj7e0a6pud0933w7T3fX/nVNnhXqrZ+jpvc9U3ZRHAQBgII/+FwAAhIMAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAWJgxowZqk2bNqp69eqqbNmyqlChQqpIkSKqTJkyqnbt2qpdu3YqIyNDv8wlT5489hEJ0+uAaPGJA6Iwa9YsVa1aNVcjntNRqVIlNWXKFP1lLKZBYHodEC0+cYChDz/8UJ1++ul+IRHOEUio88GYXgdEi08cYKBXr16uhrtgwYLq6aefVuPGjVMbN25Uhw4dso4tW7ao6dOnq3fffVdVrlw5x4beNAhMrwOixScOiNCiRYuswPA12tLvsWnTJr0soIULF6q6devqf20xDQLT64Bo8YkDIlS/fn27wZa7iiNHjuglRkyDwPQ6IFp84oAILF261G6spf9j1apVeokx0yAwvQ6IFp84IALSl+FrrO+//379dFRMg8D0OiBafOKACDRo0MBurD/99FP9dFRMg8D0OiBafOKACFx22WV2Y71ixQr9dFRMg8D0OiBafOKACBQrVsxurDMzM/XTUXEGgekBJBKfOCAC+fLlsxvr48eP66ejooeByQEkEp84IALcgQDZ+MQBEaAPBMjGJw6IAKOwgGx84oAIpNo8kOXLl6t33nlH3XLLLeqiiy5S+fPnV8WLF1e1atVSH330kTp27Jh+CRA2/08cgKD0meirV6/WS4zlFAQ5yek657lAR5UqVdTevXv1y4Cw+H/iAOTIuRaWNMDJvBbW9ddfrzp37qy+//57tX37dmuFYAm9Ll26qLPOOsu6pnnz5vplQFj8P3EAciQr6jpX461Ro0ZEq/Hefvvt+l9bcgqCnJheN3bsWOuaUqVK6aeAsET2iQNgCbQfSNOmTdX48eOtMDl8+LB1yH4gst2t3AXI3UpODb1pEJheJ4+u5JqiRYvqp4CwRPaJA2Dr0aNHSu9IOHnyZOsa2c8EMBHZJw6Ay8yZMyPaE132D5k6dar+MhbTIIjkuqNHj6r169dbd1DnnnuuNbNeggQwEfoTByAk2bb2lVdeUVWrVlVlypRRhQoVUoULF7b+u06dOurVV1+1+j9yEkkQOIVznR5kckjfzTfffKOXAmEL/okDkDb08JCjRIkSqkWLFmrfvn16ORCW3AsQ+W3Jd0TC5LqsLKW+/FKpZs2Uuu46pUqWVCp/fqXOO0+pa69V6plnlJow4Y86II3JxEHp5B85cqT96K1ChQpq586deikQUgStcIyZBIGI9Dp53iwh4bwu2HHNNUpNmaK/ApCWTpw4oe69914rRJrJL1dAhMJsheMg0iDwieS6999X6rTT/IMip0Pq5TrAA2RBSAmQ0qVL66eAkMJoheMkkiBwCve6jz5y1xYqpNTzzyv17bdKbdsm9/JKbd+u1IwZSr34olJFirjre/XSXxFIOzIqSwKkQIEC+ikgpBCtcByFGwS6cK5bvFipggWz6ypWVGrDBr3KTWYSV67sDhx5HSCNLVmyxAqQsmXL6qeAkHJoheMsnCAIJJzrGjTIrqlQQalwR5ns36/U1VdnX9uwoV4BpA3pA2nUqJEVIE8++aR+Gggph1Y4zsIJgkBCXbd8uVJ58/5xXv43I0OvyJmM1XdeL68HpKCrrrpKtW/f3lpKRRZQ3H/qFyTfKKzPPvvMHoV1xhlnqLVr1+qXAyEFaYUTIFQQBBPqus6ds8/Xq6efDU/9+tmv0bWrfhZICfq8j0CHTHScM2eOfikQliCtcAKECoJgQl3nfHw1YIB+Njz9+2e/Bo+xkKJWrlypunXrpurWrasuv/xyVaRIEWuGvISGLEkvy5nIXQlgKkgrnAChgiCYUNed+j+KfX7pUv1seH75Jfs1rrhCPwsENXv2bGu3P1mZl93+kO6CtMIJ4AwC0yOQYsWyz2dm6mfDs3t39msUL66fBYK64YYblO/x0IgRI/TTQFoJ0gongB4GJkcg+fJlnz9+XD8bHrnO9xryekCYZN9xX4D07NlTPw2klSCtcALoYWByBHLOOdnnuQNBghEg8JIgrXAChAqCYEJdd9ll2efpA0GCESDwkiCtcAKECoJgQl13553Z5xmFhQQjQOAlQVrhBAgVBMGEuu7dd7PPy3wOE8wDgSECBF4SpBVOgFBBEEyo65Ytc88kD7ELnJ9Fi5iJDmMECLwkSCucAKGCIJhwrnPeQUS6FpbsCeK7lsdXiBABAi/JoRWOs3CCIJBwrpO7CFme2lcnq/Fu3KhXuf32m1JVqmRfI6v5shovIkSAwEtyaIXjLJwgCCTc63r0cNcWLqxUixZKTZ/+xz4gMkt4xw6lZs5U6qWX2A8EMUGAwEtCtMJxFG4Q6CK5TjrAff0Z4R7sSIgoECDwkjBa4TiJJAicIr1u8mT3Hh85HeyJjigRIPCSMFvhOIg0CHxMrsvKUmrCBKWaNv0jJM47T6n8+ZUqUeKPP8vfy3mpA6JAgMBLImiFAYRCgMBLCBAghggQeAkBAsQQAQIvIUCAGCJA4CUECBBDBAi8hAABYogAgZcQIEAMXXFFZVWoUGnr6N17oH4aSCsECBBDNWu2VOXKPW4dgwdP008DaYUAAWKoQYNhqlKlj61j5Mhf9NNAWiFAgBgiQOAl3guQnTuVatJEqWeeCX+fECBMBAi8xHsB0rx59lpa7dvrZ4GoECDwEu8FiCyc6AuQG2/UzwJRIUDgJd4LkH79sgNENpmSjaWAGCFA4CXeCxDZptYXIHJkZOgVgDECBF7ivQA5cUKpokWzA6R3b70CMEaAwEu8FyDi//4vO0CeeEI/CxgjQOAl3gyQVq2yA+Qvf9HPAsYIEHiJNwNk1KjsADntNKV+/12vAIwQIPASbwbIhg3ujvRvvtErACMECLzEmwEizj8/O0DeeUc/CxghQOAl3g2QRo2yA+See/SzgBECBF7i3QB5++3sAClTRj8LGCFA4CXeDZCpU939IJs26RVAxAgQeIl3AyQz848RWL4AGTNGrwAi9vDDo+0AmTx5tX4aSCveDRBx1VXZAdKmjX4WiFhGxhbVuPFY1anTTHXsWJZ+Gkgr3g6Qxo2zA+TWW/WzAIAceDtAevbMDpAzz1Qqi98YASBc3g6QefPcHelLlugVAIAgvB0gR48qVahQdoAMGKBXAACC8HaAiOrVswNE9kkHAISFAGnRIjtAbrhBPwsACIIAGTo0O0Dy5VPq4EG9AgAQAAGyerW7I332bL0CcPFNFPQd48Yt10sCcl4DpAMCRJx7bnaAdO+unwVc9AC5885h6ujRE3qZHwIE6YYAEfXqZQfI3/+unwVc9ACRY8iQxXqZHwIE6YYAER06ZAfIJZfoZwEXPTzkqF17sDpw4Khe6kKAIN0QIOLLL+0A+f3UcWL7dr0CsDmDoGHD4fZ/9+49Xy91IUCQbgiQU07s2KG+z5tX/e9UeHx26lg/caJeAticQTBp0ir7v2vVGqh27z6kl9sIEKQbAuRP7196qWpxKjwanzqGvf66fhqwOYMgK+ukevDBz+0/d+kyVy+3ESBINwTIn9o/9JC64lR4nHfqaHDHHfppwKYHwYwZ6+w/V6/eT23evE+74g/6dUCqI0D+9N5776k8p8JDjuLFi6uTJ0/qJYAlUBA0aTLW/rsOHaZnFzsEug5IZQTIn+bMmWMHiByrVq3SSwBLoCCYP3+z/XdVqvRVa9bscVzxh0DXAamMAPnToUOHVP78+e0AGTJkiF4CWIIFQfPmk+y/f+mlya5zIth1QKoiQBwqVqxoB8jzzz+vnwYswYJg2bKdqnLl7HM//+weDh7sOiBVESAOzZo1swOkWrVq+mnAklMQtG491T739NMTXOdyug5IRQSIw8CBA+0AKViwoDoqG04BmpyCYN26TKsPxHd+7tyN9rmcrgNSEQHi8Msvv7g60n/88Ue9BAgZBG++OcM+/8gjY5RvQF+o64BUQ4A4ZGVlqbPOOssOkA8//FAvAUIGwbZt+1WNGv3tmq+//tX6+1DXAamGANHUrl3bDpDHHntMPw2EFQTdu39n19xzz2fqxImssK4DUgkBomnbtq0dIFdeeaV+GggrCDIzD1trY/nqxoxZFtZ1QCohQDRffPGFHSB58+Y91RBk6iXwuHCD4OOPF9h19eoNCfs6IFUQIJrffvvN1ZE+ZcoUvQQeF24QHDx4TNWpM9hVH851QKogQAK48MIL7QB566239NPwuEiCYOjQxX7hEc51QCogQAK499577QBp2LChfhpp7tixLKvP4osvllvLtesiCQLZK71+/aFhBcj69Zmqf/8Ma0Y7kAoIkADeffddO0BKlSqln0Yak0Zc5m74GvpBgxbpJSGDQDd27PKQAXL8eJaqW/dT61zVqv2s/pNA4QUkEwIkgG+//dbVD7J+/Xq9BGlo/PgVrpFTcrz33vd6WVwcPnzcNXdEDlkKReaUAMmKAAlg37596vTTT7cDZOTIkXoJ0siBA0dVu3bT/O4SZI8PGY6bKLI9bs2aA1zfw623Djr1C806vRRICgRIEFdffbUdIC+//LJ+GmliyZLtqmHD4a5GW9ay6tnzR2vyX6L9+utu1xa5vuOdd2arI0eO6+VAriJAgnjyySftAKlVq5Z+GilO+hcGDlykqlXr52qoZb7GvHmb9fKEko73d9+d7RciEiwSMECyIECC6NOnjx0gRYsWVceP89tfutix46D617++9GugX3zxfwl9ZBXK9OnrrEdYzu9RHnF9/vlSvRTIFQRIEAsXLnR1pP/00096CVLQrFkb/Cb3Sef1iBFL9NKkIJ3o0pmuh12rVl+r338/opcDCUWABCF3HEWKFLEDpG/fvnoJUog8FurWba5fQ3z//SPVypW79PKkIo/b+vbNsIb3Or/3O+8cpjIytujlQMIQIDm46aab7AB56qmn9NNIEbLJ08MPj/YLj7femmkNn00VixZtVQ0aDHP9G6TDv0+f+cwZQa4gQHLQsmVLO0CuvfZa/TRSwLhxy0/9IuAeGnvzzZ+oKVPW6KUpYd++o+qVV6b4heFTT41XW7cyZwSJRYDk4LPPPrMDROaF7N/P/0FTxf79R1Xbttn7k/uOJ54Yp7ZsSf2foyy1cuON/nNGvvlmrV4KxA0BkoO1a9e6OtLr16+vJk2apI4cofMymS1evC3g3I6PPpqXK3M74mXNmj3qoYf854z8+9+zmDOChCBAQsiXL58rROQ488wz1aOPPnrqt8Ax6tChQ/olyCXSDzBgwEK/zmZZzHDBgtyd2xEvMjigc+c5fiHywAOj1OrVzBlBfBEgIdxyyy1+AeI8ZKTWAw88oIYPH84jrly0ffsB9cwzE/0a0pdemqz27k2euR3xMnPmelW7tv/w5JEjf9FLgZghQMIwefJkazmTyy+/3C9AnEehQoWs5d8HDRrEToYJJI1noLkdXms8JUSbNvUP0ZYtmTOC+CBAIvTzzz+rjh07utbKCnQUKFBA3X777ap///5qx44d+ssgBuTxTZcu/nM75PHNqlWJf3xz+PBhtW7dOvuQPyeaPMaTPUUCPcZjzghijQCJwsqVK9Xbb7+tKlas6BcgzkNGcN16662qZ8+eavPm9HwWn2hr1wae2yEdyPGc27F69Wo1YsQI9dprr6n7779fXXfdddZSN/rP3HnIeRkGLvXt27e3HneuWLFCf+mYkoEEd93lP2ekV6/5aTWQALmLAIkR+Y2za9euqmbNmn4NiPPImzevNUGxe/fu7DNiaPToxX5DWG+55ZO4DGGVR5HDhg2zFte8+OKL/X6e0RyydXLjxo2tR57bt2/Xv3TUZChzmzbpO5QZuY8AiYNNmzapHj16qJtvvlmddtppfg2H86hSpcqp35r/bf1mi5zt3btPNW3aRZUv/7K64YaedoP45JOxnUSXlZVl9Xs99NBDVr+W/jOLx5E/f36r/2z06NExHyYuOyLqkyklcKdNS83JlEgeBEicbdu2zVpH67bbbrMaCb3hcB7ymOONN95Qv/zirc7fcMydO/dUcFRS555bXV100T9UhQqvxXwZj4MHD6pu3bpZdwb6z8Z5SP/WNddco+69917Vrl079cknn6iJEyeq6dOnW9+n3I3K/8qf5e/lDkPq7rvvPutnXLBgQb/XdB7FixdXbdu2jWnfWbBHfqm2nAuSCwGSQLt377YamwYNGoRsRMqXL69effVVlZGRob+Mp5w4cUJ16tTJno9TtGg5VbJkbVWjxitq/vwNerkRCQ55/FiyZEm/n4PvqFSpkmrdurWaMmVK1HN/pHNdtk2Wn2+NGjUCzjWSQ4aIv/TSS2rLlth0fsugg65d/QcdpMKCkkhOBEgukW1zhw4dav1W6lz1N9BxySWXqFatWlm/1XqJPAqUx4DO9+L00wupRx55TmVm7tPLjYwaNUqVLl3a7z2Xo1y5ctYdYbz7qrZu3Wrd+cjdif49yFG4cGErRI8ePapfaiTYkvaffZacS9ojeREgSUB+A/78889PNYyPqDPOOMOvAXEe8njl+eefVzNmzLCe1aercePGqXPPPdevIf3oo4/0UiMSCnInqL+/csiIObnTyA1yxyl9LzJyT/++5K502rRp+iVGZFOtZs3854zIxMtk2lQLyY0ASTLSgTphwgT1+OOPq2LFivk1Is6jVKlS6umnn1ZTp05Nmx0T5fFO8+bN/f6tMu9G5uDEgvRJBBp6W6dOnVO/nc/Sy3OFDPOVz0CgfjMZESa/dEQrp6Vf5s9nuDlCI0CS2LFjx6zfhP/5z3/m+HxeDul4bdKkifryyy9jPoonUWTwQKDHOM2aNYu630HI+9K0aVO/1y9btqx1x5OMlixZ4tqXxndIJ/6yZcv0ciM//7zdE4tPIvYIkBQhj6tkVM+zzz6rypQp49egOA9Z7PEf//iHNSQ0Fg1vIsge9HpfkNyBffHFF3qpEelPkY5w5+vLY6IXXnjB6o9KdgMHDlQlSpRwff9yFyVzVGJB5oy0azfN75FW+/bf6KUWvU72XQmH8xqkPgIkRc2ZM8dan0s6evUAcR7SKMsMaGloknGxxz179ljDYfXvu1atWmrjxo16uZFVq1b5TQI877zzrEd/qURGY0n/jPPfIRNTO3furJcaGz9+hWvOiGy+FYgeILK9rozyCoUASS8ESBqYP3++tUTGFVdc4dcQOw+ZFHfXXXdZfQDScOe22bNnq4suusj1PcpdgYx8kuG7sbB48WKrr8j5NapXr27dkaQieV86dOjgN0FVds88eTI282HWr89UTZqMVdWq9bP6SALRA0SOIUMW62V+CJD0QoCkGXlmLos9yjNyPUCch3TO1q1bV/Xr1y8uy2jkRBpBCQl9/oP0RcSyE3vhwoV+AxEefvhhq28p1cnGZvpAAOkDi1WIhKKHhxyynPyBAzkPNSZA0gsBksbk0Y0s9qg/+9cP+a1f9j2RxR5/++03/WViSh5LyeMp/Xu45557YnpXJMN0L7jgAtfXkM74dBr6/P333/sNdZY7kURwBoGzA7537/l6qQsBkl4IEI+Q5TVkstqNN97o13jrh9RIrVwTS9Ihrt8RyNyO3r1766VRkQUQ9eX2ZSJmOpKRWPrSK7HsEwnGGQSTJq2y/7tWrYFq9+7gAzcIkPRCgHiQ3GV8+OGH1l1HoAlrzqNy5crWYo9yN2NKRoLJb//6a8uQ3Viv+yWPx/SOZpk3kc4kRJx3ItKxHqvRWcE4g0Dmkzz4YPbe7LJHSzAESHohQDxO+j9ksUfpDwk0ac15SL+K9F1IP0u4pDZQf4xMFozHhkvy/Tm/Tr169dJmkmVO5HGWs09E/jtW80QC0YNgxox19p+rV++nNm8OPDRavw6pjQCBTfogZISWjNQKtYy5jPiSxQAXLFigv4ytV69e1iMq53Uy4TFek/ZkaLOzY17ucJJx6HK8SMe6c3SWPMaLxYz1QAIFgYzc8v1dhw7Ts4sdAl2H1EWAICBpeGWxR5lDok/w0w+ZiyJzUqQBF7Lq8N133+1XJwsjxmv47N69e11zPeR7Xrp0qV6W9mSIr/M9j9fju0BBIMuf+P5OZrKvWeM/KCLQdUhdBAhCkt9iZVa7zG4PtdijdJLLfhnOv5O7AllNNlZzOwKRGeXOrykz271IRpnpfUDxmDAZLAiaN59k/70szKgLdh1SEwGCiMh6UrJJksw50EdUBTrkrsB3ZxIvcqfh7L9p1KiRXuIpMmPdueyJrOIb6/XRggXBsmU7VeXK2edknS2nYNchNREgMCYT8uS3W1kRONBijzIcWIbUxpusouv7mtLnEu/9O1KBrJ3l/FnIHWAs5RQErVtn78P+9NMTXOdyug6phwBBTMijE9mjxNn5LsESb7L6sLOhlFFYUNaMdOcqvhKsmzfHbon2nIJg3bpMqw/Ed37u3Ow1zXK6DqmHAEFMyYQ9X6MlCxbGs99DOGe1y+OyVFl9OBFk/xTnqDTZHjdWQgXBm2/OsM8/8sgY5VthJdR1SC0ECGJK5iM47whk7+94kS1+nV8r1jPa04FsSuV7f2RuyI4dO/QSI6GCYNu2/dY2ub6ar7/+1fr7UNchtRAgiCl5dOJcWkP2L4kX6Sz3fR1ZcTceExNT3cqVK12rDbRt21YvMRJOEHTv/p1dc889n1mbU4VzHVIHAYKYa9Gihd1gyYKG8VghVuaTOCfNyXIrCEz2WPe9TzKRMxYjssIJAtlbXdbG8tWNGbMsrOuQOggQxNzMmTPtBkuOeAzj7dq1q/36BQsWtCYvIjBZLcD585A5PdEKNwg+/niBXVev3pCwr0NqIEAQczIiy7mJUzyWGL/++uvt15dZ78iZc6/5hg0b6qcjFm4QHDx4TNWpM9hVH851SA0ECOLimWeesRssWeoklmSRQOdv1KNGjdJLoJHl+X3vl0y6jLYzPZIgGDp0sV94hHMdkh8BgriYMmWKq5GXbXdjxfn46qyzzmLobhi2bt3qGtIri2ZGI5IgkL3S69cfSoCkIQIEcSFLqDv3qIjV6B/RoEED+3W9vmxJJGQveN/71rhxY/10RCINgrFjlxMgaYgAQdw88cQTdoMly7/HgkxMPPvss+3Xfe+99/QSBCHL7/veNxlqDUSLAEHc6MuMLF68WC+JmD6iKKf9SOAmkzqd792KFSv0EiAiBAjiRuYbOO8WOnbsqJdETHZP9L2e9H/IiC+ERyZaypBn3/sn+70A0SBAEFeyh4ivwZKtbaPlXGuratWq+mmE4BzO+9prr+mngYgQIIirMWPGxPSxiXP5EgknREZ2mPS9f/LfQDQIEMSV7GYoi/j5Gq1olxypUKGC/VpvvvmmfhohyF2H7/2TuxEgGgQI4s75W2/FihX10xFxbqk7ZMgQ/TRCkPkfvvdP+pCAaBAgiLsRI0bYjVbevHnV2rVr9ZKwSIe5XO97LdlaF5EZP368/f7JYpSmC13K1rWdOs20FkiEdxEgiLt9+/a5diqUmeQmfv/9d/s15Jg+fbpeghD0obz79+/XS0LKyjqpGjQYZk8IXLo0umVRkLoIECSEs/O7Ro0a+umwyJaszsaPOSCRkyVlnO+hyTa3GRlbXDPKCRDvIkCQEIMHD7YbLXkMJft5RGr16tWuxm/p0qV6CUKQ98z5Hv766x87BUaiW7e5dnjIEu1yRwJvIkCQEHv27LFWgfU1XD169NBLQuIOJHrR3oFIl8mdd2Y/vurcOfZ7vSB1ECBImDvuuMNuuG6++Wb9dEj0gUQv2j6QJUu2ux5fzZ8fWQAhvRAgSBjnMiSyT/e2bdv0khwxCit60Y7C+u9/f7DD47bbBvP4yuMIECSMbGIkweFrwPr06aOXhMQ8kOhEOw+kUaMRdoC89dZM/TQ8hgBBQt166612A1a3bl39dEjOmehvvPGGfhohOJd0v+666/TTOVqxYqfr8dXcuRv1EngMAYKE6tmzp92ASaf67t279ZIc/e1vf7Ovf+SRR/TTCOHee++1378HHnhAP52jjz6aZ4fHrbcOUsePsxKy1xEgSCgZ9SPP3n2N2CeffKKX5OiVV16xr61cubJ+GiFcffXV9vv3+uuv66dzdN99I+0A6dBhun4aHkSAIOFq1qxpN2J33XWXfjpH/fr1s6+V/hDZOhfhkb3jCxQoYL9/w4YN00uCWrNmj+vx1cyZ6/USeBABgoTr3r273YjJBkcyPDdcCxcutK+V44cfftBLEMTXX3/teu9kYma4+vXLsMOjVq2B6ujRE3oJPIgAQcKtW7fONRw3kt+EZShv8eLF7Ws7d+6slyCI1q1b2+/bxRdfrJ/O0cMPj7YDpF27afppeBQBglwh/Re+xkw6diNx991329fWr19fP40gKlWqZL9vTz75pH46qI0bf3c9vpo6dY1eAo8iQJAr3nnnHbsxK1KkiLXxVLg++OAD+9rChQtH9AjMq+Suzzl4Yfjw4XpJUIMGLbLDo2bNAerQIfqd8AcCBLli1apVdmMmx+jRo/WSoNasWeN6BBbpSC4vkjkzvvdLltbPzMzUS4J67LEv7ABp1epr/TQ8jABBrpEtVX2N2sMPP6yfztGNN95oX1unTh39NBxkuZJLLrnEfr8eeughvSSorVv3q8qVsx9fffVV+B3vSH8ECHKN87diWVbjyJEjeklQvXr1sq+V5VE2bNigl+BP06ZNs98rOSZPnqyXBDVs2M92eNSo0V/t339UL4GHESDINUuWLHE1bBMmTNBLgtq1a5drTsMLL7ygl+BPzuVjLrzwQmskW7ieemq8HSAtWvxPPw2PI0CQq6688kq7cXv88cf10zmSkUS+a4sWLap27typl3jerFmzXCHdrVs3vSSonTsPqipV+toBMn78Cr0EHkeAIFe1b9/ebtxkfsexY8f0kqBWrlzpWt33tdde00s8T/qHfO9PqVKlIhrtNmrUUjs8qlbtp/buPayXwOMIEOSqjIwM12/IMls6ErIgoO9aWdrEZKvcdDVu3DjXe9u1a1e9JEfNmk20A+Rf//pSPw0QIMh9zhFCTZs21U/n6KeffnLdhTz44IN6iSft27dPlS1b1n5fSpcurQ4cOKCXBZWZedi66/AFyOjR7D8PfwQIct3LL79sN3QlS5ZUJ05Ets7Sv/71L9dv2jLqyOtkUIHzPRk1apRekqNx45bb4SH9ILt2hf/oC95BgCDXfffdd67GLtK9zvfs2aPOO+88+/pLL71U7d27Vy/zjKlTp7ruyho0aKCXhPT881/ZAfL00+GPjoO3ECDIdTLRrUyZMnaD99xzz+klIQ0YMMAVQpFulpQupA/IGaYyOk2WMYnEvn1HVfXq2Y+vhg9fopcAFgIESeH555+3Gz0JEwmVSEh9w4YNXSEikw295OjRo6pGjRqu90D2QI/UpEmr7PCQWejbtu3XSwALAYKkMGPGDFfDN3fuXL0kJNke19lxLHuNfPPNN3pZWpLJgbLFr/M9jHRAgk/Lll/bAfL442P104CNAEFSkI5zmafga/ykY93EnDlzVL58+ezXkSVSZBOqdPfMM8+4wkOWy49kaRifgwePqqpVe9gBMnjwT3oJYCNAkDScjWC5cuX002Hr3bu3qzGVYIpk971U49wnXg7ZLGrjxo16WVgmTPhOXXrp06p8+Zbq6qvfUJs2eXcwAkIjQJA0pkyZ4moIFyxYoJeErUOHDq7XOv/889PuTkT2g3cu5+ILS1kq31STJq1UiRI3nnq/6qt69VrrpwEXAgRJQxpE53a17dq100sioj/WkcdZ3377rV6Wkvbv33+qga/n+vcVK1ZMLV68WC8N26FDh069R8VUgQLFVdGi5VSXLh/rJYALAYKk0qRJE7tBLF++vH46ItKxrIeIdKyn+uispUuXuvZSkUNmmkd7hzV27FjXay5btlwvAVwIECSViRMnuhqxn3/+WS+JmP44Sw6ZJ5KKW+FK/45sAez8t/zlL3+JyX4ojz76qOs1gVAIECQVGTkkj5p8DVnHjh31EiNy1+EcnSWHrMGVKsuerF+/XjVq1MgvCGWvj0i2pw1G5pCcc8459uu+/vrregnghwBB0nHOZ7jmmmv008ZkiK9znojvkAUYk3UVX+mXkJ0bCxcu7PqeJQzffPPNiNcNC2bSpEmu15dFKoFQCBAknTFjxrgaM9n3I1ZksqE+Y10OWQpe9hNJlk2pDh8+bN01yZBc/XuVv5MwjCXnaK7LL79cPw0ERIAg6cimR7KGk69B+89//qOXRE3WzipRooRf4yz9C7KSrek8imhJwP373/92Tar0Hfnz57e+t1gvFCmj35zvRZs2bfQSICACBEnpvvvusxu0SpUq6adjQlbxlaXgnSvX+o7TTjtN1a5dW33yySfW3hrxJHcbI0eOVHfffbc1Skz/XuSQnQVl9FU8SD+Q82v9+OOPegkQEAGCpDR8+HC7QcubN2/EK8pGQuZOyKgsCQ294ZZD+h9kzkXnzp2txjXafgdZ+FF2YuzevbvVMS6Pz/Sv6Ttuuukmq38inpz7qVx00UURL2QJ7yJAkJTkt/5ChQrZDVu3bt30kpiTvhbpCyhQoIBfQ+48zjzzTGutqYcfftjq4JYVbydPnmztYyJ7m0jYyf/Kn+Xv5XynTp2swQFVqlRRZ599tt9rOg8JzL/97W9GC0pGSubKyCx939d+8cUX9RIgKAIEScvZ2S3LlCfKrl27rPkWN954o1/jHs/jhhtuUF26dEnoiLBZs2a5vofZs2frJUBQBAiSlvzm7mvY5PHSb7/9ppfE3dq1a9UHH3xg9U8450nE4pD5LnfddZfq2rWrWrZsmf6lE8K59a3MZpc7EiBcBAiSlnRyy8gjXwP34Ycf6iUJJ8uFfPzxx6pVq1bWYyaZse38HgMdcl7qpF6Wqe/Tp4+1UGRuN9bS1yF9Hr7vs3nz5noJkCMCBEnt9ttvtxu4W265RT+dVA4cOGD1f/gO+XMykwEBzqDzyuZbiB0CBElNftv3NXAy3Hb79u16CQy1bt3afm9lHki0o8vgPQQIkpoEhnOehgQKYuOyyy6z39ennnpKPw2ERIAg6cmjK19DJ4+0EL1Fixa5Hl999dVXegkQEgGCpCed576GTjqkpXMd0ZF1v3zvqYwuk9V4gUgRIEh6MnzXOUtchvciOhUqVLDfz8cee0w/DYSFAEFKqFmzpt3gyQRDmJM5J87HV+PGjdNLgLAQIEgJspSJr8GTJU7ivcBhOnvrrbfs91LW4ZLFHAETBAhSgsyrkDWifA2fLLYIM9dff739Pv7973/XTwNhI0CQMmRZd1/DJ8u9I3K//vqr6/GVLCMPmCJAkDJkYylfwycbTsnGU4iMLEnvew9lmfr9+/frJUDYCBCkDFlu3fnbc8mSJVW5cuU4IjhkL3Xf+ycLRALRIECQUs4991xXiHCYH7I/CRANAgQp5f777/drCDnMDnkMKHd1gCkCBCmnY8eO1s55MqGQI7JDlmx3jmarWLEis9BhjAABPKZt27auO5GWLVvqJUBYCBDAY44dO6aqVatmB4jckbCYIkwQIIAHrVmzRp199tl2iMiItq1bt+plQI4IEMCjZDa/81FW3bp1rW1ukfs+bpon4iM35M5XBZAUmjRp4goRmWiI3KeHQzhHbsidrwogKchM9PLly9sBUqBAATVv3jy9DAmmh0M4R27Ina8KIGlkZGSoggUL2iEiW92y2nHuyu1gCFdyf3cAEuK9995zPcp69NFH9RIkEAECIGVI53n9+vVdITJ48GC9DAlCgABIKdu3b1elS5e2A+TMM89Uq1at0suQAAQIgJQzZcoU1/7zlStXZqmTXECAAEhJrVu3dj3KatWqlV6COCNAAKQkWeqkatWqdoDIHcnkyZP1MsQRAQIgZcnWt2eddZYdIqVKlVLbtm3TyxAnzgAJ58gtufeVASS1oUOHuh5l3XHHHSx1kiB6QIQ6ckvufWUASa9x48auEOnWrZtegjjQAyLUkVty7ysDSHqy1MkVV1xhB4gsdbJgwQK9DDGWDOEQjuT+7gDkOgkMCQ5fiEigSLAgfggQAGlDHl05H2XJoy3EDwECIG1I53m9evVcISKd7IgPAgRAWpFhvOeff74dIDLMV4b7IvYIEABpRyYUOpc6qVKlijXxELFFgABIS7K0ifNRlix9gtgiQACkJVlcURZZ9AWI3JHIIowI3/I5/dXE7reqhZPe1k9ZCBAAaWv16tXWcu++EJG+EVkOHjk7cnCP+rr3Pa6A2LP5F72MAAGQ3j799FPXoyzZkIqlToLbumqWGtamrCscBjxXRB3cu0UvJUAApD/Z+tYZIrI1LtxOZp1QCyZ0VH2bne4KhmFtL1Jbf52jl6cUAgSAsX379qnLL7/cDpCCBQuqjIwMvcyz9u/ZqMZ3reUKDjmm9L7XepyV6ggQAFGZN2+ea6mT8uXLs9TJKesWfqEGvVjM75HVspl99NKURYAAiFqXLl1cj7KaNGmil3jG8WOH1OyhzfzuOj5/89qAHeapjAABEDXpPL/99ttdITJ8+HC9LO3t/u1nNeqNq/3CY87wZ9WJY4f18pRHgACIia1bt1o7F/oCRJY6WbNmjV6WtpZO/0gNeLawKzgGv3SuWvfTOL00bRAgAGLmq6++Unnz5rVDpFq1amm/1MmRA7vV1x/9ze+uY0K3m9WBPZv08rRCgACIqZYtW7oeZbVt21YvSRtbVs5QQ9tc6AqOfs3yqYwvO1nDd9MdAQIgpmSpk4oVK9oBIkudTJs2TS9LaRIO8yd08J/b0e5ite3XuXp52iJAAMTcypUr1RlnnGGHSOnSpdWOHTv0spS0f/cGNb7zjX6PrKb2uV8dPZipl6c1AgRAXAwaNMj1KKtBgwYpv9TJ2ozR6pMXz3EFh8ztWD6rr17qCQQIgLh55JFHXCHywQcf6CUp4fjRg2rWkKZ+dx2jO/1VZW5Zppd7BgECIG5+//13demll9oBIkudLFq0SC9Lars3LVajOv7FLzzmjnhenTh+RC/3FAIEQFz9+OOPKn/+/HaIXHnllerAgQN6WVL65dsPVf9nC7mCY3DLEmr94gl6qScRIADi7t1333U9ynryySf1kqRy4Pddavz7jfzuOmQTqAOZv+nlnkWAAIi7rKwsddttt7lC5LPPPtPLksKCH6arZo3KqNZ/y6N6//OP4JC5HbJ74MmTWXq5pxEgABJiy5Yt6rzzzrMD5Oyzz1Zr167Vy3LN8ePH1auvvqrKlTpd/V+FPKrxzXlUxwfyqOHtyqlta77Ty6EIEAAJNGnSJNdSJ9WrV7ca7ty2bt06VaNGDet7KpAvjyp/QR51x1/zqL5vP6iOHNyrl+NPBAiAhHrxxRddj7Lat2+vlyTUyJEjrbsh5/dU+ryi6ovP+uul0BAgABLqyJEj6oYbbrAba1nq5JtvvtHL4u7gwYPqn//8pys45Lj++uvV8uXL9XIEQIAASLgVK1aookWL2o32BRdcoHbu3KmXxY3MRbnqqqv8wuOFF16wAg7hIUAA5IqBAwe6Gu+GDRvqJXHx3//+15rQ6Pza0rk/ceJEvRQhECAAcs1DDz3kash79Oihl8SM3OHcddddfncdderUUZs3b9bLEQYCBECu2bt3r7rkkkvsxrxQoULqp59+0suiJn0s8pjMGRwyO/4///mPNUcFZggQALnq+++/dy11UqFCBauDOxZkiHC7du2sjnpneEho/fDDD3o5IkSAAMh1cifgbOBldFS0ZG6HzDNxvq4c8thMFnlE9AgQALlOHiPVrl3b1dCPGjVKLwvbiBEj/OZ2yAZX0nGP2CFAACQF6cguUaKE3eCfc845av369XpZjmSV3yeeeMLvrkO22JVdEhFbBAiApCFDaZ1LndSsWTPspU4WLlxoLRXvDA55LZn5Lvu0I/YIEABJpUWLFq4QeO211/QSP++//74qUKCA67qSJUtaa28hfggQAElFZoL/9a9/tYPg9NNPV9OnT9fLLDt27FB33nmnKzjkqFu3rrX6L+KLAAGQdGQtKudSJ2XKlFG7du1y1UydOlWVLl3aFRwyHLhz587q5MmTrlrEBwECICn179/fFQ6NGjWy/l76RNq0aeM3t0P2Xpftc5E4BAiApPXggw+6QuKNN95QVatWdf2dHP/4xz/Uvn379MsRZwQIgKQlS52UK1fOLzB8h8ztGDRokH4ZEoQAAZDUZB0r59Be31GpUiW1atUqvRwJRIAASFoZGRmqfPnyfuFx3XXXqWPHjunlSDACBEDSkVFU3bt395vb4TxGjx6tX4YEI0AAJJXt27erevXq+QXGzTffrIoVK2b/Wf57w4YN+uVIIAIEQNKYMmWKOv/8813BIXM7unbtat2VjB8/3tUfctNNN6kTJ07oL4MEIUAA5Drpz3jllVf85nZcfvnlav78+a7a5557zlXToUMH13kkDgECIFf9+uuvqkqVKq5QkOOxxx4LOLfj8OHDVie6r06WOpk5c6ZehgQgQADkmiFDhqgzzzzTFRzyZ/n7nCxbtkwVKVLEvqZs2bJq9+7dehnijAABkHByZyF3GPpdR+XKldXq1av18oD69u3ruvbuu+/WSxBnBAiAhJI+DenbcDb+0vfRqlWriOd23H///a7X6dWrl16COCJAACSEjKKS0VQyqsrZ6Muoq6+//lovD0tmZqa6+OKL7dcqXLiwWrJkiV6GOCFAAMTdtm3b1B133OEKDjlkvoeci8acOXNUvnz57Ne8+uqr1aFDh/QyxAEBAiCuJk+erEqVKuUKDplhLjPNY7VvR6dOnVyv36xZM70EcUCAAIgL6c94+eWX/RZCvOKKK9SCBQv08qhkZWVZM9WdX+eLL77QyxBjBAiAmJNVcmW1XGeDLkfjxo3V/v379fKY2LRpkypevLj9teS/N27cqJchhggQADE1ePBgv7kdZ511lho2bJheGnNjx451fd1atWqx1EkcESAAYkLmdsjOgPpdh+wguGbNGr08bpo3b+76+rKLIeKDAAEQtXnz5qnLLrvM1XDL3I7WrVtHPLcjWrLUyTXXXGN/H7LUyezZs/UyxAABAsCYjKLq27OzKlzQPbejdOnSaurUqXp5wvzyyy/WnBDf93PRRRepPXv26GWIEgECwMj+zK3q3ZZ11U1X5VEXFs8OjzvvvFPt2LFDL0+4Pn36uELt3nvv1UsQJQIEQMQ2LvlKDXyxpGrVMI+6r3oeVenSU3cdxQuo999/Xy/NVRIazhCRUEHsECAAwpZ1/Kj6btRL6uNn8qqPm+ZR3R7Lo56tl0c1vedKtWzJQr0818ljK1mp1xcg8lhr6dKlehkMESAAwrJ320o15u2KVnA4jwm9n1BHDh/Qy5PGrFmzrI50X4hce+21Vkc7okeAAAhp5dxP1MDnz3AFxycvnK1+nTdCL01KMpTX+ShLhvoiegQIgKCOHv5dfdPvYb+7jrHvVFP7dq7Vy5OWTCaUSYXOEBk3bpxehggRIAAC2r72BzW8/SWu4Oj7zGnqxy/aqqys43p50pNlTYoVK2YHyMUXnKu2btmklyECBAgAl5Mns9Si/72j+v0rvys8hrS+QP22fJpenlLGjBljhUfJs/Ko6y7Oo1o9ebM6mZWllyFMBAgA28HMzerL9+r4PbL6X8+71OH9O/XylNS+VTNV7Yo86u4qeVSz2/OomaM76SUIEwECwLLh5y/V4JfPcwVH/+YF1ZJpH+ilKe3IkUPqlUevVi/dlUd1eTSP6tcsn9r66xy9DGEgQACPk7kdc0e+YM/t8B0jO1yldm1cpJenhW0blqjezQrb/9Zh7S5WRw9m6mUIgQABPCxz63I1+q3r/R5ZzRz8lDp+JHnndsTC0ukfuf7NU/vcr5cgBAIE8KgVcwaoAc8XdTWiMrdjzfyRemna+rrX3a5///JZffUS5IAAATzm6KG9alrfv/vddYx7t4bat2udXp7WjhzYrYa2udB+DwY8V0RlblmmlyEIAgTwkO1rvlfD25VzBUffZqereeNeTcm5HbGwZdVM6z3wvR+fd7pOnTjGUifhIEAAD5C5HQu/+rc14sgZHkNbl1GbV3yrl3vO/AkdXO/LnBHP6SUIgAABkpCzMQv3CEbmdkx8r7Zf/eSeDdXhA7v0ck86mXVCje98Y/b780xetf6n8XoZNME/dQByjd7Yh3MEsn7xBDW4ZQlXXf9nC6kl3/bQSz1v/+4NatCLxez3Sd63A5m/6WVwCPypA5Cr9HAI59Ctnjfcr2Zkxwpq16af9FL8aU3G5673a2L3W63HfwjM/1MHINflFAzh+mbAP1yvM3PI0+r40YN6GTSzhjR1vW8LJ72tl+BP5p9OAHETiwDZumqW9Ujm01alrN+sER4J2VEd/2K//zLwYNua7/QyKAIESEqxCBCY271psdVX5PsZyNBnmT8DNz6dQBIiQHLfL99+6Po5TO37oF7ieXw6gSREgCSHyR81cv0sls/pr5d4Gp9OIAkRIMlB5snIZEvfz0LWDpMFKPEHPp1AEiJAksfmldNdS53I6sUnjh/RyzyJTyeQhJwBEs6B+Jo/7jXX+z33sxZ6iSfxyQOSkB4QoQ7Elyw0Oa5zzez3/Jm8asPiiXqZ5/DJA5KQHhChDsSfLHX/yYvn2O+5bP8r64x5GZ88IAkRDslJNtty/my+fK+Op5c64dMJJCECJHnN/PSfrp/PT5M76yWewacTSEIESPKSpU5GdrjK/vkMa1NWL/EMPp1AEiJAkpusaDywxZnWz0e2B/YqPp1AEiJAkt/+PRut7XCzThzTT3kGn04gCREgqcv5swv3SFWp+50DaSwdGhev0sMhnCNVpe53DqSxdGhcvEoPh3COVJW63zmQxtKhcfEqL/3s0v9fCKQgLzVC6cZLP7v0/xcCQAIRIAAAIwQIAMAIAQIAMEKAAACMECAAACPOAAnnSGWp/d0DQJLRAyLUkcpS+7sHgCSjB0SoI5Wl9ncPAEkmXcIhHOn/LwSABCJAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAAiBAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgJH/B1LForSpTOOzAAAAAElFTkSuQmCC)
PN: 4H01-3-36
CAS: 949898-58-2
Molecule Weight: 180.13
Formula: C6H7F3N2O
PN: 4H21-3-7C
CAS: 1004643-70-2
Molecule Weight: 208.14
Formula: C7H7F3N2O2
PN: 4H21-7-1R
CAS: 1001519-38-5
Molecule Weight: 228.56
Formula: C6H4ClF3N2O2
PN: 4H21-3-35
CAS: 129768-28-1
Molecule Weight: 180.086
Formula: C5H3F3N2O2
Melting Point: 130-132 ℃
TSCA: Not listed on TSCA inventory