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)
| Product Number | 4H39-3-X2 |
| Synonyms | 6-Fluoroimidazo[1,2-a]pyridine-2-carboxylic acid hydrazide; 6-Fluoro-2-(hydrazinocarbonyl)imidazo[1,2-a]pyridine |
| CAS | 1135282-88-0 |
| MDL Number | MFCD11840960 |
| Molecular Formula | C8H7FN4O |
| Molecular Weight | 194.169 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H39-3-X2
CAS: 1135282-88-0
Molecule Weight: 194.169
Formula: C8H7FN4O
![Imidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H39-1-52
CAS: 119448-27-0
Molecule Weight: 176.179
Formula: C8H8N4O
![6-Bromoimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H56-9-M7
CAS: 474956-06-4
Molecule Weight: 255.075
Formula: C8H7BrN4O
![5-Methylimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H56-1-402
CAS: 1097788-54-9
Molecule Weight: 190.206
Formula: C9H10N4O
![{6-Fluoroimidazo[1,2-a]pyridin-2-yl}methanamine](data:image/png;base64,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)
PN: 3H30-3-1L
CAS: 1020033-86-6
Molecule Weight: 165.171
Formula: C8H8FN3
![7-Chloroimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H48-5-7S
CAS: 1215727-61-9
Molecule Weight: 210.62
Formula: C8H7ClN4O
![2-Methylimidazo[1,2-a]pyridine-3-carbohydrazide](data:image/png;base64,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)
PN: 4H56-1-WQ
CAS: 144835-67-6
Molecule Weight: 190.206
Formula: C9H10N4O
![6-Chloroimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABPcAAAT3AHqQtuZAAACMnpUWHRtb2xTb3VyY2UAAHichZRtj5swDID/ipXPa8gLr1Xpqepp0qS7TtrdpH2bUkh7SEBOQN/+/Rxoe6XtqADFjv3ExHYyedoXOWx1VWemjAmnjIAuE5Nm5Tomv9+/j0LyNJ0k6ISOZR2Tj6b5HDvObrejyYcu1N6UNDEF6ezjfZ31fHaSmmrtCMa48+f15a1lRllZN6pMNFJ1Nq7byReTqKb9i/+EcApVbbPS6dydotp2q/0VzL6M7uuUfO1ljrYZorDKcg0rUxWqga1gFF/2Dda61JVqdArLA05L6uLep5PXZ5NsCl02KNoVskTlb021SXCiMLlONrgYCj+eY1JwBFRjillVqQNYyU4rDkqAkqBcUB4oH1QAKgQVgeIMP7RzdODowV3Md65twPfDp47JAhYwh5/4zVsJn7wbYIHZEjEZCeqLyIcRFiu0I6OSX+icCsFcEJQLzwdJvYgJcGkkZAQ+FV7gQ4CTGP2oHW1Hz44jcDiGkr4H55FTyUQImEDJorOKf8A8P7KjJ1uzkIG4UQVlgfUWNHS78aR7bhhgKp1zLqeTpSnTCxGyNCZLTtok/9KrWhzzTMBUqa6wde0C1vUSEH3AVmUYkH3A1vAMiHuAewN4wxG8PmD74wzM7gF+H7DdNAwEfcD23jAQ9gHbqcNA1Afavh7etbVfI3w4CL+udntsHjBXBe+O2QNG3uTrIXJV9dNJHmRuC38fcS5a3zldOSjeXEfOxV3l4A09/QdU0bJllpp72QAAL6NJREFUeF7t3QnclXP+/3GD7EtZszVjDIax78vYqTQaS8he1rET5kGMiLGribFFTSVpUUSlMoX8ZAulJJVSCC2mUNLm+z/v7/l/j3Ou7rN97tN9n+s+r6fHeaTzvc51rut039f7fK/vtpoDAMBgtegTAAAUggABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABgJj6JfFf/+n93V+H/dU17NnQrfXUWm7Lp7d0+w7Y11339nVu3LxxGduv1nk1/yiV0u0JAFBjflj6g2v6ctNUKGR7pKvqueoo3Z4AADVGtQ6FQYPuDdyDHz3opn4/1S1ZscTNXTzXfTj3Q9dpQie3Z/89M15DgABAhRv6xVAfBBt329hNmj8pWpwVAQIAFe6MEWf4ILh77N3RopwIEACocL/t9VsfBMXUPoQAAVAnzJ8/P/oUCrROl3V8ECxevjhalBMBEke//OJcv37ONWvm3BZbOFevXvLP4493rk+fZDlQIWbPnu1OPvlkt9pqq7mGDRu6N998M7oJ8iBAKsWPPyaDI/HLkvWhINF2QB22dOlS98ADD7iNN97Yh0f646yzznJffPFF9CXIgltYlaJFi2RI1K/vXKdOzumXJPGL5L780rmHHnKuQYNkubYD6qhBgwa5nXbaKRUYhxxyiBsxYoS74oor3JprrumfW2+99dztt9/ufvrpp+jLEREa0e8Ze0+0KCcCJE7++99kOKy/vnMTJkRLk/S8yrVd4hcKqEsmTZrkmjRpkgqObbfd1j3zzDMZ23z88cfu2GOPTW3TqFEj17t374xtkCl0463frb6bvGBytDgrAiROEtVyHwyJb1U5qVzbnX12tASIpf/973/ummuucfXq1fOhsO6667p27dq5RYsWRTdNGThwoNthhx1SQXLYYYe5Dz74ILoZ/r8wkHCT7pu4juM7umnfT/MDCectnufGzhvrHprwkNur/14ZryFA4uR3v0sGQ+IbVk6qhWi73/8+WgLEyvLly93jjz/uNttss1QQnH766W7GjBnRTau0ZMkSd++997qNNtrIv3b11Vd3F154oW94RyamMqnr1lknGQyL8/SU0D1fbZf4lgbE1auvvup23333VHDsvffebtSoUdHNCvLNN9+4888/3weI9qWG9/vvv98HTKX538//c0tXLI0+7WkyxeemPeeaD2vuJ1Os91Q9t8XTW/jJFK9/+3r30XcfZWxPgMRJsQGy3nrREqDsTZ8+3Z1yyimp4Nh8883dU0895VasWBHdtGhjxoxxhx56aGrfO+64o2+QrwSzf5rtLhx1oVv9ydXdBa9fEC0uCwTIqsQtLNRhCxf+5G6++Wa39tpr+4v7Wmut5a6//nq3YMGC6KbV1qtXL7fddtulgqRx48buk08+iW5WJ6gd4/5x9/t5rlRbUIDo7+WIAFmVzjwzGQzt20dLMtGIXja6du3qDjroINe3b1/3888/R4vhkuNeBw361O2//xVu/fV/5y/of/nLX9zkyYX3BrJQA7wa4tUgr/dUA/3VV1/tG+zripdmvOR27LNj6lbToS8e6sbMGRPdrGwQIKvS8OHJYNhgA7rxxsDXX3/t1llnndS33A0S/25nJ0L9ueeey9l7qJKMHz/btWr1gtt3385ul13+4Q49tFXix/yV6GarlBrkW7Zsmfp32nTTTd1jjz3mG/Dj6pP5n7jGQxqngmO7Xtu5XlN7RTcrOwTIqnbiiclw0IBBDRzUAEINJPzqK+cefpiBhGVC9+uPOeYYf0Haaqut3O9+l/xmHR4a5NYi8W+kMQw/VuCsAbNnL3S33vqq22+/zj48jjqqu+vVa7xbtqz2LtpvvPGGb6gP/0ZqwB85cmR0s7KmBvKrR1/tG78VHOt2Xde1G9POLVoWjy8sBMiq9sMPzjVpkgyJbI+mTZnKpJbdc889/iKk7qPTpk3zz2kMwj/+8Y+MEdR66J7/CSec4Lp161anbp9UZcmS5a5Llw/cYYf9xwfH/vs/6e666w03f36ejiE1RMHfpUsXt8UWW6T+fTTPVvg3LFfLf1nuHpv4mNu0x6apWkfLES3dzB9nRjctawRITdBNY02aqKDYfHPn1lwz+af+rhG3TKZYq955553UgDc11lZFo6Xbt2/v9thjj4ww0es0ivrJJ5+sc2MVRoyY5po3f9YHhx6XXDLITZnyXXSzsqCG+xtuuME35IeQb9u2bVnWFkfOGul2f273VHDsM2Af98Y3b0Q3iwUCBBXt+++/d7///e/9RadVq1bR4ipNnTrV3X333Ylv4/tnhInGLBx55JHu3//+t/tKtyhjavLkeT4sQnAoREaOnB7drCxNmTLF1w7Dv4luR3bv3j3xHa32v6RppPjJw09OBYfGa3SZ1MWt+KX63Z1rCwGCinbmmWf6C43GF1i+rapBt0OHDu7Pf/6z+81vfpMRKJowULPPzpw5K/qysqTbUro9pdtUCg7dtura9UN/Gytuhg0b5nbZZZfUv8UBBxzg3nrrrehmNeLHhT+6tt3burUfXNsHx1pPreVuePsGt2BJ6bs71zQCpJy98opLfBV0bu7caAlKQG0Yurjotsf7778fLS7arFmz3KOPPuqOOuoot8Yaa/h9r7HGeq5hwybu9NO7+ovxzJnld9FYtmyFbxA/8shuPjjUUN6u3WtuzpzSNeRqqnZd1FUbeOSRR/ysu+Ghv+t5lZdySvdly5a5Tp06uQYNGvh/CwX8OeecU2O1Q9V6dF6qBa32x0SQXbyaO2HoCW7KginRTWOLAClnF12UbGS/oDxHocaZxiyom64uLKpBlNqcOXN8427z5ue4HXZolbgwP5G6JXTaaf1c587vu6lTa789YfToL9wpp/RNHZu66E6YUL22HHV5Hj58uLvxxhv9bT71YEuvmeV7aHu9Tq/XfqrbhXrevHnu0ksvTYX6+uuv7+688063ON8MEdWg2o5qPeGcdtltFzd8zPDoZrFHgJQzfSteffXkowTfkJGk+ZT22Wcf/4vdtGnTVX5//Pvvf3KDB092bdoMcwcf3CV1sdbjpJN6J2ot77mJE+dEX1aQsJ8TT+ztli9f+V56KI9STejqq4emyps27emP0fpRaAzGyy+/7M4444zUQL9oKOy1116+h1Tr1q0T34ku8LUP/am/63mVVxU22p/2q/1XZ6zH+PHjfe0w7FddtftppdASUu1GtZxwO1O1H9WCVBuqiwiQcqfaR+IH0R16aLQERm3atPG/3FpOtaZ7Tv300zI3bNjUxLfr/7o//7lrRpiccEIv17Hj227cuG+iL8sq/fUDB668Ol1VAaJG8oMOeso/r0BTgC1aVPVkffmo3UjtPP42TdpF/w9/+IO75JJLXJ8+fQqeiTfQ9nqdXq/9pO9X76P3s7RXBQMGDEh1nNDjiCOOSHzm46KbFUW1GdVqVLvRPlXbUa1HtZ+6jACpbdOn6+tb9NlfffutcxttlAyRZ5+NlqJI+harb4fqMaXbI7Xp55+XuVdf/dwP0Dv88GT7Q3qN4L773kxUPGe5FSuyVwvSX6PeUmrPqKo8nWoff/lLLx9is2b9kFFWqHDB1CjwcCHeeuut3d///nc3IdusC0ban/ar/Yf30vtW5zaUpqm56667UrcxdcG/+OKL3VxDe6NqMekDT1XLUW2nEhAgtem555LBcMUV0ZJM99+f3G677XSDOVqKAmmK8DDgTBekcrJ06Qr35pszXfv2r7ujj+6REQzHHtsjcbEcVeUYjLCN2lX054ABmRMMVhUg1TVkyJCMb/C77bZb4rvNs9W6vVQI7V/vo/cL763j0PFYafoadd8Ot5zq16+fqAV29Ou35zN27Fhfe0k/FtVuKgkBUpu02lriBzfx9ce5jzLn7c+gNRASVXkfIrfdFi1FAdTOcdxxx/lfdDXQFnKBqC1qy3j33a98l9rGjXumQuDcc5+PbpoqGz78M/9ns2a9MrrdljJANFjvtNNOy7hg9u/ff5W3IUXp/fS+6SGm46rOLMDvvvuun0Qz7G/nnXf2tdWqqJai2kpolFctRrWZSpx8kwCpbeeckwyGRLU3p5deSm6nNUNmxmu6g3Jw3333+V/2DTfc0A8EjAtdmz/44GvfTjFq1MptCSEgdJvr1FOTvan69v11+YBSBYjW5dh+++39Z6huz5ri5SetY1OL9P46jjD6XMen46yOp59+2m2zzTapIDn++OPdp59+6sv0pUM99lRLUZlqLaq9qBZTqQiQ2qY+6ZqtV+GQr/rbuHFyu5YtoyXIQd8uw1QlPXv2jBYXTd90daHS7ZSHHnooY0yD/q7nVV6db8SFSg8INc7r/9V+EmohpQiQHj16pC7S+mb+Ua7aci3Q8ei4QrjpeKtj4cKFPpjCzMz62Tn66KMz1mtXbUU/V5WOACkH//xnMhgS36Byrl44cWJyHi3d9nojnnPn1DRNVRJ+8c8999xocUHU7ffFF190l19+ecbo5kIe2l6v0+tXxXKs6QGhWkiLFslaiAYGRssttIxsaB8466yzqtX7aVXScen4dJw6Xh13dX3++eeJWt2pGf+eqp2oloIkAqQcKDTC6oV33RUtzXTVVcnt9tlHV4xoKSK0nod+8dUd9AfNjFwE3bq47LLL3CabbLJSMDRq1Mg1adLEj2G48MILfe1Df+rvel7l0ddoP9pfuCVSCtGAePnlZC3kuOOeTvxYLVupvBg33XRT6thvvfXWaHFZ0nGGY9bxl0LYp3p+qXaCXxEg5SL0yNLtrFk55k767juX+ElObtulS7QUaXQrQ7/4uq1RzL1xXeC19oe6+oaLkbpparZX9fgpNIi0nbbX69K7eWq/2n8pgiQaEKqFnHxyH/9cjx7jViovlL7Bh2PVVCNxouMN/3alqIloDXbtS/OdIRMBUk6OPDIZDOedFy3J9Oijye223FL3aKKlcMlZWdVgrl98DTwrhKbM0LfWcL9fvWzUu0cLF5WC9qP9hd47eh+9X3Wm6qgqIIYMmeKfO+aYX7sDF0PzN4XbVnELj0DHrePXeeh8qoMAyY4AKScaDasuvZq65J13oqW/Un/73XZLhkji2y0yqa1h33339b/0jRs3LqibqQar7brrrqlagmoIq2qNb+1X+w/vpfe1Dr6rKiDSayFVlefy3nvvpQI0Lretsgm3nnQ+Oi8rAiQ7AqTc/O1vyWA48MDcC01p/XRtl/jlSHzdjpZWtOuvv97/wm+ZqKF9q5H8eWjajDAH029/+9saG6Gu99H76X31/jqOYmULiEGDJhcdIPPnz0911dU093VBmK5f56XzsyBAsiNAys2cOc7Vr58Mh3y9PU46yW+3vHnzaEnFGjp0qL//rVsX+v98Hn744dT98hNPPLHGl6jV++l99f46Dh1PMbIFhGohmqgxW3lVTj/9dH8c6hJbrr2tiqXzCF18dX4WBEh2BEg56tgxGSDbbJN7rfRp09y4tdd2jyS2/aiGvjWXM9U2VOvQL7tqIfnoYq1t9VBDdyG3ulYFva/ePxxLsSFSCmrs13trKdhyG+dRXTofnZfOzzLtCQGSHQFSjjTNxh//mAyRW26JlmZ44aab3O6rJe+j19Upowuhi7C6z+oXXe0f+cZc6HZRqHloedpyoOMINRHL7SwrjegO04JoAF1dpPPS+ek8ix1BT4BkR4CUK83DowBZZ53kjL1ZqKtomEpbo6ArlXpa6TNQzyv1wMpFDdahzUPf/MtJqIno+KwN68X65z//ab64xkV6SOp8i0GAZEeAlLNmzZIh0qJFtCRDWJpVi9fU9fUHqqIxHqHnUL5pLNRlNvS2UttDbd22ykbHE9pEdJzV6eJbCLURhCnZ6/pMsjo/nafOt5g2HgIkOwKknGmgWb16bkLih3fWa69FS1N00dEMs/oh17QZlUQ1sLDokEad5xNGV6v3U003mBdKxxV6Z5VqNHU2YcCgpkgvtzAtNZ1fmAq+mAGGBEh2BEiZG9umjbsy8cPbcs89c663MHr0aN/zaM0116yYxWxE81vpl1vzXWneq1w08jvUVGqqq66Vjk/HqeMtxYj1qujnKSzSpAkgK4HOU+er8871+5SOAMmOAClzCxcscNtsvrn/AX788cejxRnCvE+aObQSaGZdna9mSy1kZtQwMZ4G8cVBGGyo4y7E2LHfuAMPfCo1kWI+Wu+i2Itp3KWHZrb1PqIIkOwIkBjo3Lmz/wHePBEkuQZDffnll6k1mZ9/fuXFh+oSrekRpirRWh/56Fu8ejdpGpFVNcK81HScOl4ddyG1kH79JvoxH7fcMjJaVKUzzjjDf37ltjrjqqbz1Xnr/AtBgGRHgMTAihUr3F577eV/iK+99tpocYY77rjDb6ceJ3V1hTQt7BPafLTKYCH37i+99FK/vXUwWW0Jg/t0/PkUEyBqnF933XX9vmuqt1e50PnqvHX+hXRSIECyI0Bi4vXXX/c/xLpdM2nSpGhxirorhplf77nnnmhxnRC+QWp9c61zno/GhIQp2Us1MWJN0fHquHX8+ca2FBMgoY1FHRAqUeh4UUhbGAGSHQESI+EeftOmTaNFGfr16+e30y2eurbcpn7hw1Qlhd7DHjhwoP88FKyF1FbKiY43fCHQeeRSTIDceOONfp9/09xrFUjnrfPX55APAZIdARIjWiEt3HYYPHhwtDjD4Ycf7rfTms11xezZs13Dhg39ebVp0yZanJW6Nus15TZosFBhcGG+LtrFBMgBBxzg99m3b99oUUXQeev89TnkQ4BkR4DETJiSQRPEqS0gm7Fjx/pv6noU0kOp3OmbuGpeOvd99tkn7+2cdGEZ2kJrLOUm9JbSeeRSaIDoswwj8WfMmBEtrgg6b52/Pod8tVICJDsCJGa0pOa2227rf6A7dOgQLc5w8cUX++0OPvjgvL8k5U7nqnPZYIMNiupFtWDBAn+7S0Fa6EqC5UbHHW7b6XyyKTRAZs6cWfDFs65KD1F9HrkQINkRIDEUxj9svPHGbo6mf89CZdpG2z7zzDPR4th4//33UwMA//Of/0SLc9JCQnqdRnbHWRiZnmthpEID5JVXXvH7Us++ShZ6NurzyIUAyY4AiSF9e1KtQj/UqmXkEr65q9ai2kvcaM6inXbayZ+DZZGjXr16+dequ2+c6fh1HjqfbAoNEIWw9qU5typZmHMs35cSAiQ7AiSm1K4R2jjU3pGN2knCgjpxnKpbnQB07BrXkm+qkqp06tTJv/68fOvMlzkdv85D55NNoQGiWZu1L00DU8nCNDj5ZrEmQLIjQGIsXFzV4yqd2giuuuoq17VrV9e9e3ffY0nb6TbQgw8+6J+LwyOMlNbYl3dyrRGfQ5iq/IorrogWxYqOX+eRayryQgMkfCb5enXVdaF3Xq7PVAiQ7AiQGNMYjzCdh8Z+BKGRva48WrZsmXbWxbn55pv9PuLahTcIXXl1PtkUGiC33HJLnfhMqit8pvo8ciFAsiNAYk6jzfXDrcFmGoUeBs1pVl5Ng9G6dWv/0CBEdQM96aSTUs+V+2O77bbz56IR59YBkdRAVkYNJIkaSPURIDGn+a7CSmvt2rXz05rr/9u3bx/dNHbS57w69thj/ZxgxaINZGW0gSTRBlJ9BEgdoJl39QMeurqqy2ddWZr0s88+cxtttJE/r3vvvTdanJe6L+u1jRs3jhbFio5f55GrO3ahAUIvrCR6YVUfAVJH6IdbP+R69OnTJ1oca8Wu+5EujAPRLb44C/NhMQ6kdBgHUn0ESB0Rvk1tttlm0aI6IdzCKWTlwXRaP0UjuLWuRhzHwYiOW8ev88i1HkyhAcJIdEailwoBUgeMGTMmNSbkww8/jBbXCZrOY8cdd/S/yGeddVa0OKcwEDHfN81yFWoMOo9cCg0Q5sJiLqxSIUBiTj/8hxxyiP8Bv+iii6LFdYqCMrTzaJxIocKcYLm6wJaz0BU536wDfft+5Pbaq5Nr23ZotGglzMbLbLylQIDEXJiqQ3Neabrzuu6BBx7w56tJFadMmRItrlK4WOy6667RoljQcRdyse/WbbDbaqtm7vLL748WrYT1QFgPpBQIkBjTcpxh0KAurJVANa4mTZr4c953330LmtZdn5MCR68ZN25ctLis6XhDYOZbfvWxxx53q69ez519dv7uuaxIyIqEpUCAxNitt97qf7B1b7yQC2ld8e2337ott9zSn/t1110XLa6S2k20fdwGFIYBhIW0+zz66KMFb8ua6KyJXgoESEypETBcAPQDXmmGDRuWWiNj6ND89/xHjx7tPys1ms6dOzdaXJZ0nKGxW8efTzEBImGuMa0xX0l0vjpvnX8hCJDsCJCY0jQl+qHW7ZxKdf311/vPQLWRb775Jlq8kkMPPdRvf9NNN0WLypKOU8er4y5EsQESVjrceuut3fLly6PFdZLOU+er8y50hUoCJDsCJIZGjRrlv3lrYN0nn3wSLa4Yum233377+V9ujdTO1x0zdIdde+213bRp06LFZUXHp+PU8Rba/bjYAEm/mD777LPR4jpJ51lsaBIg2REgMbNixS/uyCPPS1xcNnPXXHNNtLjiqCdWmJH4/vvz9z5q3ry537ZZs2bRorKi49Nx6ngLVWyAiD4zvWa33XbLG8Bxp/PTeRb6sxIQINkRIDHz/POT3B//2NbtsUdrN39+4SOy67IePXr4X3CNEXn//Y+ixRmmTp3q1l9/fb+9LrjlKASBjlPHWyhLgGjFx0033dS/bsCAAdHiOkXnp/PU+eq8C0WAZEeAxMiPPy5xxx33tB9t3K9fZfWcyefcc893DRrs64444nq3cGHuHmlPPPGEvyCoE4LWWy8nOp7QOULHWQxLgEiY3l2zOteVSTijdF5h1up807dHESDZESAx8q9/ve3Do2XL5/ytLPzqxx8XuaOPvs3tvfcj7tZbX40Wr6RFixb+orDVVlvlnQuppug4dDw6Lh1fsawBkn5xjeOyx4XQeVlDkgDJjgCJiZkzF7iDDnrKB8iYMbOixUiYOHFO6jMaMiT3KHX1/w8N8Jpj64svvohuUqP0/mGuLx1XIeMToqwBIkOGDPGvVcP9Rx/lvg0YNzqf0CFB51ksAiQ7AiQmrrlmqL8w/v3vhfXIqVQ9eozzn9Nhh/0ncVHO3Uakrr/hoq3p0gudGqXU9L5hunYdTyFdkqtSnQCR0DV85513LqqNoJzpPHQ+Oi+dnwUBkh0BEgOjR3/hL4oHH9zFzZr1Q7QYadSR6PLLh/jP69xzn3dLl+ZexVAX6z/96U/+AqH5xGp6UKbeT++r99dxWMNDqhsgmip+++239/s488wzo8WxpPPQ+ei8ck2FnwsBkh0BUuaWLVvhTj21r78gPvJIcYspVap58xalOht06vR2tHglGvF91FFH+YuERrdfddVVq/wbuPav99H76X31/tUdIV/dABEtWBVmPNZUOXEWpvrR+eRaiCsfAiQ7AqTMPfvsBH8hbNq0p1u0aGm0GFmo1rbffp3d/vs/6d5++8to8Uo0qOyGG27wAzR1sdCywJrp2LIOey7an/ar/et99H5630IHteVSigARTZUfPodHHnkkWhwLOu7w+RYz9X9VCJDsCJAyNn/+4sQ30+4+QAYPnhwtRh4dOrzlP7vGjXu6774rrOeNRvmHdhE9NJV6165dTY3a6fR67SdMza6H3kfvVyqlChAJAwxVQ4pbiOh4Q82umAGD2RAg2REgZezuu//PXwDPO+8Ff28fxVH7x9lnD/Cf4VVXvVzwZ7h48WJ/4dl8881TF3tNp65ldZ955hk/G3AhtJ221+vCdPJ6aL/av96nVDTKOszcq9thpRDm4tIjLrezwm0rPUo151nv3r39/ip9DfmqECBlasqU7/ztF92GGT++7i8Utaqo+7N6ZClEevYsrnuq2ik6duyYamRPfygEjjzySNe6dWt3/vnnu9tvv93/qb/r+fTwCQ/tR/srVfuKbnuNHDnSXXbZZanxI+FxwQUXFBx0uSjowu0s1WxKdeylpuPS8ek4dbylqHno81WtbqONNvL73WKLLaKbVDwCpEz97W+D/EWvkEFxyO2llyb7z1JjRD75xNZQ/c477/hvtwcddFDq9ki+h7bT9nqdXl8KmkBS09crIDbbbLOM99tkk038c+H4dOG77777qr1WjKaKCQ3r6hJbbuNEdDyhq66OU8dbXQrmMG+WHlq4rU+fPtHNKh4BUoZGjpyeGsswe/bCaDEMbr55pP9MTz65T7U7I/z888/+otWvXz/32GOP+dpHeOjvel7l2q4UdKtr4MCB/lZY6PIbHqp5qAaiC15oiNd0KLpfH7bR6nsvvvhiZK/F0Xr0oYuvLtIa2V3siO5S0/vrOEK46fh0nNWhWZBPPvnk1GenWkeXLl1K3pmiriBAysySJctd8+bP+otd164fRothpPmx/vrX3v5zve2216LFZWfhwoX+G2/Lli1Tkz+GR6NGjdy1117r3njjjZwz6Grqcm0bXnfssce6iRMnRjcr2IIFC9xpp52W2p+mBenfv3/OY1gV9H563zD9ih46Lh2f1Q8//ODatm2bGrGuUFLvuO+/zz0YtdIRIGVGoaGLnEJEYYLSmTBhtjvwwORUJ0OHFj7LbU3Rxerpp592J510UmpCxfDYYYcdfKPwu+8WNxZI39Jvu+221MqGa665prvyyivdd999F920YJoOJP3irVs9CqtSdEXORfvX+6TfWtJxWKYnCRRG6uab3oZ0wgkn1NqsBHFDgJQZjZ7WBW7EiPJe8CiuunUb6z/fiy9+KVpUK+bPX+SeeWaQO/7441O3YsJjl112ce3atXPjxo2LvqxomqgxjMrWQ1Oaq4F42bJl0U0Lottqd955Z2oqeD20SJOWiy31Guvan/YbFr8Kx6/3r05PtrfeessdcMABGZ/38OHDo5shBwKkzHz88Ww3aBBjPlYVzWLct+/H/nOuLRop37//RHfppYPcPvt0TFwYT0yERwN/Edt77739hXHSpEnRl5XE//2fuobvm7po6tv8iBEjopsVTL2fHnjggZV6gand5ZJLLvG34WbMmBF9WU7aXq/T67Wf9P3qffR+1ekN9tVXX7lzzjkn1busQYMG7qGHHjKHaSUjQIAa8O23P7pevca7iy560XfNVi0oPE455S73r389WWPL7KpBWIMatZZ8uDDrttlnn30W3bRgur2kNcbPOOOMlW6/6aFbaBpHoQZqdXVWLzJ1OtCf+rueV3m41Zb+0P60X+2/OrfJVFu54447Um1Kup2nDgjz5s2LbooCESCoaOEifuKJvRMXp5V72oRyi6+++t517z7WtWr1QkZgaHyPbqH17j3BB0ttUZuLbg2FW2dqQFY7ixqUq0Oj7nUr6MYbb0yc6/5VhkKuh7bX6/R67ae6swCIesaFGY/10GDL8ePHRzdDkQgQVLT0C/vAgSvfNio2QKZPn++eeuoDd+aZ/TP2fcABTyW+7Q52AwZ84m9hlRMtmxvWitejYcOGrlu3biXtXaX1ToYNG+YbrDXVSHrXZ/1dz6u81OuyjB071h1xxBGpc1Oje11furcmESCoaOkXefV80+zHVZXnMnnyPPf442NcixbJWZPDQ9PvawqVF1/81C1YYG/srSmvvPKKb0gOF1vVAkaPHh3dLBbmzJmTqOVd7NZYYw1/LhtuuKG76667SjY2B0klC5B8v2j5yqsSXrMqbi/UJOt5ZHs+yFeO/MJneNpp/fyfqiFUVR6lwYgPP/xuamxJeBxySFd3ww3D/YqI+dZmL0dqSH744Yf9qPYQJGeffbb78sv8MxqXg6VLl7oOHTq4+vXr+2NXQ3mrVq3c119/Hd0UJRCLANGjFLcXaov1PLI9H+QrR37hMxw+/DP/Z7NmvTLG32T7jJ988oNUmWYMaNt2ROIb/DS3eHHd6MmjhuXLL7/cNzTrQqyG5/bt21er2+yqpvEgYUoTPTSNTLHjZlCc2ASI9fZCObCeR7bng3zlyC98hureGxbuUjffaHmUppjp3Pl9N2rUjDo94FNjMI4++ujURVnrmPTt2ze6Wa369NNPXdOmTVPHuM0227iePXtGN8MqEIsAKfb2Qrmxnke254N85cgv/TMcNmyq/38t3hVCgc846fnnn88YfX744Ye7Dz+s3al2tEStpnSpV6+eP6Z11lnHz42laWBQM2IRIMXeXig31vPI9nyQrxz5pX+GqoWEhnCN2YiWVzrN6nv33Xf7BmldsNVAfdFFF/kG65qksSCdO3fOmI341FNPdZ9//nl0U6xisQiQYm8vlBvreWR7PshXjvyin+HLLydrIVpTXe0Z0XI43yCtwX9hJLdmCH7wwQd9A/aq9tprr7k999wzFRz6/9dffz26GWpIyQMk36MY6a8p9PaCfunVmKnpQGrjMWvWyoOwLOeR/ny+B+yin6FCXlO+67kePcatVI5fvffee+7ggw9OXcx32mknN3jw4OhmJaHahWoZ4b20YJdqIdUZmY7qi02AFHp74Yknxqz0njX5UDtHVCiTQs8j/fl8D9hV9RmqC66eO+aYHlWWI5MarLXgUri4N2nSpGRzeak9Q+0aat/QvtXe0aZNG9/+gdpX8gDJJl95VaKvKeT2glac0+CtSy4ZVCsPTZIXFT3OQs5Dsj0f5CtHflV9hum1kKrKsTJd6LXyYvqF/pprrqnWhV5T26tHVQgmzVisHlcoH7EKkLjeXogeZ6Hnke35IF858sv2Gep2ZCirqhxV00y66YtOqaH7iSeeKOpWk5b/1RiOsA+N7dBEiig/tRYgY8bMcldeOcQdfng33yupQ4e33E8/ZQ7Cir5G4nh7oarjLOQ8sj0f5CtHftk+Q4X8SSf9OsocxRk1apSfXTeEwB577OEbwHOZNWuWX7Y3NM5rNHnHjh1rpHEeNrUWIJrWWoOw5s9f7ObOXeRH8rZvn9mbIvoaiePthaqOs5DzyPZ8kK8cqE2aNv7JJ5/0Dd4hSFq0aOGmT5+esZ3mp9I8VRtssIHfRt2DtRbI3LlzM7ZD+am1AIn6/vuf3VFHdc94Lttr4nZ7Idtx5juPbM8H+cqBcqC1yq+77rrUgD9NG3/LLbf4RaE0M276AEXNnFuKFRhRM8omQGbMmO8npkuX7TVxu72Q7TjznUe254N85UA5mTx5smvWrFkqLBQk4f+1VofW7EC8lCxAqku3sLp2rd2pEQCsekOHDnWNGjXywaHJGqu7tjlqT1kEiMZDXHHFkCqnOgdQ92haFLV7aLJGxFetB0jPnh/5BvW6Mg02AFSKWg2QwYMnu9atX/CL8wAA4qXWAuTdd79y5533gvvhhyXRIgBADNRagBxxRLdUL6L0B4ECAPFQawECAIg3AgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAw+X83vbSHwX8GrQAAAABJRU5ErkJggg==)
PN: 4H56-5-K9
CAS: 119448-28-1
Molecule Weight: 210.62
Formula: C8H7ClN4O
Melting Point: 263-264 ℃
TSCA: Not listed on TSCA inventory