| Product Number | 4H17-3-12 |
| Synonyms | 6-Trifluoromethyl-4-hydroxypyrimidine |
| Purity | 97 % |
| CAS | 1546-78-7 |
| MDL Number | MFCD00192530 |
| Molecular Formula | C5H3F3N2O |
| Molecular Weight | 164.087 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H17-3-12
CAS: 1546-78-7
Molecule Weight: 164.087
Formula: C5H3F3N2O
PN: 8H61-3-02
CAS: 368-54-7
Molecule Weight: 196.15
Formula: C5H3F3N2OS
![Sodium [4-oxo-6-(trifluoromethyl)-3H-pyrimidin-2-yl]sulfanide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB12AAAddgFcjOslAAACPXpUWHRtb2xTb3VyY2UAAHicjZXbbqMwEIZfxfL1xsdwSBRSVakqrdR2pU1X2ruVA06CBLgy5PT2a0Pa5eCQlbgYzHy/Z4YfvHg45xk4Sl2mqoggRQQCWcQqSYtdBH+9P09C+LBcxCbJJBZlBPdV9THH+HQ6oXgvc3FWBYpVDpvn83OZdnJOHCm9w4wQin+/vqxrZpIWZSWKWBqqTOdlvfiiYlHVVdzYAudCH9MCN+k418dG7Q8j9iLoXCbwXy8r8+zRoGCbZhJslc5FBY6MIHORb2AnC6lFJROwuZhljqam9+Xi9UnFh1wWlQmtQhqLbF3pQ2wWcpXJ+GDETPD9KYI5NYCoVP6otbg0IUiTCApqpphJK/N++ZARfBOwqSBb7YXemRWTcWYRnDDk+8EUgou9ocibElsFtlJtQdYTfG5wijjnQUN7iM/cMO/BqyHMUei54al7Z4bC4D7sueGJfQk+v0f79+tmiFM3HLjh9rxvjzu8D5seCHHTsx79o6GNwQglX3QQuGmb0jUPBPtLopVx7EodiurLPO1BjAn23Xjt5tpAjd9uhvatt+5befLp5f+tp+/Ht2E9/VeDW5/ZRhVJK6xFN6YGm/JTbktmvxdgXa90IrUdlxGwqW2AdQEOrNPHAD4AvHFgOgD8ccDrAj6wJr4Cjy7A7wIBsMYdA4IuEALr1SvAXEA4AKw9x7aYdQlKQG3AMcRKdhgKatuNzYpSB8Pv7MMGA3YjuGUx/PnXN+HgRMCt4wKbQ3L5F5PFMoQ+jRxoAAA0iElEQVR4Xu3dC/xU0/7/8ULUQQgJuRwiyt1xK1Hul+O4H3R0HoXjHlG5/E6USyjEwSFd3MpJR1EI5ZIchAqRS+lKpZtUut8+/+9nvv+Z75615/ud76zZe2at7/f1fDzWQ757rz0za2bWe/bea69dQwAAsFDD/AMAAJVBgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAggIOevrJGTgUoBj55gIPMgMhWgGLgkwc4yAyIbAUoBj55gIMIB/iATyfgIAIEPuDTCTiIAIEP+HQCDiJA4AM+nYCDCBD4gE8n4KBggGQrQLHw6QMcZIZERQUoFj59gIPMkKioAMXCpw9wEAEBH/DpBBxEgMAHfDoBBxEg8AGfTsBBBAh8wKcTcBABAh/w6QQcRIDAB3w6AQcRIPABn07AQQQIfMCnE3AQAQIf8OkEHESAwAd8OgEAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAA98N6a3DPq/vWT8693MRUDRECCAB57tsG3plelX1ZS1q5aZi4GiIEAAD/S9dvPU1CYrl84zFwNFQYAAHiBA4CICBPAAAQIXESCABwgQuIgAATxAgMBFBAjgAQIELiJAAA8QIHARAQJ4gACBiwgQwAMECFxEgAAeIEDgIgIE8AABAhcRIIAHCBC4iAABPECAwEUECOABAgQuIkAADxAgcBEBAniAAIGLCBDAAwQIXESAAB4gQOAiAgTwAAECFxEggAcIELiIAAE8QIDARQQI4AECBC4iQAAPECBwEQECeIAAgYsIEMADBAhcRIAAHiBA4CICBPAAAQIXESCABzr8eXNpf1qNRFm2mACBGwgQwAMnHLS5tNi/RqIsXkSAwA0ECOCBHbbdXOr+oUaizJ9PgMANBAjggc0331xq1KiRKPPmESBwAwECeIAAgYsIEMADBAhcRIAAHiBA4CICBPAAAQIXESCABwgQuIgAATxAgMBFBAjgAQIELiJAAA8QIHARAQJ4gACBiwgQwAMECFxEgAAeIEDgIgIE8AABAhcRICi45I2RKltAgJTH/KxkK4gWLYqCM7/U2QoIkPKYn5VsBdGiRVFw5pc6WwEBUh7zs5KtIFq0KAqOL3TuCJDM+CwVF62OguNLnzsCJDM+S8VFq6Pg+NLnjgDJjM9ScdHqKDi+9LkjQDLjs1RctDoKji997giQzPgsFRetjoILfumzFZQiQDIzPy8VFUSPVkXBmV/siopp/brV8uZjp0vfqzcLrRtn+Ve7GnL1yTXkuCY1ZIe6pR15dSrb/qGGNNu3hlx+Qg156O/h9omzDO/RXFYtX2R+FBLMdSsqiB6tioIzv9gVFdOc798LrVOIQoAUL0C0TP7kOfOjkGCuV1FB9GhVFFw+X+o1K5fIS3fsG+oc4i4ESPECZEDnneX3RTPNj0JCcD0UHq2OgoviS68dyrJFMwpWli6cIYvmzZBfZs+Qn2bNkBkzCltq1aqV6szHjRsXWh53mTVzhswtee0LfyltC7N94iwbN6w33/6UKD5LsEero+D40ueOk+iZ8VkqLlodBceXPncESGZ8loqLVkfB8aXPHQGSGZ+l4qLVUXB86XNHgGTGZ6m4aHUUHF/63BEgmfFZKi5aHQXHlz53BEhmfJaKi1ZHwfGlzx0BkhmfpeKi1VFwfOlzR4BkxmepuGh1wAMECFxEgAAeIEDgIgIE8AABAhcRIIAHCBC4iAABPECAwEUECOABAgQuIkAADxAgcBEBAniAAIGLCBDAAwQIXESAAB4gQOAiAgTwAAECFxEggAcIELiIAAE8QIDARQQI4AECBC4iQAAPECBwEQECeIAAgYsIEMADBAhcRIAAHiBA4CICBPAAAQIXESCABwgQuIgAATxAgMBFBAjgAQIELiJAAA8QIHARAQJ4gACBiwgQwAMECFxEgAAeIEDgIgIE8AABAhcRIIAHCBC4iAABPECAwEUECOABAgQuIkAADxAgcBEBAniAAIGLCBDAAwQIXESAAB4gQOAiAgTwAAECFxEggAcIELiIAAE8QIDARQQI4AECBC4iQAAPECBwEQECeIAAgYsIEMADBAhcRIAAHiBA4CICBPAAAQIXESCABwgQuIgAATxAgMBFBAjgAQIELiJAAA8QIHARAQJ4gACBiwgQwAMECFxEgAAeIEDgIgIE8AABAhcRIIAHCBC4iAABPECAwEUECOABAgQuIkAADxAgcBEBAniAAIGLCBDAAwQIXESAAB4gQOAiAgTwAAECFxEggAcIELiIAAE8QIDARQQI4AECBC4iQADHvf/++6nw0NK/f39zFaAoCBDAUdOnT5fzzjsvLTySpVWrVjJx4kSzClBQBAjgmN9//13+7//+T7bYYotQcATLpptuKldffbUsWrTI3ARQEAQI4IiNGzfK888/L7vssksoLM4880z58MMPpU2bNlKzZs20Zdttt508+uijsm7dOnOTQKwIEMABY8eOlSOPPDIUHPvtt5+8/fbboXWPOuqoSq0LxIkAAYpo9uzZVnsV2fZWJk+ebFYBIkeAAEWwevVqueeee2SrrbZK6/xzPa9R3vkSHfbbsWNHWbJkiVkFiAwBAhTYyy+/LHvuuWdozyGfkVXljdiqX7++9O3bVzZs2GBWAfJGgAAF8tVXX0nLli1Dnfwf//hHGTp0qLm6Fb1m5MADDww9xqGHHipjxowxVwfyQoAAMVu4cKFceeWVicNTwU5dD1917949cTgrSuvXr5ennnpKdthhh1CQXHTRRTJz5kyzCmCFAAFisnbtWunVq5dsu+22aZ24njD/+9//LnPmzDGrRGrx4sVy4403Sq1atdIev06dOnLnnXfKihUrzCpATggQIAZvvvmmNG7cOLQHcPTRR8unn35qrh6r77//Xk499dTQc2nYsKEMHDjQXB2oNAIEiJAOnz3jjDNCnfWuu+4qL7zwgrl6Qb3++uuyzz77hJ5bs2bNZNy4cebqQFYECBABHS578803hw4X1a5dW7p06SLLly83qxSFHlZ78MEHZZtttkl7nptssom0a9dOfvnlF7MKUC4CBMjDhg0bS/YshpfsYYQPV11wwQUyY8YMs4oT5s+fL1dccUUiOILPeeutt5b7779f1qxZY1YBQggQwNKECXPlnHP+VRIe50rduk2kZs3NEp3wwQcfLKNHjzZXd9IXX3whLVq0CIXf3nvvLcOGDTNXB9IQIECO5sxZJrfe+o4cfvjTJWHRS/ba6yqpX7+VNGx4gPTu3TsxjNY3L730kuyxxx6hIDnxxBNl0qRJ5upAAgECVNLKlevkqafGyTHH9EuER7IcdFA36dbteVmyZJlZxSsrV66Uu+66S/7whz+khchmm20m1113nfz6669mFVRzBAhQCSNGTJHTTx+YFhxa2rd/U2bM+M1c3Ws///yztG7dOrQ3Uq9ePXn88cfLneAR1Q8BAlRg0qT50q7dsFBwnHvuS/LRR7PM1auUjz/+WP70pz+FgqRJkybyzjvvmKujGiJAgAwWLlwhXbuOLulA04OjZctnZeDAiSW/wqvH5IQ6bfwzzzwjDRo0CAXJX/7yF/nxxx/NKqhGCBAgYO3aDSUd5pfSosUzacFxxBF95N57x8jixavMKtXCsmU6cODWxDTxwRDR/7/llltk6dKlZhVUAwQI8P+9//6Mkl/Vg0KHq/7xj9dk8uTK3Z+jqps6daqcffbZob2RnXbaKbGnwrTx1QsBgmpv6tRf5eqrXw8Fx1ln/UdGjZpmro4S7777rjRt2jQUJHrO5KOPPjJXRxVFgKDaWrJkldx////kyCP7pgXHscf2l759J8iaNf5dz1FIOhrriSeeSIzOMoNER3H99NNPZhVUMQQIqp316zfIoEHfSKtWz4X2Ou64432ZP7+w81bp/UC+/vprGTJkiNx3333yt7/9LXHjqX333Tdx58Idd9wxrXPW/9e/63JdT9fXelpftxP1/UWy0etDrr/++sT1IsHnqdeTdOvWLXF9CaomAgTVytixP8sFFwwOBUebNq/IxInzzNVjoR283jlQJ1nUmXDNjjffotvT7er29XEKFSh6xfpJJ50Uej677757SWAPMldHFUCAwClmxz5mzExzlZDg+uWZNWuJ3HTT26Htn3rqAHn99cmycaNZI1p686YBAwYk7suhN3QyO9k4iz6ePq4+fiFuIqVzaDVq1Cj0PHTOrQkTJpirw2MECJxidvAXXvjfxIy3FakoQPRw1WOPfSZHH51+nkOnI3niic9KOtS1ZpVI6R5A27ZtE7evNTvUYNl+++1LntMxiRlydbr14cOHJyZk1Puo64y+yfMJ+l/9f/27Ltf1dH2tp/V1O+a2g0Wfhz4ffV5x0tl8H3jgAalbt27a4+vsv5dffnliNmD4jwCBU8wA0fLKK9+bq6WpKECGD/8htL1OnUbK7NnxXbegkym++OKLGUcpJYtemKcnmvv16yfTp083N5EX3Z5uV7ef6QLAZNHnp88zzskf582bl7jPiDltvN6PRINP708CfxEgcIrZ2WvRw0yrVpU//1JFATJ69IzUsr/+9WX5/PP47kOunWH//v0zHr7RoreQve2222TixIlm1Vjp4+nj6uObz0mLPl993nF25nrHw+bNm4ceW++QqHdKhJ8IEDjFDI7kv3VYbXkqChD1ySc/ywcfzMh6KCwfI0aMkL322ivUQW6xxRZy6aWXyqhRo4p+kZ0+vj4PfT76vMznqs9fX0ecdI9nt912Cz32KaecIt999525OhxHgMApwTAYOvS71L91apHyphHJFiBxmjVrlpx77rmhDlFPXHfo0EHmzIlvjycf+rz0+WU6oa+vR19XXPRE/p133hl6bL0d8A033FDyPi82q8BRBAicEgwDPQF+3nllQ2579Mh8hXMxAkR/zesxfPPk+JZbbpmYM2rBggVmFSfp89Tnq887+Dr0denri3OvSUPqoosuCgWYDgR48sknYz03g2gQIHCKGQbvvTc99f9HHdU3MRzXZNaJm44g0kMuZscX9y/3OJW3J6WvM+4RUx9++KEcdthhocc+8MADS97/98zV4RACBE7JFAZt276a+lvnzqMCa5fKVCcuOnR2l112Sevo9NzBG2+8Ya7qJX0d5rkcfb1x3+Nd93R05Fj9+vVDQaLBNm0ac5K5iACBUzKFwYQJc9P+/vXX6b+IM9WJg04Xsummm6Z1btdcc02Vm6pDX4++ruDr1Netrz9uS5YskU6dOmWcNv7iiy/25tBgdUGAwCnlhcGNN76V+vvllw9PW1Zenajor2OzQ9UL5AYPHmyuWqXo6zMvBNR2iPO8SNKUKVPkz3/+c9pja9HzI3AHAQKnlBcGOuW63tQpuUyH5SaVVycKOo/UBRdckNaJHXroodXmTnz6OvX1Bl+/tkeh5tcaOXJk4lqR5GPXrFnTXAVFRIDAKRWFQbduo1PLzj9/cOq6jorq5EPvwteqVau0zvOMM84oyHxSLtHXq6872A7aLto+haAn+JOPq9evwB0ECJxSURjMm/d7Yg6r5HK9TkRVVMeW/sI+4YQT0jrNNm3aJO6BUR3p69bXH2wPbZ9C7InoNSvJx9Qp4uEOAgROyRYGjz46NrX8lFMGyMqV67LWyZUe4zcPW3Xs2FE2xj1lr+P09Ws7BNtF2ynucyIEiLsIEDglWxgsXbpaWrZ8NrXO00+Pz1onV+YJc+00UcYMEW2vOBEg7iJA4JTKhMHzz3+VWkenOKlMncrSoarBzlEP21T3PQ+Ttod5OCvOIb4EiLsIEDilMmGg9yo//fSBaetmq1MZH3zwQdp1HnriuLqe88hG2yV4Yl3bTdsvDgSIuwgQOKWyYZDpPh/Z6lREp+sIXmF+yCGHVLvRVrnS9tF2SraZtl8c054QIO4iQOCUyoaBDuHVuxVGESB6Evjkk09OdVJ68Vx1uc4jX9pOwYsNtR2jPqlOgLiLAIFTcgkDvV96FAGis84mOygtVf0K86hpewXbT9szSgSIuwgQVGt6kVpwSva4RxRVVcGRa9qeUc5KTIC4iwBBtRacwlxnoa1qEyMWirZbcBZfbdeoECDuIkBQbentW5Mdk5aqMiV7sWj7BdszqtvjEiDuIkBQLa1du1b23nvvWH4xV2fBPTptX23nfBEg7iJAUC31798/1Snp7VyjPGZfnWk7Bm+Pq+2cLwLEXQQIqh2913ajRo1SnZLeExzR0fZMtq22c773NidA3EWAoNp58cUX0zqkOC5+q860PbVdk22s7Z0PAsRdBAiqFZ3HqWnTpqkOqUOHDuYqiIC2a7KNtb3zmU+MAHEXAQIvLFiwQvr0mSCffPKzuSgn77//fqoz0psTzZ4921wFEdB21fZNtrW2uy0CxF0ECLxw/fUjEleaH3VUX5k/f7m5uNLatm2b6owuvfRSczEipO2bbGttd1sEiLsIEHjhvPMGp6Yr+fpru3MWy5cvl6233jrVGY0aNcpcBRHS9k22tba7tr8NAsRdBAi8EEWADBgwINURNWzYMPJJ/5BO21fbOdnm2v42CBB3ESDwQhQBctppp6U6IobuFkZwSK+2vw0CxF0ECLyQb4CsXr1a6tSpk+qIJk6caK6CGGg7J9tc21/fh1wRIO4iQOCFfAMkOPqqQYMG5mLESNs72fY2o7EIEHcRIPBCvgHSpUuXVCfUunVrczFipO2dbHt9H3JFgLiLAIEX8g2QZs2apTqhfv36mYsRI23vZNvr+5ArAsRdBAi8kE+A6HH3WrVqpTqh6dOnm6sgRtreybbX9yHX8yAEiLsIEHghnwD55ptvUh3QDjvsYC5GAWi7J98DfT9yQYC4iwCBF/IJkCFDhqQ6oObNm5uLUQDa7sn3QN+PXBAg7iJA4IV8AuTee+9NdUCXXXaZuRgFoO2efA/0/cgFAeIuAgReyCdA2rRpk+qAevbsaS5GAWi7J98DfT9yQYC4iwCBF/IJkODhk2HDhpmLUQDa7sn3INfDiASIuwgQeCGfADnggANSHdD//vc/czEKQNs9+R7o+5ELAsRdBAi8kE+A7LHHHqkO6KuvvjIXowC03ZPvgb4fuSBA3EWAwAv5BEi9evVSHdC0adPMxSgAbffke6DvRy4IEHcRIPBCPgESvIhwwYIF5mIUgLZ78j3Q9yMXBIi7CBB4wTZA1q5dm+p8tNje1Aj50XYPvg/6vlQWAeIuAgResA0QxR5I8bEHUjURIPBCPgHCOZDi4xxI1USAwAv5BAijsIqPUVhVEwECL+QTIFwHUnxcB1I1ESDwQj4BErwS/dVXXzUXowC03ZPvAVeiVx0ECLyQT4AE58Lq0aOHuRgFoO2efA+YC6vqIEDghXwCpHv37qkOqF27duZiFIC2e/I90PcjFwSIuwgQeOG00x6Uxo1vSZSvvpplLq7Q0KFDUx2QzS1Vkb/gLYX1/cgFAeIuAgReaN78cmnQ4NREGT/+e3NxhSZNmpTqgHIdQopoBIdS6/uRCwLEXQQIvHDQQc2kdu2dEuWzz8abiyuk9+DefPPNU53Qjz/+aK6CGGl7J9te3wfuiV51ECDwQuPGjVOdyNixY83FWbVo0SJVv3fv3uZixEjbO9n2+j7kigBxFwECL+QbIN26dUvVv/DCC83FiJG2d7Lt9X3IFQHiLgIEXsg3QIIXsu2www6yYcMGcxXEQNtZ2zvZ9jYXchIg7iJA4IV8A0Rnf91qq61S2/j888/NVRADbedkm2v75zILbxIB4i4CBF7IN0DU2WefndpG+/btzcWIgbZzss21/W0QIO4iQOCFKAIkeD2IHlZZs2aNuQoipO0bPHyV6/UfSQSIuwgQeCGKAImqQ0PlRBXYBIi7CBB4IYoAUcFDKmeddZa5GBHS9k22dT6HDAkQdxEg8EJUATJ+/PjUdjbZZJOcr4pG5Wi7avsm21rb3RYB4i4CBF6IKkBU8KLCiy++2FyMCGi7JtvY5uLBIALEXQQIvBBlgLzzzjtpeyHff5/b3FqomLZncO9D2zsfBIi7CBB4IcoAUcHZYf/2t7+Zi5EHbc9k20Yx+zEB4i4CBF6IOkDefvvttL2Qjz76yFwFFrQdg3sf2s75IkDcRYDAC1EHiDr++ONT29T7dNtcJY0y2n7B+89r+0aBAHEXAQIvxBEg3333Xdo07/fff7+5CnKg7ZdsS21Xbd8oECDuIkDghTgCRHXp0iWtc+JeIXa03bT9km2p7RoVAsRdBAi8EFeArFq1Sho1apTa9iGHHJL4GypP20vbLdmG2p5RtiEB4i4CBF6IK0DUBx98IJtuumlq+5dffrm5Ciqg7ZVsO21Hbc8ozZ49O7V9PUH/1ltvmaugSAgQeCHOAFHdu3dPbV/LM888Y66CDLSdgu2m7Ri1yZMnpz2GljPOOCPxdxQXAQIvxB0gGzdulDPPPDP1GHXq1LG6+VF1ou2j7ZRsM20/bceoBQ9hBYueqO/YsaMsWbLErIICIUDghbgDRC1evFj23HPP1ONss8028sUXX5iroYS2i7ZPsq203bT94hAMkOChxmTZcccdpW/fvtxlsggIEHihEAGiJk6cKNtuu23qserXry8//PCDuVq1pu2h7ZJsI20vbbe4mCfRR48eLQcddFAoSPRE/pgxY8zqiBEBAi8UKkDUxx9/LFtuuWXq8XbffXeZMmWKuVq1pO2g7ZFsG20nba84mQGi1q9fL7179067v0uy/PWvf5WZM2caW0EcCBB4oZABonQKjuBFhnqYpBCP6zJ9/doOyTbR9oliqpJsMgVI0m+//SY33nij1KpVKy1E9NzMHXfcIcuXL09bH9EiQOCF4K/eQnXkQ4YMSeuYtPMaNmyYuVq1oK87eKGgtou2TyEEA6R27drm4gSdAfjUU09NCxEtDRs2lIEDB5qrIyIECJymI2xuvvnmtE5h//33lwkTJpirxmLUqFGy9dZbpx5bT+I+/PDD5mpVmr7e4MlrbQ9tl0LQQ2YnnXRS6rH1OpCKvPHGG7LvvvuGgkRnBf7888/N1ZEnAgRO0hE1ffr0STtkEizakVx22WUyf/58s2rkvvzyS9lll13SHl+HrC5YsMBctUrR1xcc2qxF20HbI276w6FTp05phxG1mIewMtFJHR966KG0UWLJz0zbtm3ll19+MavAEgEC5+hImuDUGMHOIzhVuJa6detKz549Zc2aNeZmIjVr1ixp2rRp2mPvvPPOed8syVX6uvT1BV+vvn5thzjpD4d+/fqljfJKFh15lctehAbgFVdcERr6q3tQOvFj3J+Z6oAAgTN05IyOoDE7Dh1poyNudOSN3lu7efPmoXX22Wcfee2118xNRkpPyLZr1y7tcTXQrrzySlm0aJG5upf0dejrMYNaX3fcJ6RffPHFtCHUyXLggQfKe++9Z65eaXrNynHHHRfa7t577y2vvvqquTpyQICg6LRj0hEzeoI0+AXXE7UdOnRIjLQx/ec//5Hddtst1CmcfPLJkU0jXp6XXnopdHikXr168u9//zsRcj7S563PX19H8HXp69TXGyfdq7noootC76UOEX7iiScia9PBgwfLHnvsEXqcE088Ub755htzdVQCAYKiGjBgQGKkjPmlPu2007Leq3zFihXStWvXtOk0tGy22WbSvn372K6MVjNmzJBjjz029Lz1MIuOWIpjSo846PPU55vpwjx9ffo641Le+xcseoOqd99916xqTWcJvuuuu9Ku89Gin5lrr71Wfv31V7MKKkCAoCj0WPYxxxwT6jB0BM2IESPM1Sukv2Avvvji0La233772PcKXnjhhdC5Ai1NmjSRZ5991tm7HOrz0uenz9N87vp69HXFSQ9XZdqD1PMs+r6Zfz/nnHNk6tSp5mas/fzzz2n3bk8W3QN77LHHZN26dWYVZECAoKDmzp2bGAlTs2bNtC+uHirRkTP5dLg6ud9hhx0W6hT0V2w+x9CzWbZsmXTu3Dk0YkiL7l3dfffdMn36dLNaUejz0OeTaa9Pn7++Dn09cRk3bly557Bef/31xDpLly7N2J5bbLGF3HbbbZE+P72K/ogjjgg9Hw3WQg1V9hkBgoLQES/33Xdf2jUVWnSEjI6UiWpIbEWjeM4991yZNm2aWSUy+gv5qquuSnR05mNr0T2uxx9/XObNm2dWjZU+nj5upj0+Lfp89XlH+QvfpM9BT8SbJ+f1h8ODDz6YcUSU3uXwrLPOCj3fBg0aJPaeojpMqNvR7el2g4/TuKT0/stfZDl3qSwXAYLYvfLKK4kRL2ZHoCNj4rqmoKJfsbfffnukv2JNep3BrbfeGjrRHiy6V3T99dfLyy+/LAsXLjQ3kRfdnm5Xt6+PYz52sujz0+cZ53URGgwPPPBAYrh18LE1SPRGVJW5jkf3BDIdatM9hyjn4dLPhO7h6Gdky5Lt/6Wk/KukfFvyGZJbbtEPlVml2iNAEBsd2XLCCSeEvvg6EkZHxBSCXsmc6VesHud/7rnnIvsVm4leDPf000/L8ccfH3p8s+ghJR1BpidyH3nkkcQV1Trr7Lfffps4ka3H7JX+V/9f/67LdT1dX+tp/UyHpsyiz0efV9z30dCT88HbBSdLixYtcp5JQM9J6LkJc5SYFj2XkWyfKOie2M3nnCOdS7b9dklZV1JEy047ifTvr7u5ZpVqiwBB5PRaAu3QdGRL8IuuI1/0+HuU98uurJEjRyamQDE7H/0V+8knn5irR+6nn35K/BI/9NBDQ8+hEEUfVx9fn0fcJk2alDb9SLLofGaDBg0yV89JIT9bc959V2Y3bVoaHsFy+OF6ws1cvVoiQBCZQv5KtKHP71//+pdst912oed36aWXFuz5aSeoExHqUGO9SM58LlEU3a5uXx+nUBc56hBYPWxmdu46g0C3bt1k5cqVZhVrBdu71dFYTzwhsv324SC55BL9ZWDWqFYIEERCj1OX9ws/yuPUUdAO9Zprrgl1dPXq7SkPPfScrF5tPxLMhh5K0tFJenHknXfembiormXLlom7/GkxA1n/P7lM19P1tZ7W1+3EfWjKtG7dennqqX6h56mldevWse716JXk5Z1fi/Ruknp9SEk4lnxo0kNE5+YqCUeJMBx9QoAgL7Nn/yhXX32WbLVV+hc46pEycQj+it1kk1qyzTYHSMOG58uJJ/aUd96Jb7RWVTJ27I/SqtUNUrfu/lKzZtkIq8MPP1w++ugjc/VYFGqEX8K334qcdFJ4b2T33XV6BHPtKo8AgZVVq5bKkCGd5bzzNpc//amG7LprjZIOJJ6x+nHTUWJNmjST+vVPLPk1e40ccsijJR3g0/KPf7wmkycX5vCPb37+eancfPNIOfjgXrLXXlfJjju2lNq1d5addtpJnnnmmaLcnzzOa4xChg8XadQoHCTHHiuS4wABnxEgyMnGjRtKfln2l06ddpIrr9RzBzqXkF54pec5or1auJDWrFkrTzwxTI444r5EeCTLEUf0kXvvHSOLF0d3ctZnK1aslcce+0yOPrpvqo2aNLmjJERaS9eujySGTxdbRbMc6Ki1yOi1Kz16SMnuV3qI6D1LLrtMpBJDlH1HgKDSfvzxf9K9++GJ4AiWDh0OkHHjopuvqJgWLtT5mUaX7FWVhYiWli2flYEDJ8q6dYX/Ze0CPRI5fPgPcsopA9LaRUuHDiNk5swIDxNFRO9EmGlYc2XmWcuJXhiqgaHBEQwSDZaePUuDpooiQJDVr7/Okr59LwkFx003bS+jR/9bNmyIb66pYpk0ab60azcs1Fmed97gkj2weO+J4ZqJE+dJmzavhNriwgv/K599Nttc3Sk2Mz1bGz9epHnz8GGtffYRiflWA8VCgKBca9euLPncd5Xrr/9DWnBcffVmMmhQe1mxIr7Zbl0xYsQUOf30gaHOs337N0t+dUfY+Tho/vzl8s9/vhd67a1aPSeDB0+S9ev92Rur6F4zw3v3lo1RTripJ9N32y0cJCefLBLzrQYKjQBBRp9//h+57bbdQ3sdjzxyssyd+625epW2cuU6eeqpcXLMMf3SOtKjjuorDz/8iSxbVrUOUaxevU769JlQ8mO6f9rrPfLIvtKjx0eydOlqs4o3zLtd7l1SriwpIw86SNaOHm2ubm/FCpGuXUXq1EkPER0G3L69SIy3GigkAgRpZs4cLz17HhsKji5dGslXXw03V69W5sxZJrfe+k7oF/mJJz4vQ4d+Jxs2uDtkubJGjpwqf/7zi6HXeM01b8i0aVWj09MRYn369JFdd9xRTi/p1B8qKV8mO/jzz9cpi80q9vQWwBdfHN4b0QsTI7zPSbEQIEhYunSePP/8ZXLVVXqL1rLguOGGuvL22z1k3bqq9Ss7HxMmzJVLLhkS6mT1b+PHzzFX98IPPyyUK64YHnpNZ589SD74YIa5epXw+5IlMuzmm+WNWrVkZbBz32ILkX/+s2SF380q9nTqk8MOSw+RVq3MtbxDgFRzGgwaEBoUweDQINFA0WBBmO5tvPLK93LSSc+HOt1bbnknsbfig19/XSn33DMmMVw5+BpatHhGnn32S1m71p/zHLbWTJ4scsYZ4b2EXXaRki9B6RC0KOi1Mf36idSvX7r9hx4y1/AOAVKFTJ36kUyePDprmTu39ETexImvJQ5NmYer9BCWHspCdr//vkZ69RqbOB8S7ID1fMmTT45LnD9xkQ5HfuGFiXL88c+mPW8Nkrvu+kAWLVphVqn63npLZL/9wkFy1FEin35qrm1v9Wq96tH8q5cIkCrkppvqhcIgU3nssTMSJ8PNv+tJcz15jtzpiKwbbngrtDeiI7h0JJdLPvxwlpx77kuh56rDlr/91r3rOQpKr1Z/5BGRbbdND5GaNUX+/nc9EWbWqNYIkCok2x7I11+/Jk89dZ5cddWmacGhw3R1uK4O20V+Pv74p8S1Imbn3Lbtq/LNN8W9MnnGjN9K3usRoeemIffmmz+aq1dvepOvq64S2XTT9CDZaiuRe+8t3YsAAeK6KVPGyMCBV8k99xwiHTpsl7gGQ/97xx37Jg41DRp0fclewyBZvLj8GU/1Qj+94E8v/DP3OvQCQb1QENHRw0Mvvvh14ur1YEetV7ffeedoWbCg/MNDZuc+ZsxMc5WQ4PqZLF++Rh566OPQYbZmzfpL797jZNUqNw+zOWHiRCl5I8OHtf74R5EhQ8y1o6V7Ow8/LHLqqSJ77imy5Zals//qv085pfQcyuziXshJgDjq998XymOPnR7q8CsqmcycOU66dTsgtK5OSaJTkyA+v/22qqSdP8x4gnrs2Mz3HjEDRK/2zjY8OFuA6BBcc7u33/6uzJ0b4Sijqk7DQkPDDBINFw2ZKOneTefOIrVrhx/PLLpOp05F2yPK3OugqPRQUqZOP1vJ5I47Gqeto5Mg6mSIOikiCkNn9L3yytfTOvCOHUeaqyWYHb0WHe1VkWwBEjzf0br10MQwZFjQTloPX+lhrGAnroe59HBXFPe21200axYOimxF60Tx+DnK3OugqEaMuCet09eT3noR32+/zZb169eWfI5/L/msTJNp0z6RMWOekn79Wsutt+5mbibhwQePS2zj2ms3T0y/rtOwozjefXda4roKHaGl/87EDA8tp546oMLDTNkCROf10pFVr702OeveDCpBDy21aVN6Yj3YiW+3XekJeNtp4/Xuhy1apG/zgANEevfWXyF6LLL0CvcpU0T69BE56KD0dY87rnQbBUSAOKhbt6ap8Hj55Y7m4pzofFVjx74gixbNMBfBQWZwJP/dt2/595jIFiCIydixpUN8zb0BHQqsQ4Jzdddd6dvp2rX02pHy6DKzzt13m2vFigBx0HXX1UkFiJ4LQfURDAOdHiX5bz1vUt49SQiQItKLDPViQ73o0AySM8/UoZFmjcz0PirBocO3326uUb7bbiurp9so4M3cCBAHtW+/VSpA2HOoXoJhoLPdBocE60SGmRAgDtBpT3T6E50GJRgiO+5YetgpGz0klayjJ+tzORSl6+rIrGT9vn3NNWJDgDioR49mqQB56KHjS355Zh6xg6rHDIP33pue+n8dhjtr1hKjRrgOikgnYtQJGZOduZ5gr8zJ7eCEi3qXw1w98EBZ/datzaWxIUAc9OmnA9NOouu8VA8+2EKGDfunfPnlqyWfxwhnC4VTMoWBXoSY/FvnzqMCa5fKVAdF9v77Iv/4h8jLL5tLMtt337IAGDfOXJrd55+X1ddzMAVCgDjqv/+9KS1EzKLDcZ95pk3iCnNUHZnCQIfdBv/+9dfpV7RnqgPP1KtXFgC//mouzW7RorL6OlV8gRAgDvvuu1HSq9cJoSnWzfL442fK8uUWHzo4p7wwuPHGsnm2Lr88/b4s5dWBR/RGU8kAyOX8R5IOHU7W120VCAHigaVLf0lMV6J7Jb16nZhx0kSd6oS5rPxXXhhMnfpr2hXtwXt0lFcHHmEPBIX0889fycCBV6ftneh9PeC3isKgW7fRqWXnnz84dVFgRXXgiSjPgTRubC6NDQHiuTff7J4KkHvvPcxcDM9UFAbz5v2edl92vU5EVVQHnmAUFoph2bL5qQDR60fgt2xh8OijY1PLTzllQOKGVdnqwANcB4Ji0FvOJgNEr2CH37KFwdKlq9OmiX/66fFZ68ADS5aI1K1bFgL5XImuV7UXCAHiOb0fSDJAunZtYi6GZyoTBs8//1VqHZ3ipDJ14IE77ywLAi3dulU8F5ZOo6JzXwXr6NxYBUSAOOiWW3aV3r3Pl5Eje8r3378nc+ZMSozEWrduTaIsWjRTxo0bLA8/3CptJNawYV3MTcEzlQmDNWvWJ+4iGFw3Wx14QIfiNm+eHggHHiglu5mlM/DqlCgrV4r8+GPpYaqDD05f99hjczv0FQECxEHBUKhs+ec/95ZVqwo3iRriUdkwGD78h1B4ZKsDD8yfn3mG32xF62jdAiNAHGSGQ7aiFxv+9tscczPwUGXDQIfw6t0KCZAqaNUqkZtvrtwdCXXyxptuKq1TBASIg/TGUV98MVSGDr1VHnnk5MTdCTt1apC4KdS1124hHTvuKA88cIy89NINJXu2H5rV4bFcwkDvl06AVGF6v/MHHxQ5+WSR3XcvvR96nTql/z7pJJGePfWCMLNWQREgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECCAQ2wuCrSpA0Sh2gdIr14iw4aZfwWKwyYMbOoAUaj2AdKwoUi7duZfgeKwCQObOkAUCBACBA6xCQObOkAUCBACBA6xCQObOkAUCBACBA6xCQObOkAUqlWAPPdc6b3ng2WzzUS22ir896lTzdpA/GzCwKYOEIVqFSDvvCPStm162XJLkUaNwn+fO9esDcTPJgxs6gBRKGiAmDfTeu01c42w4Ppx4BAWXGITBjZ1gCjE1C1nZgZIkyYi69eba6UjQFCdBMPApgCFFFO3nJkZIFr69DHXSkeAoDoxAyHXAhRSTN1yZmZ4aNl5Z5EVK8w1yxAgqE7MQMi1AIUUU7ecmRkcyX/ffbe5Zpm4A0TvSb9woflXoDhswsCmDhCFmLrlzIJh0Lt32b+33lpkwQJz7VKVCRAdcvvkkyLnnity4IEiO+wgsvnmIjvtJHLKKSJPl3yv1qwxawHusQkDmzpAFCrolqMXDIN160QaNy77/+uuM9cuVZkACa5TXjn4YJHZs82agFtswsCmDhCFCrrl6JlhMGRI2f/XqiUyZUr6+sqsk4kZFuWVY44R2bDBrA24wyYMbOoAUaigW45epjA4+uiyv51/ftnfkzLVMe2/v0iXLiJjxohMmyayapXIokUi48aJXH996dXmyW0wdTtcZhMGNnWAKFTQLUcvUxhopx/8+9ixZctUpjq50qHCyW1ccom5FHCHTRjY1AGikEe3nLvywuDMM8v+fuyx6cvKq5MLHSac3Ma++5pLAXfYhIFNHSAKeXTLuSsvDL75RmSTTcqWBQ8zlVfH9MMPIp07lx4S23770nMqwbrJUreuWRNwh00Y2NQBopClW45WRWGgExgml+23X9kUJxXVSerZM/08R0WlZk2zNuAOmzCwqQNEoYJuOXoVhcFPP4nUrl22XK8TURXVUbq3YoZEtgIAyF9Bu9NsnXinTmXLGzQQWb48e52WLcuWH3JI6dDg6dNLz3skh+zqNSfZtgMAyE1Bu9NsnfjixSLbblu2Trdu2evoOY3kct2LyWTSpOzbAQDkpqDdaWU68R49ytbROwVmq6NTllQUIBs3ll5fkm07AIDcFLQ7rUwnrhcB6gy5wXUrqqMXESaXN2sm8vHHpYe+dG4tvQPhccdVbjsAgNwUtDutbCfev3+40y+vjs7ka65nFr14MNt2AAC5KWh3WtlOXIfwNm0aDoJMdI9F9zzMdZNF57/67bfs2wEA5Kag3WkunbjeL90Mg/JoiHTvLnLAAaVDgbfZRsfGi/TqJbJ6dek6ldkOAKDy6E4BAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWPl/Vt+9pC8xcwUAAAAASUVORK5CYII=)
PN: 8H61-3-03
CAS: 1353506-95-2
Molecule Weight: 218.13
Formula: C5H2F3N2NaOS
PN: 4H07-3-1E
CAS: 175354-56-0
Molecule Weight: 194.113
Formula: C6H5F3N2O2
Melting Point: 169-171 ℃
TSCA: Not listed on TSCA inventory
