![4-[3-(Trifluoromethyl)-3H-diazirin-3-yl]benzyl alcohol](data:image/png;base64,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)
| Product Number | 4734-3-31 |
| Synonyms | {4-[3-(Trifluoromethyl)-3H-diazirin-3-yl]phenyl}methanol |
| Purity | 95 % |
| CAS | 87736-88-7 |
| MDL Number | MFCD19442582 |
| Molecular Formula | C9H7F3N2O |
| Molecular Weight | 216.163 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4734-3-31
CAS: 87736-88-7
Molecule Weight: 216.163
Formula: C9H7F3N2O
![4-[3-(Trifluoromethyl)-3H-diazirin-3-yl]benzenemethanamine](data:image/png;base64,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)
PN: 3734-3-02
CAS: 400781-05-7
Molecule Weight: 215.179
Formula: C9H8F3N3
![4-[3-(Trifluoromethyl)-3H-diazirin-3-yl]benzylamine hydrochloride](data:image/png;base64,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)
PN: 3734-3-00
CAS: 1258874-29-1
Molecule Weight: 251.64
Formula: C9H9ClF3N3
![4-[3-(Trifluoromethyl)-3H-diazirin-3-yl]benzoic acid](data:image/png;base64,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)
PN: 4634-3-02
CAS: 85559-46-2
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![4-[3-(Trifluoromethyl)-3H-diazirin-3-yl]benzaldehyde](data:image/png;base64,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)
PN: 4634-3-03
CAS: 128886-88-4
Molecule Weight: 214.147
Formula: C9H5F3N2O
PN: 3H42-3-00
CAS: 73899-14-6
Molecule Weight: 186.137
Formula: C8H5F3N2
![3-[4-(Bromomethyl)phenyl]-3-trifluoromethyl-3H-diazirine](data:image/png;base64,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)
PN: 3734-B-01
CAS: 92367-11-8
Molecule Weight: 279.06
Formula: C9H6BrF3N2
![4-[3-(Trifluoromethyl)-3H-diazirin-3-yl]benzenepropanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABMEAAATBAFdzgrMAAACkHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvh/HZBpsqpKpaVZrUbtLaSXs3ucRtkQJUQPPw7XdOui4kGcigs33/nx+4s5ldbqolrHzblU2dM+SCga+LZlHWLzn7+XgbWXY5nxUkImHd5ey1798u4ni9XvPi1Vdu09S8aCq2919sunKgWSvetC+xFALjX/d3DzsmKuuud3XhierKi27XedcUrt+t4j9TxJVrV2Ud7+Vx1a72o/2WIjyCb7oF+7eXa/JdEQrP5dLDc9NWroeVFJwe8QVefO1b1/sFPG2pW3FNe5/P7m+a4r3ydU/VMEJZuOVD374X1FE1S1+802BU+XqTswoJcH1TXbWt20KohW6H4CQ4BU6DS8Cl4Aw4Cy4Dh4Je8iMJkBRIEiQNkghJhZa+/9KHBTxu33zOvsM1hPe4fKNyDbeh0EeUOYtSbowVECVcKZEFK1KVQKQ5JjRdJLkRmvzIE6kVRPQVjJGAHIVMQHCrEgy9KUoMKpOhBckF6mCMJYNcajKKY6YT0FwZLcmg1ZokUuiUwZbWklE9NZBxo5QGJCwRAiw3mhZETiMktaQViowVRoDhFg1CypUQCSS0FWWpZVJlqKVQpDRrZkj5YT6UhstMaJKgFJZa2gpJQYk/ozKfPTX14qAK5SJnT8h24frhnzv5ETEGTbvwLR2CMECQHgJyCIT4fgLyHKBOAD0+gx4CIXfGgWQIhEwbB9IhEPLyE7g6B5ghELJ4HLBDIOT8OJANgd0JGSeCfxC63YmaYPBk55OIPF3ZRIrgUcj3Z3yCOYr6/k4YzyxMzswzkVyYnmEm8guPwr+/pyYYe4YxE0x2hrHnmPjgLMd/b2OqntzU8cE1HtPPa/4HDtL+B08q94MAADQySURBVHhe7d0HmFRF2vZxIwYwIKBrwuy+oLgqikowKwIiKKsvgrqmlaCfEcQ1rGFfwbQuIBIUFEQEVAREoiIImBEJJhQkKKIowUTG+rir9zQzxfRMd02nc/r/u65zIVOne7pbrbvPqaqntjEAAHjYxv0BAADJIEAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAiSd/vjDmBdfNKZxY2P23tuYHXeM/dmokTFDhsTaASAiCJB0+fXXWHBss03iQ0Gi8wAgAgiQdGnRIhYSe+5pTNeuxixebMz69cZ8840x3boZU7lyrF3nAUAEECDp8PrrsXCoWNGYOXPc1hj9XO0674033FYACB0CJB1atYoFw333uS3FqV3ntW7ttgBA6BAg6XDwwbFg+OQTt6U4XYXovEMPdVsAIHQIkHTYeedYMKxZ47YUt3p17LxddnFbACB0CJB0SDVAdt3VbQGA0CFA0oFbWAAKEAGSDpdeGguG++93W4pjEB1AhBAg6TB+fCwYKlViGi+AgkGApEuzZrFw0IJBLRzUAkItJPz2W2O6d2chIYDIIUDS5ZdfjGnYMBYSiY7zzqOUCYDIIEDSScUSVTRRQVGtmjE77BD7U38fPJhiigAihQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUDKQ6VLqlY1ZuBAtwUAIo8AKY8uXWLrOzp1clu2eOstY155xf0pAIQeAVIewUZSia5AtO6jShVjKlRgDQiAyCFAyqNWrViAzJzptsQsWBBrr17dbQGA0CNAfKnOla4sdtzRmHXr3NaYV1+NBUiTJm4LAIQeAeJr9uxYOBx1lNuyRefOsXPuuMNtAYDQI0B8DRoUC4eWLd2WLYJ9QnQuAEQMAeJLVxUKhwcfdFu2OPro2Dm6WgGAiCFAfGlcQ+GgcY6SaFxE4yMaJ0k0RgIAIUaA+NLMKgWIZlqVZNasWLtmagFABBEgPlatMmbbbY3ZfffE6zuefz4WIForAgARRID4mDo1Fg5167otW2h1us7RanUAiCACxEfPnrFwaNPGbdmicePYOaNGuS0AEAkEiI927WLh0KOH27LFgQfGzlm40G0BgEggQHzUrx8LBxVKLMmKFbExkj32cFsAIDIIEB977hkLEAVFSaZMibXXq+e2AEBkECAp2rRoUSwcDjjAbdriySdj57Rt67YAQGQQICn67LXXzCObw2FCo0Zu0xYKDgWIggQAIooASVGXLl3MnpvD4ZHbb3eb4qbXq2dmbT5nnW5lAUBEESApatWq1eaLi23MwESbSG3WdI89TMtttzWrV650mwAgMgiQFB1zzDE2QGYm2ERq4cKFtv1ATeMFgAgjQFKwfv16U6FCBbPjjjuatWvXus3WqFGjbIA01kJCAIgwAiQFc+bMseFwVCmbSHXu3Nme00mlTAAgwgiQFLzwwgs2HFqWsonUpZdeas95XsUUASDCCJAU/OMf/7Dh8GApm0gdffTR9pxZKucOABFGgKTg/PPPt+HwaoJNpNatW2fHR3TonwEgygiQFBx00EE2QBYk2ERKVx1q11UIAEQdAZKkVatWmW233dbsvvvu5o8Em0hp3EMBonEQAIg6AiRJ06ZNs+FQt5RNpDTzSudoJhYARB0BkqRevXrZcLjuuuvcpjit/dA5WgsCAFFHgCSpffv2NhyeeOIJtylOq891jlajA0DUESBJatCggQ2HyZMnu03WypUr7RjJHmwiBaBAECBJqly5sg2Q5cuXu03WlClTbHs9NpECUCAIkCQsXrzYhsP+++/vNsX17NnTntOWTaQAFAgCJAmjR4+24XDeeefZv69Zs8bOtBo7dmz8nHbt2tlznmQTKQAFggBJwkMPPWTDQTWwrr76arsWRH/fbrvtzKBBg+w59evXtz/TrSwAKAQESBk+//zzeH2rokcw40rHPffcYwfPNYi+YsUK9ykAIJIIkBIsW7bMdO/e3Zx44onFQuPggw82999/f7yUSd++fW3dq6D9gAMOKP5EABBhBMh/aVxj6NChtmBi0VCoUqWKadOmjXn55Zfdh1iTJk2K39LSVciSJUvcUwAgkgo+QLSu45prrrGdfxAaO+20k2nRooUZMWJEUlV1p0+fHn+8Zmp99NFH7ikAEDmFGSBffGHM3XebVw46yNQqcotKA+F9+vTxGsfQQsKzzz7bPk/FihXNsGHD3FMAIFIKJ0CWLTNGZUjq1Nn8rrexx4zNx82HH27uu+8+8/XXX7uPSNmGDRvi03k1Q6u0jacAIOyiHSBr1hjz4ovGNG1qzI47xoPDVKmihRvmj3fecR+RFqqXtcMOO9ggufzyy83atWvdUwAg9KIZIG+9Zcy11xqjulRBaOy0kzEXXWTM8OHaOtB9RNqNGzcuPi6i8iY//PCDewoAhFr6AiToqBMprV0bNOlKoXFjY/beO3a1oD8bNTJmyJBYe1nmzjXmnnuMOfjgLb9Lh2pT9e5tjMe4Rnl99tln5rDDDrMhoinAc+bMcU8BgNBK0KN7KC0gJFH7r7/GgqNop+8eChKd5/rxR2N69DDmpJOKn7+50zb33WfM/PnuI7Lux82v8dRTT7Uhsttuu9myKAAQBSX06J4SBUQgUXuLFrGf77mnMV27qnKhMevXG/PNN8Z066YyuLF2nVeUrioqVNjyvHvtZYwKGb79dvHz8oCmAl911VU2RLbffnvz+OOPu6cAQOiU0KN7ShQQgZLaX3899rOKFY1JdHtHP1e7znvjjS0/v+uu2LjGhRca88orWRnXKK+HH37Yzs5SkPz973+3s7YAIKxK6fFTVFJAFFVSe6tWsZ/pdlNp1K7zWrd2W0Jn5MiRplKlSjZEzjjjjIT7ixSCTZs22QNAOJXS46eopIAoqqT2YMD7k0+K/9ylqxCdd+ihbksozZw5M16M8YgjjjBfaGFjAXn77bftvikqGaPpzu9kaDo1gMwqpcdPURAQZR1F7bxz7Gdar1Ga1atj5+2yi9sSWkuXLjUnnXSSDRHtdvhG0dtzETR//ny7YDOYlVb02HnzfwfPP/+8+xAAeS5cAbLrrm5LqKmA46WXXmo7UX0T79Wrl3tKqKkkTO/eve06mKKBoSnNKoGvUvkdOnSI//zuu+82fyQzZRtAXkh/gCRSUnuB3sJyqUS89hJRJ3rjjTeajRs3uqeEhmacDR8+3Fx00UW2KGUQDlpUee2115q3tMjT0a9fv3gF5L/+9a/m999/d08BkIdK6fFTVFJAFFVS++Zv3/ZnmzvQUkVoED0RlZLfZZddbCeqrXN//vln95S8pnEM1QFT+fsgNBQKTZs2NS+++KK92iqNqiIHj61duzZl8YEQKKXHT1FJAVFUSe3jx8d+VqlS6tN4I+iDDz4w++67r+1EjzrqqLQUeMwkvT5dPR1++OHx0NBRp04dWw9MG3OlYt68eaZGjRr2OVQWX2XyAeSvUnr8FJUUEEUlam/WLPZzLRjUwkEtINRCwm+/NaZ798QLCSPqm83v/7jjjrOdaLVq1fJuj3WNa6jkfbAHfHAcdNBB5q677ir3jLJVq1aZc845xz7nrrvumnAjLwC5V0KP7ilRQAQStf/yizENG25pL+k477ySS5lE1G+//WYuvPBC24lWqFDB9O/f3z0lqzSuoc21tMmWO66hzbh0+ymdNAZ0/fXX29+hsaF//etf7ikA8kAJPbqnRAERKK1dM29UNFFBsflbt9lhh9if+vvgwckVU4wYLbC744474p11p06dsr7o7t133zXt27ffalxD2/5qzKascY3y6tGjR7wsfuvWrSmLD+SZBD068sWAAQPi3/qbN29ur04yacGCBXZcQwsci96iOvHEE0337t1THtcorwkTJpg999zTvoa6detSFh/IIwRICEydOtWOh6gTPfbYY+04STppO96nnnrKNGjQoFhoVK9e3Y5raL1GLqksfjBQr7GW2bNnu6cAyAECJCQ040kzs9SJaqbW+++/756SkvXr19u6XFp3oZXgQWjsvvvu5uqrrzaTJk1yH5JTP/30kznttNPsa1RZ/FGjRrmnAMgyAiREfvnlF9OoUSPbiWrNyBCNG6XovffeswPUVatWjYeGxjWaNGliny/T4xrlodBTuOk1qyz+v//9b/cUAFlEgISMZijddNNNthPVDCXVlyrLwoUL7UymI488stgtqhNOOMF069YtdOMKjz76qA0QvQfNAlOwAMg+AiSktBYjKP/RsmVLs1r1worQeoqnn346vhticGhc484777TjCmH26quvxsvin3766QVZFv/DDz+0M+IOOOAA8+mnn7rNQMYRICE2ceJEW8lXnahWfy9evNh2rBdffHGxcQ2NGWhHxHwb1yivWbNm2UDUe9Qge64H+7NB/447d+4cX7EfHJpqPW3aNPd0IKMIkJCbO3du/NZUsNuhDq2faNy4sRk8ePBWVydR8v3335uTTz7ZvmdN931du1xGjMa+nnnmGXulFRTd1KErj1tuucWceeaZ9u+a7v3cc8+5DwcyhgCJAJUXCfbZqFmzpunatavtWAuFBv5btWoVD86ePXu6p4SOtjsePXq0vT0ZFNnUUbFiRfO3v/3N7h8TlL7XAtPbb789fo5uUVIWH9lAgESEOpHy1qEKuwceeCD+Df2GG24IZVl8FZDUJIl99tknHgiaMNCwYUO76VZppe6fffZZW/pGj1E5/dLOBdKBAEGkqHS8ijCqE1WnG4ay+MG4hq4eg9DQoUWjmqr83XffuQ9JSPutBFO0jz/+ePOtipICGUKAIHI0O2m//faL39LTdrr5RuMaumI444wzio1rqIx9x44dy7XaXu83CCN9Dvo8gEwgQBBJ+uatb+DqRPWNvKSdELNN4xpjxoyx2xi74xpXXHGFnQCQroKZuvLSFZieX1dkujID0o0AQWRpDEBjAepENTagb/y58NFHH5mbb755q3GNc8891wwcODBjYxUaA9JYkH6frnI0RgSkEwGCSNNsJM1KCjpuzVZK17f80qjgZZcuXeL1y4LjL3/5i3nsscdSGtcoL81KC8ria7ZaPperQbgQICgIWh8RlMW/4IILzK8Z2KBMz6mrHK3LKDquoXEIjWto4WOu6PZYUBZf62YKaZo3MocAQcHQSu299947fiWg2U/lpdtEY8eOtd/sg9lfOjSucfnll9v9TLJxxZMMrdQPyuJrBX8uAw3RQICgoGjDrKOPPtp2on/6059sdWIfM2bMsKvA9RxBaGhcQ/u562onU+Ma5aWaYVrRrterWmIqfQP4IkBQcDSFVmVe1IlqNtQLL7zgnlIizex6+OGH4wEUHMccc4ytELxkyRL3IXlJ1YtVxTgIPb12wAcBgoKkW0+6glAnqvGKf/7znyWW/9AWwv379zdnnXVWsVpjGtfo0KGDmTlzpvuQ0NAixaAsvvZZoSw+UkWAoKBpK9+gLP4ll1xiC08qXMaNG2dat25dbFxD/3zZZZeZ8ePHZ2RcQ4PwKmUyaNAgG1qqaab9XvSn/q6fa1GgrqDSRTs7qlqz3p92fNTOj0CyCBAUvDfffNPstddethPVlr7B/vM6dNVx9tlnmwEDBtirkXSaN2+e6d27t91WWCvQi94WK+vQtsbNmzc3PXr0KHcZe616117zel4V5Qz7XjHIHgIE2OzLL7+MfxPXUatWLfPII4+kvZbUsmXLzOOPP77VOIoO/f7atWvbGV1XXnmlufvuu+0VyD333GP/risi7SKpkHMfq45fu04uWrTI/ZVJ0a6UdevWtc+l6b6aPQaUhQAB/uvCCy+0Hag67HTT1YbKsAfVcnVoZbpuien2lGaHpUJTkFWdVxuFHXjggfHn1HiOdin0mV22du1aG1J6Hi081NUNUBoCBPiv4Kognesjli5dajv5YCW4AqRFixZ2r490lpufPHmy/T3BNr86VCpFZVRSpSuZYCHk9ddfn9bXiWghQIDN1q1bZwfTdeify0szujRAH6z+VnC0a9fOljjJpJUrV5r7778/PqajWVY33nhjymXtX3755fgEAq1tWbVqlXsKQIAAoqsOdZa6CikvjSdo2m9wJaArDt+xCV+aqXXXXXfFb5lp2rEmC6RCM8KCwX3twa7bcEBRBAiwmcYT1FGq1Hp5vPvuu3avcj2XOt8RI0a4p2SVZmhpem5wNaKKvKlMQdbiSA3s6/FVqlSxt8qAAAECbNapUyfbSWpnQF/acyP4xq8rEM24yge6nab3FYzDqJik1rskS2VZNNVYj9Utvn79+rmnoEARIMBmQWkTLazz8cwzz8RXdatkfD4OPGtTrWBPknr16pkVK1a4pySkENK04uC2nFbhp3Ilg2giQIDNgqmwCxcudJvKpPDQrCUd2usjn2kcQ2tG9F5VwyuVEBHd6tt5553t45s2bZqRsvgIDwIEBU8zl9T577HHHm5TmVTWRLd19HitKg8D7QWi8FAI1K9fP6XbWfLOO+/Er2T0PNmeIID8QYCg4E2ZMiV+WycVc+bMia8KD9t2sQqR4EpEYyKp3o7SlZpW6+vxChNNHkDhIUBQ8J588knbEbZt29ZtSkjf2oPtarWAL4x0Oyu4kvAJQE0V1qp3PV63tVTsEYWFAEHBU3CoE1SQJKt9+/b2MdrZUCVAwkoD65qdpQkAqa4TEV253Hrrrfaz0KEyMCWVxUc0ESAoeLp1pc5Pt7KSMXHiRDvmoZXaUahcqym+ev9abJjqivVA375942XxmzVr5v08CBcCBAVPg+cKBA2ml2XDhg3xmlmqqhsFumIItrlV2RNfkyZNipduOfbYY91mRBABgoKmwWB1eJrGm4zu3bvb82vWrGnDJCq0Yl2LIHUry6cAY0CFGPX5NGzY0G1CBBEgKGhaOKgOTwsJy7JmzZr4oLOm70aNamfpvamKry9V79VzKGgRfQQIClpw/1+lTMqidR46N9XpvmGhWVVBFV+f/UTk1FNPtY/X7SxEHwGCgqbiierwtMK6NJptdPjhh9tzR44c6TZHhkrB6z1qeq6PIIBytbd6n+u2KfVAevGJoqAlu4mUprjqvD//+c+RnqaqiQTaWld7wae6wlx7negz0myuXHEDwz2QXnyiKFipbCJ17bXX2s5Rg8RRp4WRPu91zJgx9nG5HEAnKLKLTxoFa/bs2bbDK2sTKYVL5cqV7VTf+fPnu82Roz0/9Lnoll0qHn74Yfs4VerNFQIku/ikUbCS3URKq7V1njZWKgS6RRdUJ05loeRll11mHzNgwAC3KWsIkOzik0bBuuOOO2yHV9YmUsHahlx+s8624DbWE0884TYlpLIuesyMGTPcpqwhQLKLTxoFq0mTJrbDK2sTqWB/89dee81tiiwVRtR7bt68udtUIi2q3GmnnWxdLa2XyRV30LyQB9Dd9+8e6ZCeZwFCqHr16raTXLBggdtUTDA1dfny5W5TZC1evNi+Z+3vnoxPP/3Unl+jRg23KavcTjLdHWaYuO/fPdIhPc8ChEywiZT28yhtWu6PP/5oO8Zq1aq5TZGn6bz6jLTAsCyDBw+2n9Mll1ziNmVVOjvHsMvGZ5HZZwfy1NSpU22HV9aqcu2+l8x5UVSnTh373j/44AO3aStBGZRUp/6mWzY6zbDIxmeR2WcH8lTPnj1th9emTRu3qZghQ4bY81q3bu02RV7Lli3te3/ppZfcpq1oV0OdO2LECLcpq7LRaYZFNj6LzD47kKfatWtnO7yyNpHSPhc6TxtIFZpgo61+/fq5TVs55JBD7Lm5XieTjU4zLLLxWWT22YE8Vb9+fdvhaY1Haf7zn//Y826//Xa3KfI6duxo33vXrl3dpmI0RqKxkkqVKpU6npQN2eg0wyL4LEo60iV9zwSEiDY+Uqe3YsUKt6mYoFrvvffe6zZFnt6z3ntZ62SCcaKTTz7Zbcq6dHeQYeaGBgECpIGKBKrDS2aKKlcgZV+B9OnTx56nemFh8PvPS83U59uanxZ/7DZFSrrDoiSZfXYgD2lBoDq8Ro0auU1bCcZANGZSaIIxkGeeecZtKuaGG26w54VlE6kFHw+3HetzHfYxvy5PreJwmBAgQAZ06dIl6auKoUOH2nOZhZXYaaedZs9Tyfsw+OOPTWZsj/Nt5/rSA8eY9Wt/dU+JBAIEyIBWrVrZDm/gwIFu01aC+/t169Z1myLvhBNOsO/9ww8/dJuKCVbqa9FlWKxf84t56f5atoMd16OpDZWoIUCADKhVq5bt8GbOnOk2bUU76+ncqlWruk2RptlUwUr0X39N/A3922+/tZ/Pvvvu6zblvV9/Wmieu21v28m++3K4C2X+uHiGmfNmd7Np04b4zwgQIM3Wr19vKlSokNQmUoEqVaqE7ht2eS1cuNC+Z5V1L83YsWPteeeee67bFArfz3vb9L1+Z9vRfjGt7PUu+ejLd58zfdvvZN/DiiWfxH9OgABpFmwiddRRR7lNCalz1GNyvco6m/r372/fc4sWLdymYh555BF73m233eY2hcaX7w20He3T7SuY7+ZOdpvz1+arxA+G3xkPiveGlT2ml24ECApKUKZcA8TJCgbdb7rpJrcpsoLNoXr16uU2FXP55Zfb8xQ4YfbBiLtsJzzglirm52Xz3Oa8s2Hd72ZCr4viwffF26XPlMsUAgQFJdhE6sEHH3SbEnr33XftY8ra+jYqNm7caPbZZx/7nufNK70zPfbYY+15H330kdsULpu/zU/o3cJ2yEPvrWHWrV7lnpE3flv5rRn2f8fHAu/Wqua7L0uvppBJBAgKSrCJ1Kuvvuo2JVS0Q9UtsKgbPXq0fa+abFCafNlEKl30rX7Yg7Vtxzy667nmj00b3VNybtnCD83A2/ezr/HFe2uan3/Mbe0xAgQFJdlNpFy6faXHderUyW2KHI176L0+/vjjblMxwSZS//M//+M2hZa+3T9/+/62g572wvVuc07Nn/6i6XfDrrGA69YwL66SCBAUjFWrViW1iVRJtBZCneV+++2X9OytMPrmm2/sLDUdy5Ytc5uLCUrdX3zxxW5TqP24cHq8o/5kUg+3OSc+eu0B06fNtrFgG3xD3lwdESAoGMEmUr6LAk888UT7+KeeesptioygzP2VV17pNm0l2ETqgQcecJtCb/5HL5mn2mxnnm67g/nmswluc9ZsXL/GTOzbKjZYvvm1fDq5p3tKThEgKBjJbiKVyPDhw+3jDz/8cDsuEjUqMqkrD41plDV4LsEmUvpcomjG6P+zHfezN+9pVi793G3OuNU/f2+GP3Ry/DV8+9nr7ik5R4CgYAT39h977DG3KSm67aX1I3qOHj3y49ZGOgWfz9VXX+02lSjYRCqZsAmrif1a2w788esPM7+s+sltzpjl38wyg+6obn/34LsPz0mAJYMAQcHQlYM6vEMPPdR8/fXXbnNSgpXX2k/khx9+cJtDS4skg/e1dOlSt3kr+bSJVCbpFtITHU8xDY/dxvy16WlZGf/6+uNXzTP/r5INj1GPnW7W/rbcPSVvECAoGKp9dcQRR9iOslq1anZMxMdFF11kn+PSSy91m0JJJVr233//lMZ3giKTJ510ktsUOSuW/2COrXmQfb/XXHON25xWzz31qGlz7vY2PN4acI3ZtHG9e0peIUBQUH777TfTvHlz2xnofr/PCmqNFeyxxx72OZLZLzyfaSznrLPOsu9FfyZ7NRG2TaTKS+t/VFyyPLdAS6Mabbp1WGGHbUz9GtubN4el/3dkAgGCgrNp06b4inQd+mf9LBUvvviifeyuu+4a6sWF2hNF70O7M6ZySy7YRKpbt25uU2SNGjXKbL/99vZIZSFqWVTxOdhTRSE1dswo95S8RYCgYOnqQyup9T+urkp0dZKKYMqrOt/Fixe7zXlP36SDKzGVa0nF6aefbh8blk2k0iX4zNTRz5o1y21O2eeffx4fmzvooINC92WEAEFB0ziIxkP0P7DqOmkhXbI0oHrOOefYx9aoUSNU5d579+5tB8H1bVq7LqaqEEvcBzQOEnT433//vductAkTJthJC3ourU0qz3PlCgGCgqcZWcH0XG2M9P7777unJKTNloKd+xQiYbgS0cI/hYeOsvY7L0mYN5FKB41XBFdgp5xyilcdME0D13obPYe2S167dq17SigQIMBmP//8s2nUqJH9H3qXXXaxZTqSpW/hQYjodla+3oZQJ3XVVVfZ16nOyyc8ZNy4cfY5wrqJVDosX748futJWyQnS5MWrr/+evs4Bfi//vUv95RQIUCA/9L/3EHRRP3Pfd9997mnJKQrkeB2lgbW8212lgof/uUvf7GvT7XAdPvE16OPPmqfJ8ybSKWDxi+CW1DJBIFqsQWbk+m/kZdeesk9JXQIEMCh8YHg9oI2nkr2FoXGRIKB9eCxqcxsygSVXFdVXXVYek26VTdnzhz3tJRcccUV9rl8pkBHjYJY/63oC4dm5iWi1fq6xanPTQU5p0+f7p4SSgQIUIKJEyeaypUr2//htVgumdXZAXUkwToRfUPV/e5c1M5S5xZ0Wjp062T16tXuaSk77rjj7POFfhOpNHnyySfjVxWq2uyaPHlyfNJB7dq1zZIlS9xTQosAARKYO3euOfLII+3/+AceeKBdyZ4sLTYMVqzr0P1yrfLOdCkMLQQcOXKkqVevXvx366pDgZgOuqLZeeed7eytdIRRVATrYnR1oUkGAd3K3HHHHW2bao39/vvvRR4VfgQIUIoVK1aYM88803YAqvukmlGp0IBzzZo14525OhhtSlXe20guzSTTffg///nP8d+lXRS7d+9uO/10+eyzz+xzR2kTqXTQFWYwvnH88cfbMbEOHTrE/12o9H2yq/zDhAAByqAO+O9//7vtCLbbbjvz8MMPu6eUSh2HSp4H+4kEh4JFg/YKJc3qScXKlSvtymh1UrotUvR5dbXTq1evjEwN1cwt/Q59m0ZxGiQPbhkGtz91tTZw4ED31MggQIAk/ec//7G3btQxaMMln9tRukeu0Aj2WC966D75ySefbC6//HL7/JoFFhz6uwavte6gatWqWz1WHZYWuE2aNCnt33QVoK+99pr53//93/j71xoQTX1GcVqYqgF1fUZa4f/222+7p0QKAQKkYPTo0XYarDqIBg0aeK/EVqes8iGdO3e2tz6CQdZkj7322ssWP9RtqylTpniFWVmCsNt7773jvzeoBaV/1hXU/Pnz3YcVLP37dL8YRPnqQwgQIEUavzj44INtB6G9RbTGIh10G+u9996znY6myGr6ra4+9Kf+/txzz9lOSsX3MkUr6RVqRWdv6dDMq3//+992NpoGiYOZWLoaUoAVukGDBtnbVfpMzj///Pjul6q1FuWrEAIE8LBs2bL4TCddkWiwPKy0OZTGNlSeI7j9okN7hKhab0kD/ppNFMwy062aZ5991j2lIOh24T333BP/zG699dZ4ZeeOHTvan+kKbsGCBcUfGBEECOBJg9TBojotJtOMp7DQLTTdjtOmWCrdEnSAFStWNH/729/MG2+8UWaJe3Wed955Z/yxCpuyHhMlmsZ88cUX2/euqbp9+/Yt1q7PItg3/uijj7ZBHTUECFBOuuWj2VnqKNq2bZvWabPpphXQ7iC+xjQaNmxonn/+ea91Crq1FpTFb9asWcpl8cNIiwGD+mcav9LkhZJoOm9QQqZJkyaRC1gCBEiDV155xX57V0dx9tln22m2+ULjGl26dCm2HkWHytdrf4vvvvvOfUjKpk2bFh9sV4cZhqrEvrQCP9gCWOthvvrqK/eUYrSo9E9/+pM9/5ZbbnGbQ40AAdJkxowZthqvOgot6Pvyyy/dU7JG33w1LnHGGWdsNa6he/OZqBis+/y6VaPfow5TEwKiZtiwYV5fFPRZBIPsye47HwYECJBG+jYfLBjUVNtEtzYyQauhx4wZU+K4hsZqXn/99YzfQtF9/saNG9vfq9cwePBg95TQevDBB+O3KlU0M9VblS+88IINc42XRGUnRwIESDN3cPXpp592T0kr3VLRrZHgNokOjWtofYmmBPuMa5SHguzmm2+2r0Md5r333pv2xY3ZpMkSWtyp91PeyRL//Oc/418ucnmFmi4ECJAB6jDVWQS3j4pO70wHbb370EMPxXdSDA6NP6RrXKO8dKsmKCSoVexhLL6ocvzBdG1VWC7vdG39d3HJJZfY59NtTtVaCzMCBMgg3bYI7n1rFk55pnIG4xoq7hjcStGhAo2qiTVr1iz3ITmnWzX6tq3XWadOnbwItmRlasGogjS4zalqAqneCssnBAiQYVo9HtxeqlWrllm4cKF7SkK6HTR27Fi7bWqwKZQOjWvotor2/EjnlU0m6FZNUCVYkww+/vhj95S8ozUyu+22m33Np556qnfJmkQUpMGEC039DisCBMgCTeU85phjbIeh6a5llbfQjC7d9io6rqGrDm2bq3UX2R7XKC/dqtG37SD8VJ04X6l0THmLZiZD/46DGV3dunVzm0OBAAGyRLeggpXJWnjnFtpTjSmVig+mwgaHgueRRx4J/U52ulXTpk2beBhqbUo+KW/Zfh9aP6TfpcCaMH6s25z3CBAgi3S7KaiRpEPlPzSuoW/nRcc1VC79tttuS2kXxLDQt+3gG77KpmTqG34qVMhSa2b0mrRxmHZ1zBYFaZVK25hGJ+1hli5KzzhLthAgQA6oeGEwQyk4NMZx2WWXmfHjx+dkD/Vs0rhOUBa/fv36tjhlrnzxxRfmiCOOsK8l1a2L0+XRu68wtzXdxrxw5yFmza/pHW/JJAIEyBF9y9UMLZVOHzBgQEHUkCrqk08+MYcccojtuPWn/p5tKhoZ7B540kkn2XL1ubBh/Voz8pH6ps9125iRjzYwmzbk/qosGQQIgJzRlYeuQNSB64pEVybZ0rt3b7swUL9bq/fXrFnjnpJVa35ZZq9AFCKT+l/pNuclAgRATmkMRGMh6sg1NtK1a1f3lLTS7cEbb7zR/j4t9NSmXflixZJPzLM37m5D5ONxD7nNeYcAAZAXNJgcTCTQbK1MLLDTPu7nnXee/R2q1TV06FD3lJxbPGeMeart9uapNtuZBTNHuM15hQABkDe0PiRYG6GZaeks9fH111/HS79oltsHH3zgnpI35rzR1V6F9Pt/Fc1Pi/N34SUBAiCvaKV60bL4c+fOdU9J2dSpU021atXsc2o/d9USy3dTBl5nQ2RQpwPN7z/nZnC/LAQIgLyjUh+qnaUOX7W0Jk6c6J6StP79+9t92/VcF154YWhmu23auN6MevxMGyLDO9cxG9fndpC/JAQIgLykooOq4quOX2tm+vTp455SKi3a7NSpk328jjvuuCPv64a51v6+wgy550gbIm883VLlfN1TcooAAZC3VP5c+4kEZfG1z0gyiyx1ldG8eXP7GJWN0TqbsFr1/VzT/+bKNkSmj8qfGWNCgADIe9rZMNhlUTsellYWX+Mb2u9d52rcQ+MfYbfk84nm6Xabr8LabGvmfTjEbc4ZAgRAKGhf8aA6sQpOag921/vvv29nWOkczbjSzKuo+Oyt3rGZWdfvYn5Y8L7bnBMECIDQWLx4sd11UQGhsvjTpk2Ltw0ZMiR+ldKoUSO75iNq3h56kw2RgR33zYtBdQIEQKhofKNZs2bx8Q3tj6LV5ME4yU033ZTUOEkY/bFpo3m9z8XmuQ77mHW/r3Sbs44AARA6mk2lUvjBDKtgppbqWxUaXZGUdmRSZp8dADLouuuuiwdIr1693OaC4AaGe2RSZp8dADJE2/pq/44gQFTVtxBlIygSyc1vBYBy0voQBYf28dh///3tP2u6b6EhQAAgBYsWLbI7OKp6r4oian95BUj16tXtlUkhIUAAIAVBiZMrr7zS/l0r1k855RT7s3za3yMbCBAASNKUKVPslN3ddtvNFl0MaBGhrkh0ZaIrlELhDppnawBdMv8bACBNNH33+OOPt1ca2oDKFexs2LJlS7cpstzQIEAAoAR9+/a1AXHYYYeZtWvXus32iqRSpUr2CiUKNbCSka2wKElufisApEilSfbZZx8bINq5MJHOnTvbc2rXrh268u0+CBAAKEOHDh1sMGir29LoyuTQQw+15/br189tjhwCBABK8eWXX9pdBXfYYQczZ84ct3krr7zyig0QXbFEsahiUQQIAJTi/PPPt4HQvn17tymhM8880z6mY8eOblOkECAAkMC4ceNsEGhv9J9++sltTmj27Nlm++23t1cuX331ldscGQQIAJRgw4YNpmbNmjZAunfv7jaXqV27dvaxF1xwgduENCBAAOStbt262QBQiChMUqUrlsqVK9vnmDBhgtuMciJAAOSlFSt+Nvvue5Tt/MePH+82J614CEVzo6lcIUAA5KUHHhhlqldvZVq1us1tSomuXI47roGpWrWe6d//dbcZ5UCAAMg7X3213Jx44lPm5JOfMosW/eg2p2zy5JmmRo07zRln9DerVuV+L/GoIEAA5J22bUeZ2rX7mG7d3nObvN1881j7nA89VBglTrKBAAGQV958c4Ht6M855znz22/r3GZvixat2nxF87SpU+dpM2/ecrcZHggQAHlj3bqN5oILBtsAGTnyC7e53Lp2fdc+d7t2r7lN8ECAAMgbzzzzse3gL7tsmNm06Q+3udx0RaMrG/2OSZMWuM1IEQECIC/8+OPvpkGDZ8wJJ/QxH3+81G1Om+HDP7cB0qzZYHvFA38ECIC8cO+9k2zH/o9/vOE2pZWubFq3HmZ/17PPfuw2IwUECICc++STH+y03Xr1+pmlS391m9Nuxoyl9kpHVzy68oEfAgRATv3xhzFXXTXCXhH06TPdbc4YXenod9533yS3CUkiQADk1OjRX9qOvEmTQWbNmtTrXfnSlY6ueHTl8+mny9xmJIEAAZAzq1dvMI0aPW8DZPz4eW5zxumKR79bV0C6EkJqCBAAOdOz54e2A7/mmpFuU1boiqdx40H2NYwZE909QzKFAAGQE0uW/GLq1o3dQvrss/LXu/I1btxXNkB0JaQrIiSPAAGQE507T7Ud9wMPvOU2ZZVuXV199Uj7WgYPLnu/dWxBgADIiSFD5tixh+XLV7tNWTd//gpz5ZXDzTvvfOM2oRQECADACwECAPBCgABIK40lBLWmNm7c5DbH2/NRmF97LhAgANIq6GR1jBjxuduc151wmF97LhAgANKqaCfctOkLZsOG4t/kS+qE33probnuulFZP7QvyOefb5lC7PPaCxkBAiCtgk724otftH8OG/ZZie1FPfbY28U672weRV9f8LNUXnshI0AApFXQyao0if7USu+i+26U1Anrm/7s2T+Y6dOXZPVwFzD6vPZCRoAASKugk9W+G3/961D7z0OHfrJVez4K82vPBQIEQFoV7WSDMiHnnTcw/k0+nzvhML/2XCBAAKRV0U5W3+RbtIh9kx80aPZW7fkmzK89FwgQAGnldrKqcqu/n3POc7b6rdueT9zXFqbXngsECIC0cjtZfZO/8MIh9mcDBszcqj2fuK8tTK89FwgQAGlVUicb7Dp41lkDSmzPt1lYRZX12gsZAQIgrUrqZIt+ky+pPd/WgRRV1msvZAQIgLRK1MmOGjU3YSecbyvRXaW99kJGgABIq0SdrL7JN28+OGF7Pkj02sLw2nOBAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAePn/N37sUtRUgKEAAAAASUVORK5CYII=)
PN: 4734-3-30
CAS: 1002328-44-0
Molecule Weight: 258.2
Formula: C11H9F3N2O2
TSCA: Not listed on TSCA inventory