| Product Number | 4747-5-X0 |
| Synonyms | 1-[(Aminooxy)methyl]-3-chlorobenzene hydrochloride |
| CAS | 29605-78-5 |
| MDL Number | MFCD01114569 |
| Molecular Formula | C7H9Cl2NO |
| Molecular Weight | 194.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4747-5-X0
CAS: 29605-78-5
Molecule Weight: 194.06
Formula: C7H9Cl2NO
![O-[(3,5-Dichlorophenyl)methyl]hydroxylamine hydrochloride](data:image/png;base64,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)
PN: 4647-5-0A
CAS: 251310-36-8
Molecule Weight: 228.5
Formula: C7H8Cl3NO
![O-[(2,5-Dichlorophenyl)methyl]hydroxylamine hydrochloride](data:image/png;base64,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)
PN: 4647-5-0D
CAS: 317821-71-9
Molecule Weight: 228.5
Formula: C7H8Cl3NO
![O-[(3,4-Dichlorophenyl)methyl]hydroxylamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABqGAAAahgGdSjuKAAAB8npUWHRtb2xTb3VyY2UAAHicfZRtb6MwDID/ipXP17wBhValU7XppJO2O+m2SfftlELaIUEyBfr278+BtgO1Rwu1ZfuxE8fp4uFYlbDXri6sSYmgnIA2mc0Ls03J+9v3SUIelosMgzDQ1Cn5aJrPOWOHw4FmH7pSR2toZivS+efHuhjEHAJq3ZZJzgX78/L82jKTwtSNMplGqi7mdWt8tplq2lX8pwSrlNsXhnXhrHL7Lttfyf3D6bHOyddeHtG3QhQ2RalhY12lGthLTvHh32CrjXaq0TmsT2gOaIh7Xy5enmy2q7RpUPUZikyVr43bZWiobKmzHSZD5cdTSiqBgGpstXJOncBr3qwEKAkqABWCikBNQcWgElAzUILji34hsc+l9oXeTp8aV1vCT/gFj1/f8vyDPZIpwTXjB0KaREF8EVMqkji8iJhGEvOfxdB3BgL0XbMQOPUTT2coAioiFJIGCQpOk7AVPEYxETRspaTSmycBjZM79i4cW8OuvVku1tbkPRWKPCVrQdqm/dabGlfSNo2Adbl2OIo+gQ/tA3II+BaPA8EQ8AcyDoRDwB/fFVjdA6Ih4A97HJgOAT8a40A8BPwgje8huQEEHy8xGxLdlI4X8SlvGDleRoib7t5HWG9c2OXaoXpzJVnvvjL8l1r+A/gYbGy0vRCGAAAuTElEQVR4Xu3dCZhU1Zn/cVEQBFQWgYAiBDFIMOOSRDEa4hgFjWOMiMaZIMRoVNT4j45EMWqMqIPEcUYFEUH2JaIEcSMILiAu7FEERPaIioLs+/b+eS9Tl1unu7r6njq3u6rO9/M894npe6qrubef99e3znaIAABg4RDzCwAAlAcBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAe+f73+4fHWWcNlC+/3Gw2CUXblibb+ag4bVE4CBDAI9FCrsf9979lNgllK/rZzkfFaYvCQYAAHjED5Ic/fEaWLl1nNgtkK/rZzkfFaYvCQYAAHjEDRI877phoNgtkK/rZzkfFaYvCQYAAHokW8h/84OB/f/zxV2bTrEU/2/moOG1ROAgQwCPRQv6HP0wK//vGG182m2Yt+tnOR8Vpi8JBgAAeiRZy7fvQPpDU///gg88yti1NtvNRcdqicBAggEfMQt6jx+Tw/1999d9k377MbU3ZzkfFaYvCQYAAHjEL+fLl69OeQiZNWpqxrSl6Ps6B4kGAAB4prZDfc88b4dc6dnxO9u498BhSWtsoMxjKe6B4ECCAR0or5CtXbkh7Chk3bmHGtlHZzkfFaYvCQYAAHslUyO+7763w6xddNEJ27tyTsW1KtvNRcdqicBAggEcyFfLPPtsoZ5wxIDw3fPiHGdumZDsflamtjgTr12+mdO06Ts47b2iwPtdll/1V/ud/3pcNG7antUX+IUAAj2Qq5OrPf347PKfFvKy2Ktv5qExto183j5/9bKSsXp15sUdUPgIE8EimQq4+/3yTnHnmwaeQstqqbOejMrW94ooxMnDg7GAm/Pr122Xz5p3yxhvLpEOH4UFbHWaM/EWAAB7JVMhTHnxwSonwyNQ22/moOG2VTmrUtueeO9g8hTxCgAAeyVbIdX+Qtm1LPoWUJtv5qDht1bZtu4O22ieC/EWAAB4pTyF/+OF3Kj1APvxwddD2mmteNE8hjxAggEfKU8i/+mpL8Jd/trbZzkfFaasTGa+9dnzQdsKExeZp5BECBEBe6d373SA8unV7xTyFPEOAAMgbTz89MwiPSy4ZJevWMQ8k3xEgAPJC//6zgvDQkVeZttlFfiFAAFS6VHj86EfPyty5X5qnkacIEACVKvWxlQ4ffu+99E2tkN8IEACVJhUeOgN+ypQV5mnkOQIEQKWJDu/NdOgSJ8hPBAiAYC2qRx99t8I7r82wKO0gQPIXAQIgWEJdi7VO4APKiwABID/96YHl23V1XKC8CBAABAisECAACBBYIUAAECCwQoAAIEBghQABQIDACgECgACBFQIEAAECKwQIAAIEVggQAAQIrBAgAAgQWCFAABAgsEKAACBAYIUAAUCAwAoBAoAAgRUCBIBcc05v6dTmfvn9z/uap4CMCBAAMr3Fj2Xa0SfLnDMvNU8BGREgAESOOWZ/NdhfDr77XfMMkBEBAoAAgRUCBAABAisECAACBFYIEAAECKwQIAAIEFghQAAQILBCgAAgQGCFAAFAgMAKAQKAAIEVAgQAAQIrBAgAAgRWCBAABAisECAARE488UCAnHOOeQbIiAABIPLBByK/+53IvHnmGSAjAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAB9t3y4ycKBIx44izZuL1KolUrPmgf/+xS9EnnnmQBugDAQI4JsXXxQ59tgDEwfLOrSNtgUyIEAAnzz5pEiVKgcColo1kdtuE5k5U2TTJpHNm0Vmzxa54w6Rww8/0ObQQw+8BigFAQL4YvLkA4GgwVCnjsj06WaLg2bNEqlb92CIvPGG2QIgQAAv7N0r0rLlwY+nxo0zW5T00ksH2+taWfo9gAgCBPDB2LEHwyDOgont2h18nX4PIIIAAXzwm98cDAIdYVVe2jb1uuuuM8/CcwQI4APd5yMVBB99ZJ7NTNumXtemjXkWniNAAB/Uq3cwCDZsMM9mtn79wdfVr2+ehecIEMAHVaseDII9e8yzme3effB1+j2ACAIE8AFPIEgAAQL4gD4QJIAAAXzgYhTWtdeaZ+E5AgTwAfNAkAACBPCBdpxHZ6KXZ5HEl18+2J6Z6CgFAQL4YtKk9LWwZswwWxykiyqmOt71NbqOFmAgQACfPPHEwdV4dcVdXY1XF07UlXi3bBGZMyd9NV5tq68BSkGAAL4p734gTZpkX3RRN53q3l3knntE1q0zz6LIESCAj7TwDxhwYPfBZs0O7EZ4xBEH/vvSS0X69xfZts18VUlDhhwMHJ0n8tRT8SYqoqARIADszZ9/oD8l+uTyve+xf4gnCBAAuVm9+sA8k1QHfeq47DKRpUvN1igiBAgAN7Qz/uyz00OkenWRHj0OdNKj6BAgANwaNUqkadP0IGnc+EB/yb59ZmsUMAIEgHtbt4r86U8HOuajQXLGGSLvvWe2RoEiQAAkZ+VKkauuSg8RnVvSubPIqlVmaxQYAgRA8t55R+T009ODpFYtkZ49DwwpRkEiQABUDF1La+BAkYYN04OkeXORMWPM1igABAiAirVx44HZ66nlUlLHT34iMneu2Rp5jAABUDk+/VTkkkvSQ+Sww0R++1uRNWvM1shDBAiAyjVxokjr1ulBorPbH3tMZNcuszXyCAECoPLt3i3y+OMideumBcnKVq1kxWuvma2RJwgQAPlj7VqRbt1EqlaV3fsDZPz+44b9R5eLLpJPPvnEbI1KRoAAyD/z5smS886Th/eHxzn7j0P2H9WqVZPbbrtN1q9fb7ZGJSFAAOStmX/7m5zeokUQIKnjmGOOkf79+8selo2vdAQIgLy2c+dOefjhh+XII49MC5JTTjlF3n77bbM5KhABAqAgfPHFF9K1a1epUqVKWpB06tRJli9fbjZHBSBAABSU6dOny1lnnZUWIjVq1JB77rlHtui+7qgwBAiAgjR8+HA59thj04JE//+wYcPMpkgIAQKgYOkTx7333hs8gUSDpG3btsGTCpJFgAAoeNoHcsUVV6SFiPaVaJ+J9p0gGQQIgKKho7JOPfXUtCCpXbu2PPTQQ7Jjxw6zOXJEgAAoKnv37pVnnnlGGjRokBYkLVq0kLFjx5rNkQMCBEBR2rBhg9x+++3BDPZokDRq1EjWsNqvEwQIgKK2aNEi+dnPfpYWIvfdd5/ZDBYIEABeuOmmm8IAGTp0qHkaFggQAF7o06dPGCBj2ELXCQIEgBcIEPcIEABeIEDcI0AAeIEAcY8AAeAFAsQ9AgSAFwgQ9wgQAF4gQNwjQAB4gQBxjwAB4AUCxD0CBIAXCBD3CBAAXiBA3CNAAHiBAHGPAAHgBQLEPQIEgBcIEPcIEABeIEDcI0AAeIEAcY8AAeAFAsQ9AgSAFwgQ9wgQAF4gQNwjQAB4gQBxjwAB4AUCxD0CBIAXCBD3CBAAXiBA3CNAAHiBAHGPAAHgBQLEPQIEgBcIEPcIEABeIEDcI0AAeIEAcY8AAeAFAsQ9AgSAFwgQ9wgQAF4gQNwjQAB4gQBxjwAB4AUCxD0CBIAXCBD3CBAAXiBA3CNAAHiBAHGPAAHgBQLEPQIEgBcIEPcIEABeIEDcI0AAeIEAcY8AAeAFAsQ9AgSAFwgQ9wgQAF4gQNwjQAB4gQBxjwAB4AUCxD0CBIAXCBD3CBAAXiBA3CNAAHiBAHGPAAHgBQLEPQIEgBcIEPcIEABeIEDcI0AAeIEAcY8AAeAFAsQ9AgSAFwgQ9wgQAF4gQNwjQAB4gQBxjwAB4AUCxD0CBIAXCBD3CBAAXiBA3CNAAHiBAHGPAAHgBQLEPQIEgBcIEPcIEABeIEDcI0AAeOHJJ58kQBwjQAAUvSlTpsgxxxwTBkjz5s1l1qxZZjPERIAAKForVqyQK6+8MgyO6HHooYfKb37zG1m9erX5MpQTAQKg6GzZskXuvfdeqVGjRlpotGjRQo4//vi0rx111FHyyCOPyM6dO81vgywIEABFZcSIEXLcccelhcSxxx4rw4YNC87v2bNHnnrqKalfv35am5YtW8r48eON74ayECAAisKMGTPkRz/6UVoo6BPIH//4x+CJxLRu3Tq59dZbpVq1ammvueCCC2T+/Plmc5SCAAFQ0L788kv59a9/HfRpRIOgU6dOsmzZMrN5CQsWLJD27dunvbZq1aryu9/9Tr755huzOSIIEAAFSfss/uu//kuOPPLItOJ/yimnyFtvvWU2z+qll16SE088Me176cdcffv2DT72QkkECICCM27cODnhhBPSir0O03366adzKvYaSr1795ajjz467XuffPLJMnnyZLO59wgQAAVj3rx58tOf/jStuGsfxu9//3tZv3692dzaV199Jddee22Jj8V+8YtfyJIlS8zm3iJAAOQ97Yu46aabgr6JaEG/8MIL5ZNPPjGbOzN79mw555xz0t6zevXqctddd8mmTZvM5t4hQADkrd27d8sTTzwh9erVSyvi3/nOd+TVV181mydm9OjRJeaPfOtb35LBgwfLvn37zObeIEAA5KXXX39dvvvd76YV7Tp16sh///d/y65du8zmidu2bZvcf//9UrNmzbSf6Yc//KG8++67ZnMvECAA8srixYvlkksuSSvShx12mPz2t7+Vr7/+2mxe4f75z3/Kv//7v6f9fHr86le/ks8++8xsXtQIEAB5YePGjfKHP/xBDj/88LTC3K5dO5k7d67ZvNJNmzZNvv/976f9rLVq1ZIHHnhAtm/fbjYvSgQIgEq1d+9eefbZZ6VRo0ZpxVhXzH3uuefM5nkl08/erFmzvP/ZXSBAAFSad955pyj+ii/r6WnOnDlm86JBgACocJn6ETp37lzQ/Qjaf/Pzn/887d+k/TfXXXddXvTfuEaAAKgwZY1keu+998zmBWvSpEklRpDp7PZHH320UkaQJYUAAVAhRo0aVWIuRePGjYt2LoXOYdFtdEubw/LKK6+YzQsSAQIgUbp1rM+zuXUW/c0331xiFn2HDh1k4cKFZvOCQoAASIRuFatbxpa2ntTSpUvN5kXv448/rpB1vCoSAQLAqdSKtrpVbLRY6oq2b7zxhtncO0mtJFwZCBAAzlT2nhorV66UCRMmyOOPPx58bHTVVVfJueeeGxza96BzS/R/U1/75S9/GbTT9vq65cuXm98yEZn2MvmXf/kXq71MKgsBAiBnuqufbgUbLYapXf1069ik6Ax1Hdl00UUXSe3atdPe3/bQEWK6Q2GvXr2CbXJ1smBSMu2mePnll5drN8XKRoAAsKbhoCFhdhBrmGioJOH999+XG264IfjYxyz+ZR3aXp9AGjRoUOJcWYcOv+3atWuwoVRSo8VK289dBxrofu6bN282m+cNAgRAbPpxlH4spR9PRYuefnylH2O5ppPwHn74YWnVqlWJAp86NBx0H/S77747GDKso790wmJZ9Ly20+Xa77nnHrniiitK9E9Ej6ZNm0qPHj0SezoYMWKEHHfccWnv2aRJExk6dGhi4ZULbwPkkP6HhAeA8tOOcO0QjxY57TDXjnP9bN8l3RnwjjvuCJY3MYu5PhloH0b//v2d7xK4YsUKGTRoUDAzvrQnFn3i6tKlSyLDcLdu3Sr33XefHHHEEWnveeaZZ8oHH3xgNq9UiVfPOIU6Tlu1dfdWeXrB03LZxMuk+ajmUntQbakxsIYcP/J4ufz1y2XIoiGyY88O82WBuO8F+E6H3uoQ3GhR08/udaiuDtl1ST8au+2220oUUV0WROdP6BNGRa2VpTPHx48fHzzd6MdK5r9fn1qS2BVRQ+zKK69Me78qVaoEwfX555+bzStF4tUzTqGO03bU4lHSaFijtNeUdjQe3lheWPaC+fJY7wX4TCf76cc2ZvHUyYH68Y9r+jFOw4YN095Ln0D0SWTVqlVm8wqlwaZPWubqu7qIovZX6FItrk2ZMkVOO+20tPfTAQMPPvig7NhR+h/IFSXx6hmnUJe37YNzHgzbVRtQTbq9002mfDFF1m5fGzxxLNm4RPrO7ysnPXdSxu9X3vcCfKWfuesyI7rcSLR46XIk+gTgmi5EeP7556e9lw5z1Rnr+bYQoT796Fa7Zn+F9sMk0QekI8EGDBhQ4uO0b3/72/LCCyX/QK4oiVfPOIW6PG1fXP5i2KbB0AYya03mv4B27t0p3T/oXur3K897Ab7ShQ11gcNosdLhrboQYhJ/ZWsntjkMV3f40z6QfKZ9Pj179izxUdv111+fyEdsGzZskP/8z/8ssWy8zmn58MMPzeaJS7x6xinU2dru2rtLmo5sGpyv0r+KTFo1yWxSqp6ze5pfyvpegI90KXXtOI4WJz106fVsI5psaP/CLbfckvZeLVu2DFazLSQ6Kuviiy9O+3eccsopsmjRIrOpE/p9zffT/iEd3rxmzRqzeWISr55xCnW2tqOXjA7Pt3+1vXk6lmzvBfhEN0TS4mOOdtLNnnTTpyRox3vbtm3T3k9/hiT+cq8o+tFedAkX/QguyY+Y/v73v8tJJ52Udg3r1q0rt99+e4X0jyRePeMU6mxtu77VNTyvI6xyke29AJ+YndbaSaxbtSY1C1uXHNElRVLvp8E1bNgws1lB+vTTT+XUU08N/236ZKBzZpKiy8b/7//+bxAc0Xuoc3KSlnj1jFOos7WNdoovWJ/bLNds7wX4JDWTXIeJdu/ePXgiSYoOedUJealCpxP35s2bZzYraPoUpbsQRgu6zu1Ikn50deONN6aFctISr57RQh3nKE3dIXXD8xt35vYLnu29AJ+k/nrV/ock6fIm0acdnZD4xRdfmM2KhnawR0NEF25MWp06dYrzCSTOUZqqA6qG5/fsy21lz2zvBfgkta6UbsOaFA2KZs2ahcVUZ1brZkvFTmfK68dYFfUkUhH3MiXx6hmnUGdryxMIkIyki44uCBidDHfWWWfl9SKBro0ZMyYtRJLsE0n6XkYlXj3jFOpsbVs91yo8Tx8I4E6SRUc74i+88MKweOpHKxU51DRf6JNI6hroEihJjc5K8l6aEq+ecQp1trZd3uoSnmcUFuBOkkUn2g+gM6ldL3xYSB544IHwWugQ3yTmiSR5L02JV884hTpb2+g8kA6vdjBPx5LtvQCfJFV0dEZ7aoSXzp7WvTx8Fx2dpZMNXc97Sepelibx6hmnUGdra85Ef/PzN80mpdK1s0zZ3gvwSRJFR5fd0LWaUsXykUceMZt4SQMjOk9Elz1xKYl7mUni1TNOoS5P23HLx4VtdDXeOWvmmE1CGjh3Tr+z1O9XnvcCfJFE0Yn+pa2LJCY1KbEQ6WTD6Ix1lwswJnEvM0m8esYp1OVtG12N9/ABh8vN026WqV9OlW92fBOsxrts07Jgn5A2Y9pk/H7lfS/AB66LzsyZM8N9vnXXwmKe62FLlz1JBYiu4qsbSbng+l6WJfHqGadQx2k7cvFIaTisYdprSjuaDG8iY5eNNV8e672AYuey6Ogy8DpMN1Uc+/XrZzbB/4kuiKhb8brg8l5mk3j1jFOo47RVW3ZvkX7z+8mlEy+VZiObSc1na4Y7EnZ8vaMMXTQ0WNK9NHHfCyhmLouO7t+dKor6WT8fXWWmq/imloLXQQYudjZ0eS+zoXoCcFZ0dGG/VMe5rqs1depUswkM0WHOuj1urlzdy/IgQAA4KzrRz/V1/3Rkp8uupxaX1H6jhQsXmk1icXUvy4MAAeCs6ESHpzLno/x0e9zUdevSpYt5OhZX97I8CBAATorOxIkTwyLYrl078zTKoNsE6x4seu104qX2jdhycS/LiwAB4KToXH755WGAvPLKK+ZpZNG7d+/w+vXo0cM8XW4u7mV5ESAAci46ugFVjRo1gu+hn+frUF7Es27dOqlevXp4DW1Hr+V6L+MgQADkXHQGDx4c/vWsOxrCTqdOncLrOHnyZPN0ueR6L+MgQADkXHQuuOCCsPDNnTvXPI1yGj9+fHgdbTvTc72XcRAgAHIqOps2bQpX3G3durV5GjHs2rUrWPJer6VuTbtnT/ydV3O5l3ERIAByKjoTJkwI/2q+/fbbzdOIqXPnzuH1nDFjhnk6q1zuZVwECICcis5dd90VFjz9CAa5GTRoUHg9e/XqZZ7OKpd7GRcBAiCnopNaOFFnUetIIuRmxYoVYYC0b9/ePJ1VLvcyLgIEgHXR2blzp1SrVi14rc5ChxsnnHBCcE1r1aoVeziv7b20QYAAsC46CxYsCP9a/vWvf22ehqUrr7wyvK7Lly83T5fJ9l7aIEAAWBed6LDThx56yDwNS/fee294Xf/+97+bp8tkey9tECAArIvOo48+Gha6559/3jwNSyNGjAiv6+OPP26eLpPtvbRBgACwLjrXX399WOj+8Y9/mKdhadasWeF1vemmm8zTZbK9lzYIEADWRUf3/EgVurVr15qnYenrr78Or6suUhmH7b20QYAAsC46559/fljodEQW3Ni+fXt4XeMO5bW9lzYIEADWRadt27bB63Q/b7iVGh6t82zisL2XNggQANZFp02bNsHr6tevb55CjurVqxdc25NPPtk8VSbbe2mDAAFgXXRatGgRvO64444zTyFHek312uo1jsP2XtogQABYFx2eQJLDEwiAgmBbdOgDSQ59IAAKgm3RYRRWMhiFBaBg2BYd5oEkg3kgAAqGbdFhJnoymIkOoGDYFh3WwkoGa2EBKBi2RYfVeJPBarwACoZt0WE/kGSwHwiAgmFbdNiRMBnsSAigYORSdNgT3S32RAdQUHIpOnfddVdY8LRPBLkZNGhQeD179eplns4ql3sZFwECIKeiM2HChLDg3X777eZpxNS5c+fwes6YMcM8nVUu9zIuAgRATkVn06ZNUrVq1eD1rVu3Nk8jhl27dkmDBg2Ca1mnTh3Zs2eP2SSrXO5lXAQIgJyLzgUXXBD+1Tx37lzzNMopOiy6S5cu5ulyyfVexkGAAMi56AwePDgsfN27dzdPo5w6deoUXsfJkyebp8sl13sZBwECIOeis3HjRqlRo0bwPZo2bSr79u0zmyALHcFWvXr18BrGHb6bkuu9jIMAAeCk6Oiif6m/nl955RXzNLLo3bt3eP169Ohhni43F/eyvAgQAE6KzsSJE8MC2K5dO/M0yrBt2zZp1KhRcO10QMKyZcvMJuXm4l6WFwECwFnR0dnoqRB5//33zdPI4Iknngivm23neYqre1keBAgAZ0Vn1KhRYSHUvUKQ3Y4dO4I+D71mOpt/4cKFZpNYXN3L8iBAADgrOrt375Zvf/vbwfeqUqWKTJ061WwCQ8+ePcPQveKKK8zTsbm6l+VBgABwWnSGDh0aFkT9SMt2NJEPtK/jiCOOCK6V7iv/ySefmE1ic3kvsyFAADgtOjqEN7XAoh79+vUzm+D/XHzxxeF1uvvuu83TVlzey2wIEADOi87MmTODz/P1e9avX1+++OILs4n3ov1FzZs3l61bt5pNrLi+l2UhQAAkUnSuu+66sECef/75fJQV8emnn8pRRx0VXp+XXnrJbGItiXuZCQECIJGis2HDhrBDXY9HHnnEbOKl7du3pw13vv76680mOUniXmZCgABIrOi899574Uq92knM3JD0J7NTTjklCBSXkrqXpSFAACRadKLDVHWp8iVLlphNvPHAAw+E1+LII4+URYsWmU1yluS9NBEgABItOtr3ceGFF4aF88QTT5Q1a9aYzYpe//79w2ugAwxeeOEFs4kTSd5LEwECIPGis3nzZjnttNPCAqrDfPVrvhgzZowcdthh4b+/b9++ZhNnkr6XUQQIgAopOjqUt1mzZmERPfPMM+Wbb74xmxUdffKIhsd9991nNnGqIu5lCgECeG7Lli1BB7cWnaOPPlp27txpNnFmwYIF0rBhw7CYnnzyyUU9RyTa/6PHzTffbDZxSu9lzZo1g/c67rjjzNPOESCAx4YPHy7HHntsWpE74YQT5MUXXzSbOqPLdaQWD0y937x588xmBU1HVkVHW1XEk4d5LzVIkkaAAB6aPn162nIjpR06+e/jjz82X+rEypUr5Tvf+U74XrVq1ZJhw4aZzQqSThKMzvPQj6+S7PMo7V7qQpY33nij2dQ5AgTwiH5c1LVr16DARAuOrgKre3B36NAh7es6h0M/dkmir2L16tXStm3btPe74YYbnM+LqEi6PEl0hrkO1U1qtFVZ93L58uVm80QQIIAHdM+Jhx56KCho0WKjfym//fbbaW11O9ro04Ee9erVkyeffDJYrt2lXbt2yS233JL2Xi1btpRJkyaZTfOarqobXRhRD50kmMQ8D72XDz/8cIl7qe9n3sukESBAkfvb3/4mLVq0SCs2OqHvmWeekT179pjNA1rY//KXvwSd6tHXtWnTJpHiPnr0aKldu3bae/3qV7+Sr776ymyaV3TAgXaUp5ZkTx26PEkST1KZ7qWO9Mp0L5NEgABF6qOPPpLzzjsvrdhUq1ZNbrvtNlm/fr3ZvFRawLUzOLWybuq49NJLnc8oX7x4cdDvEn0f/Sv7rrvukq+//tpsXqk0HHQbWh3pFP15dVVdlwsjpri4l0kgQIAis3btWunWrVu4BlXquOiii6w3LJozZ478+Mc/Tvt+OvT3zjvvlE2bNpnNczJixIi0ob56aCf7HXfcIatWrTKbV6h169ZJ7969pVGjRiWuxR//+EfZtm2b+ZKcJHEvXSJAgCKh/ROPP/641K1bN63YtGrVSl577TWzuZW//vWvaZMB9fjWt74lgwYNCjaSckULtf51bX40pCOatKNfO6uT+IioNPpx3vjx46VTp05SvXr1tJ9Hn8y009p1Ma+Ie+kCAQIUgYkTJ0rr1q3Tik2dOnXkscceCwqgS/pX9p///Odwwlrq+MEPfiDTpk0zm+dEP0LTJw99Aom+lx7aP/PLX/4y+Pzf9cdpK1asCEKxc+fOQR+D+d76RNClSxdZuHCh+dKcVeS9zBUBAhQwnXPwb//2b2nFRv9K107cpBcs/Oyzz4KObrO4/sd//If885//NJvnRPtAdOSR/gVuvl/q0P4HfUrQrWH1CWXWrFlZfw49r+20E/+ee+4JniZ0YqP5vVOHToDs0aNHMOrKtcq8l7YIEKAAbdy4MfjLPLUESer4yU9+Iv/4xz/M5ol69913g6eP6M+hTyf6lOK6T0DpniI6XyS15lN5D22vIVPaE0VZhz7p6HwLnSfj8mO6lHy6l3ERIEAB2btvrwx8baA0bJ3eyayF8fnnnzebVxgtrPqRj/aHRH8u7S/RfpOkzJ07Vx599NGgU9kcBmx7aPi1b99eevXqJTNmzEhsK179vgMHDiwxYKCy72UcBAhQIKZ+OVVOH366HNJlf6E5df9x6IHRSToPoaI6lLPREVk6Msv8a1pHcOlIrqTpEikTJkwIOqB1Bv1VV10l5557bnDo5Egtzvq/qa9pH4q20/b6uoqawT116v57efrpadco3+5leRAgQJ5buXmlXDX5Kjmk/yEHjh6HSJWLq8jV/+/qSh/Wmol2autckWiB1BFL1157bd5PDkySBpyGWvS66FIkV1+dv/eyLAQIkKe27t4qf5r1Jzni2SMOhsf+44znz5D3lxbG3uLab6Cz16MFU/sUdJZ7vo0oStLWrfvv5Z/+VGJY8hlnnFHQ+8QTIEAeGrl4pDQd2TQtOBoPbyxDFg2RfeK+IzdJOqehT58+wXpa0eKpW9u+/PLLZvOiM3LkyLTl6/Vo3Hj/vRwyJJFO+YpEgAB5ZObXM+Xs8WenBUf1gdXl7hl3y+Zdhb0FrK7oqwsnmrOqtcNaN5oqNjo8+Oyzz077t+pERB1mXCzb+RIgQB5YvW21XPP2NXLoM4emhUfH1zvK0o1LzeYFbf78+SXWvNJ1nW699dZgBnqh02Xqr7nmmhLrh3XsuP9eLi2ue0mAAJVo596d0mtuLzlq8FFpwfG9578nb37+ptm8qOiuh7p0e7TI1q9fX/r161cpK8vmSlfmfeSRR9L2A9Hje9/bfy/fLM57SYAAlWT8ivHScnTLtOCoP7S+PDX/Kdmzr/AKqA0tujrfotCLrq6VVVoYPvXUUwUZhuVFgAAVbP66+XL+K+enBUe1AdXk1ndvlXU7Cv8jHBuF+rFPsX8clw0BAlSQb3Z8I7dMu0WqDqiaFh7tX20vC9YXXyeyjZkzZxZEx7NvAwIyIUCAhO3eu1v6fNxH6g2plxYcJ/71RHl5ZfEPY7VR2tDXJk2aVPrQV9+HJJsIECBH0VAwbdq1SU4be1pam6MHHy1/+fAvsmuvPxPpbOTb5DsmRZZU8jce8JDO+n56wdNy2cTLpPmo5lJ7UG2pMbCGHD/yeLn89cuDCXw79uwwXxYoK0B0JFXqnA7RvXbKtfLVNn+X8rBR2ct/sCxLZiV/4wHPjFo8ShoNa5QWBKUdOhP8hWUvmC8vM0B0mO51U66TTpM6yew1s83TiKGiFyAsa2HI2bO5l6rkbzzgkQfnPBgWfx0J1e2dbjLliymydvva4IljycYl0nd+XznpuZMyhkRZAQK3KmIJdO1jGTx4cIml6Y8//vhg4ykcxG88vPXi8hfDwt9gaAOZtWaW2SSkTxLdP+heakgQIBUv0yZMukR7LpswZdoc6/77709kc6xCx288vKQd2KnFCqv0ryKTVk0ym5Sq5+ye5pcIkErkahvYityet5jwGw8vjV4yOiz6Og8jFwRI5Zs4caK0bt06rfjXqVNHHnvssTJHSOlThW69q08Z0dfqU8i0adPM5jDwGw8vdX2ra1j0dYRVLgiQ/KBzNHRnwbp166aFQatWreS1114zmwdb7eqWu9G22u+hW/NW5lyTQsJvPLwU7RTPdRY4AZJf1q5dK926dSsxS1z3Tf/kk0+CrXXbtWuXdk77UnTElY68QvnxGw8v1R1SNyz6G3duNE/HQoDkp48++kj+9V//NS0odP6IHtGv6RyPxYsXmy9HOfAbDy9F16PKdeVbAiS/jR07Vlq0aJEWGnrorPJJk8o3eAKl4zceXuIJxC87duxIexrRme3aZ4Lc8BsPL7V6rlVY9OkD8YMugpgKkDFjxpinYYHfeHipy1tdwqLPKCw/ECDu8RsPL0XngXR4tYN5OhYCpDAQIO7xGw8vmTPRy7v/uK6dZSJACgMB4h6/8fDWuOXjwsKvq/HOWTPHbBLSwLlz+p2lhgQBUhgIEPf4jYfXoqvxHj7gcLl52s0y9cupwfazuhrvsk3Lgn1C2oxpkzEkCJDCQIC4x288vDdy8UhpOKxhWhCUdjQZ3kTGLhtrvpwAKRAEiHv8xgP7bdm9RfrN7yeXTrxUmo1sJjWfrRnuSNjx9Y4ydNHQYEn30hAghYEAcY/feABeIEDcI0AAeIEAcY8AAeAFAsQ9AgSAFwgQ9wgQAF4gQNwjQAB4gQBxjwAB4AUCxD0CBIAXCBD3CBAAXiBA3CNAAHiBAHGPAAHgBQLEPQIEgBcIEPcIEABeIEDcI0AAeIEAcY8AAeAFAsQ9AgSAF/qM3B8gJx0SHGMmECAuECAAvNBn0v4AufqQ4BgznQBxgQAB4IU+H+4PkCcOCY4xiwkQFwgQAF7o83GfcOvhMUsJEBcIEABeIEDcI0AAeIEAcY8AAeAFAsQ9AgSAFwgQ9wgQAF4gQNwjQAB4gQBxjwAB4AUCxD0CBIAXCBD3CBAAXiBA3CNAAHiBAHGPAAHgBQLEPQIEgBcIEPcIEABeIEDcI0AAeIEAcY8AAeAFAsQ9AgSAFwgQ9wgQAF4gQNwjQAB4gQBxjwAB4AUCxD0CBIAX+s7vGwbI80ufN0/DAgECwAvz182XowcfLQ2HNZRVW1aZp2GBAAHgjW27t8nOvTvNL8MSAQIAsEKAAACsECAAACsECADACgECALBCgADA/0nNE9ED2XGVABSVrbu3ytMLnpbLJl4mzUc1l9qDakuNgTXk+JHHy+WvXy5DFg2RHXt2mC8LECDxcJUAFI1Ri0dJo2GN0oKgtKPx8MbywrIXzJcTIDFxlQAUhQfnPBgW/2oDqkm3d7rJlC+myNrta4MnjiUblwTLmZz03EkZQ4IAiYerBKDgvbj8xbDwNxjaQGatmWU2CelM9O4fdC81JAiQeLhKAArarr27pOnIpkHRr9K/ikxaNclsUqqes3uaXyJAYuIqAShoo5eMDot++1fbm6djIUDi4SoBKGhd3+oaFn0dYZULAiQerhKAghbtFF+wfoF5OhYCJB6uEoCCVndI3bDob9y50TwdCwESD1cJQEGrOqBqWPT37Ntjno6FAImHqwSgoPEEUnm4SgAKWqvnWoVFnz6QisVVAlDQurzVJSz6jMKqWFwlAAUtOg+kw6sdzNOxECDxcJUAFDRzJvqbn79pNimVrp1lIkDi4SoBKHjjlo8LC7+uxjtnzRyzSUgD587pd5YaEgRIPFwlAEUhuhrv4QMOl5un3SxTv5wq3+z4JliNd9mmZcE+IW3GtMkYEgRIPFwlAEVj5OKR0nBYw7QgKO1oMryJjF021nw5ARITVwlAUdmye4v0m99PLp14qTQb2UxqPlsz3JGw4+sdZeiiocGS7qUhQOLhKgEArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArPx/UjFYgPhYhloAAAAASUVORK5CYII=)
PN: 4647-5-0B
CAS: 15256-10-7
Molecule Weight: 228.5
Formula: C7H8Cl3NO
![O-[(2,3-Dichlorophenyl)methyl]hydroxylamine hydrochloride](data:image/png;base64,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)
PN: 4647-5-0F
CAS: 317821-70-8
Molecule Weight: 228.5
Formula: C7H8Cl3NO
![O-[(3-Chloro-2-fluorophenyl)methyl]hydroxylamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABqGAAAahgGdSjuKAAAB9XpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfFxub10QhVdSq0qR2k9ZW2rfJMU6KBHZlyNu/35kkLTQdS4A7zvecz+cz85tDXcFOu6a0JiecBgS0UbYozSYnL8/3k4zcLOYKndDRNDl5bdu3GWP7/Z6qV13LgzVU2ZqcxmeHphz47ENq3YaJIODs9+PDU8dMStO00iiNVFPOms74YJVsuyz+MQWrpduVhp3cWe12p2h/ROCvgB6agnys5RbHlojCuqw0rK2rZQs7EVC8gm+w0UY72eoCVkc0hzTCtS/mj3dWbWttWlR9hFLJ6ql1W4WG2lZabTEYKt/vclJzBGRr66Vz8ghe82bJQQqQIcgIZAwyAZmCzEBOQfIAbxznAutcaT/R8/FNY7YV/ICfcNv/V/i4xxKJnGDK+IOIZnGYXkRCeZZGF5HSWGD4szgbz54hGj/w0xuBYz+wSFEImoYoOJ0mKAIaeWoS0DD2ktNs6qWgSfLV+9nvhGFp2HttFvOVNUVPhbLIyYqTrmi/9LrBVLqiEbCu0A5b0Qfwrn1ADAFf4nEgHAJ+Q8aBaAj47XsHll8B8RDwmz0OJEPAt8Y4kA4B30jjQDYEurYbX/X0muDjc/iInwr1X+TTdl/OwXVirNct7HLqUL06kax3XBl+pBZ/AeH0bAFyK4y+AAAu7UlEQVR4Xu3dB5gUVbrGcREQDChBxICCKCJgdlVMiKggRkAwElwDirqucEFBMawRMWIiSU6KsIiiSBLBTDQSRMEIKHGQNDDwXb5iu6k6Mz3dfbpqprvr/7tPPdelTk9D18z3TtVJewgAABb2MP8AAIBEECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAoTIqaf2iR5nnvm6LF/+t9kkyt22IPHOuyXTFpmDAAFCxF3I9XjkkWlmk6h4RT/eebdk2iJzECBAiJgBctppfeWnn9aYzRzxin68827JtEXmIECAEDEDRI9OnSaazRzxin68827JtEXmIECAEHEX8n/8Y/d/f/fdn2bTuEU/3nm3ZNoicxAgQIi4C/m9906O/vftt79rNo1b9OOdd0umLTIHAQKEiLuQa9+H9oFE/vcXX/wWs21B4p13S6YtMgcBAoSIWci7dp0S/d+tW/9XduyI3dYU77xbMm2ROQgQIETMQr506VrPXcjkyT/FbGtyn0/mQPYgQIAQKaiQd+s2NfpnzZu/Kdu377oNKaitmxkMiR7IHgQIECIFFfJfflnnuQsZO3ZBzLZu8c67JdMWmYMAAUIkViF/6KFp0T9v0mSY5ObmxWwbEe+8WzJtkTkIECBEYhXy337LkdNP7xc9N3To1zHbRsQ77xarrY4E69VrlrRtO1YaNhzsrM/VrNkb8sILn8u6dZs9bZF+CBAgRGIVcvWf/3wUPafFvLC2Kt55t1ht3X9uHpdcMlxWrIi92COKHwEChEisQq7++GO9nHHG7ruQwtqqeOfdYrVt2XKUvP76HGcm/Nq1m+Xvv3Nl6tQl0rjxUKetDjNG+iJAgBCJVcgjHn98er7wiNU23nm3ZNoqndSobRs0GGieQhohQIAQiVfIdX+QevXy34UUJN55t2Taqk2btjlttU8E6YsAAUIkkUL+5JMfF3uAfP31CqftP//5tnkKaYQAAUIkkUL+558bnN/847WNd94tmbY6kfHmm8c5bSdMWGyeRhohQACklR49PnXCo3378eYppBkCBEDa6N17lhMel18+QtasYR5IuiNAAKSFPn1mO+GhI69ibbOL9EKAACh2kfA466z+Mm/ecvM00hQBAqBYRR5b6fDhzz7zbmqF9EaAACg2kfDQGfDTp/9snkaaI0AAFBv38N5Yhy5xgvREgACQVas2yrvvLpKcnC3mqUCZYVHQQYCkLwIEgLRpM9Yp1h06fGCeAmIiQADIBRfsWr5dV8cFEkWAACBAYIUAAUCAwAoBAoAAgRUCBAABAisECAACBFYIEAAECKwQIAAIEFghQAAQILBCgAAgQGCFAAFAgMAKAQKAAIEVAgQAAQIrBAgAAgRWCBAABAisECAA5PIGfaX+ST2lTfOh5ikgJgIEgLx7zGUy5sBzZfLZrc1TQEwECACRAw/cWQ12loM6dcwzQEwECAACBFYIEAAECKwQIAAIEFghQAAQILBCgAAgQGCFAAFAgMAKAQKAAIEVAgQAAQIrBAgAAgRWCBAABAisECAACBBYIUAAECCwQoAAEKladVeAnHKKeQaIiQABIDJkiEj9+iLvvmueAWIiQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAHCaPNmkddfF2neXKR6dZF99xXZZ59d/920qUjfvrvaAIUgQICwefttkcMO2zXzvLBD22hbIAYCBAiTl18WKVFiV0CULi3SoYPIrFki69eL/P23yJw5Ip06iey11642e+656zVAAQgQICymTNkVCBoM5cuLfPml2WK32bNFKlTYHSJTp5otAAIECIXt20WOPnr346mxY80W+b3zzu72NWvu+hqACwEChMGYMbvD4JxzzLOx6QKLkdfp1wBcCBAgDG66aXcQ6AirRGnbyOtuucU8i5AjQIAw0I2iIkHwzTfm2di0beR1deuaZxFyBAgQBhUr7g6CdevMs7GtXbv7dZUqmWcRcgQIEAalSu0Ogrw882xs27btfp1+DcCFAAHCgDsQBIAAAcKAPhAEgAABwsCPUVg332yeRcgRIEAYMA8EASBAgDDQjnP3TPREFkl8993d7ZmJjgIQIEBYTJ7sXQtr5kyzxW66qGKk411fo+toAQYCBAiTl17avRqvrrirq/Hqwom6Eu+GDSJz53pX49W2+prCDB4sMnq0yI4d5hlkOQIECJtE9wM59ND4iy5qcETan366yOefmy2QxQgQIIx0t8F+/XbtPlit2q7dCPfee9d/X3mlSJ8+Ips2ma/Kb/p0kZIld4eI3rG0bi3y++9mS2QhAgRAaj7+WOSUU7x3L7pF7mOPsS1uliNAAKROR2jpHusHHeQNEt1j/a23zNbIEgQIAP/k5Hg74SPHeeeJfPWV2RoZjgAB4L8ffhC57DJviGhfSbt2IitXmq2RoQgQAMGZOFGkdm1vkOgclOefF9m61WyNDEOAAAiWLgnfs6dIhQreIKlVS+T9983WyCAECICisWqVSPv23r1J9GjSRGThQrM1MgABAqBo6RLxDRt6Q6R06V2z4nX/EWQMAgRA8fjvf0Vq1PAGSeXKu5aQT2bXRBQbAgRA8dmyReSJJ0TKlfMGyUkniXz0kdkaaYYAAVD8li0Tadt290KP/ztWt2wp65cuNVsjTRAgANLHl1+KnHlmNEAm7Tw6lS0rL3TrJht0tWCkFQIEQPoZOlR+OuwweWFngFy089hj53HYzv89dOefI30QIADSUt7OO46xO+88jtx5B6IBEjnO3HmH8qXeqaDYESAA0trSpUulZcuWnhApUaKEtG3bVpZp3wmKDQECICN89NFHcuKJJ3qCpFy5cvLkk09Kbm6u2RxFgAABkDHy8vKkT58+UrlyZU+Q1KhRQ/6r80pQpAgQABln7dq10qFDByldurQnSBo2bCjf6Ex3FAkCBEDGWrhwoTRp0sQTIqVKlZL27dvLKl17C4EiQABkvPfff19q1arlCZIKFSpIz549ZZuuBoxAECAAssLWrVvl+eefl/Lly3uCpHbt2jJR9yWB7wgQAFll5cqV0q5dOylZsqQnSC677DL5QXdKhG8IEABZ6auvvpLzzjvPEyIaKg0aNHBGcyF1BAiArDZq1CipXr26J0i6d+9uNoMFAgRA1tu8ebPzCCsSIL179zabwAIBAiAUXnnllWiA6F0JUkeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAAgFAsR/BAiAUCBA/EeAAC592u2R8IHMQoD4j58CwMUMicIOZBYCxH/8FAAuBET2IkD8x08J4EKAZC8CxH/8lAAuBEj2IkD8x08J4EKAZC8CxH/8lAAuBEj2IkD8x08J4EKAZC8CxH/8lAAu7gAp7EDmIUD8x08C4GIGRawDmWX58uVSt27daIDUr19f1qxZYzZDkvhJAFwIieySm5srTz31lJQrVy4aHpGjUqVK8uqrr0peXp75MiSInxLAhQDJHmPHjpWjjjrKExplypSRvfbay/Nnxx13nEydOtV8ORLATwngQoBkvu+++04uuOACT0iULl1a7rnnHlm7dq38+eefctNNN8mee+7padO0aVP56aefzC+HQvBTArgQIJlr9erVcuedd0qpUqU8wXDxxRfLggULzOYyZ84cOeecc/LdoXTp0kXWr19vNkcB+CkBXAiQzLNt2zZ5+eWXpWLFip4wOOaYY2T8+PFm83xGjBghRxxxhOe1hxxyiAwcOFB27NhhNocLPyWASyoBsn1brkwbdKNMeOUyWfHTZ+ZpBGDy5MlSp04dT/E/4IAD5Nlnn5WtW7eazWPatGmTPPLII7LPPvt4vtZpp50mn33GtYwl+Z8SIIulEiDLFn3kef2H/VvJhjW/mc3gg8WLF8sVV1zhKfYlS5aUW265Rf766y+zecJ+/fVXue666zxfV49WrVrJb79xLU3J/5RkiT367BE9gIhUAmTblg3ydvczPV+j/7/2lTnjH5W8rZvN5rCQk5Mj9957b76RVDqvY+7cuWZzax9//LGceuqpnvfYd9995dFHH5XNm7mWEcn/lCQpmUKdTFu1cdtG6T2/tzSb2Eyqj6gu+w3YT8q+XlaOGH6EXDXpKhm0aJBsydtivsyR7HshHFIJELVjx3ZZ+El/GdKpiudrjehaXX6a9abZHAnavn279O/fX6pUqeIp6tWqVZM33wzmc431ntWrVw/sPTON3U9JEpIp1Mm0HbF4hFQZUsXzmoKOQ4YeIqOXjDZfntR7AcnK3ZwjX4zuLP3u2MsTJO88U19W/TrPbI5CfPLJJ8V6N1DYXc+8eeG+loFXz2QKdaJtH5/7eLRd6X6lpf3H7WX6sumyavMq547jx5wf5dXvX5Vj3zw25tdL9L2AVOT8uVg+eOVyT4j0vb2kTB96q2xeb/+sPgxi9UfccMMNxdIfof0ul19+uefvov0ut956a0r9Lpks8OqZTKFOpO3bS9+Otqk8uLLMXjnbbBKVuz1XOn/RucCvl8h7AX75bf4kGfVwHU+QDLynvHw9+TnZnpf4aKEwKGxE1Keffmo2L3KTJk0qcOTXc889l9TIr2wQePVMplDHa7t1+1Y5fPjhzvkSfUrI5N8nm00K9Nicx8w/ivtegN+2b98m3374kgzqUNETJG88eIz88u17ZvNQGjlyZL45GQcffHDazcnQuScvvfRSgXNP3nsvPNcy8OqZTKGO13bkjyOj5xu918g8nZR47wUEZfOGVfLxiDuk3+2lPEHyfs+LZe2KhWbzUMjUWeE6+/2OO+4ocPb7woXZfy0Dr57JFOp4bdtOaxs9ryOsUhHvvYCgrf7jW3n3+YaeEOnXvrR89uY9krtxrdk8K+m6VDfffHOB61L9+OOPZvO09e233xa6/la2Crx6JlOo47V1d4rPXzvfPJ2UeO8FFJWl88bKyAeO8gTJ4I4HyvzpvWXH9uxcalyXWe/Ro4fTd+Auuroy7pQpU8zmGaOgFYAPPPBA6d27d1YuGx949XQX6mSOglQYVCF6Pic3xzydlHjvBRQlXQZl3oSnZMDd5TxBMvrRE+WPRdPM5hntnXfekZo1a3qKbDbtzRFrD5ITTjhBpk2bZjbPaIFXTzMYEj0KUqpfqej5vB2pfaPFey+gOGzMWe6sp9X3tj09QTK5dwtZv3Kp2TyjzJ8/Xy666CJPUdW+g3/9619ZuTug7oJ444035ns8d9VVV8mSJUvM5hkp8OqZTKGO15Y7EITFX0tnyttPn+UJkUeuKSvDez0gmzZuMJunNQ2Hu+++2+kTcBdSDZPvv//ebJ51Zs6cKWeddZbn3162bFl54IEHZMOGzLqWpsCrZzKFOl7bWm/Wip6nDwRhsPiLYTLsvqryXJs95JaGe8jZtfaQOsccJkOGDDGbph19HPXaa685j6fcxfPoo4+WcePGmc2z3rBhw6Rq1aqez+KwwzLjWsYSePVMplDHa9tmWpvoeUZhISx0kcaJwx+U5meWlaOq7C4+9erVky+++MJsnhZ0i9jjjz/eUyz3339/efrpp50+grDSO44HH3xQ9t57b89nk87XsjCBV89kCnW8tu55II3fa2yeTkq89wLSzbLff5bWN1ztKTwlSpSQNm3ayB9//GE2Lxa6JWyzZs08f0ftA9AtZFesWGE2990vv/wiEyZMkJ49ezq7E1577bXSoEED59BJfroQov7/yJ9dc801Tjttr69bunSp+SUD8fPPP8vVV6f3tUxE4NUzmUIdr605E/3DPz40mxRI184yxXsvIF1Nnz5dTjrpJE/x2W+//eSJJ56QLVsKXn06aH///bd07drVmfzn/nvp5MDZs2MvN5QqXcxQN49q0qSJ8xm439v20CVUGjVqJN27d3f6L3RV3qDEupaPP/54sV3LZARePZMp1Im0Hbt0bLSNrsY7d2XsPQA0cO778r4Cv14i7wWkKy1qffv2lcqVK3uKz5FHHiljxowxmwdGlxcZNGiQswWs++9x+OGHO1vFBuHzzz+X2267zZlfYRb/wg5tr3cg5mcW79C5Km3btnXmpwSxnIpey379+uX7e+m1HD06/0ri6STw6plMoU60rXs13r367SV3fnKnzFg+Q1ZvWe2sxrtk/RJnn5C6o+rG/HqJvheQztatWycdO3bMN8Lp/PPPl6+//tps7ivd6vX000/3vK8+23/44Ydl48aNZvOU6Gq3Tz75pNSqVStfgY8cGg4tWrSQ+++/3wkvvfPRFX0Lo+e1na7B1a1bN2nZsmW+iYDuQ4NR77SCGIYbuZbmsvFFcS1tBV49kynUybQdvni4HDTkIM9rCjoOHXqojFmS/zeyZN4LSHeLFi2SSy65xFN4dKnx22+/XVatWmU2T8nvv//ubPGqz+zd76f9DdoH4Sdd6qRTp07O/h9mMdc7A+3D6NOnj+/LnmgfxYABA5x/p3lnoIfOX9H+igULFpgvTVlRXstUBV49kynUybRVG7ZtkF7f95IrJ14p1YZXk3367xPdkbD5pOYyeNFgZ0n3giT7XkAm0I7gY4891lN8KlSoIC+++KKzgmwqdPMm3cTJLOannHKKswWsn3TuSIcOHfKNVtJC2rhxY+cOoyg2k1K6RLsOO9a7G7OPRwcI6F1LEAsnBnkt/UL1BLKMFrwXXnhBypcv7yk+Wow++OADs3lCRo0a5Twicn893epVt3z1u5NZ50scdNBBnvfS0NI7Eb37KU4abLqGl7nNrT520omBupeJn4K4ln4iQIAstXLlSqezWX9rdxefSy+91HlMkggd5XTeeeflK5adO3d2tnr1k+74d+GFF3reS9eT0iXd023HP7370f1AzImBGrK61pff/LiWQSBAgCynHbA658EMgf/7v/9zOm4LogVLt2o1C5Zu6frDDz+YzVOmndjmMFzdulb7QNKZTop87LHH8j1qa9euXSCP2GyuZZAIECAkdEioDg11Fx99VKRDSCOPofSRiW7Naj4yqV27trOVq9/0/e666y7Pe+lSJ5MnJ7bbaLrQUVl6N+D+d5x44omB3R0UdC21s999LYsCAQKEiE5O00lq5m/7J598srPMiDlMVjtt9VFNEJ22OjNdl/Bwv58+pgniN/eiop37umRL5N+jj+CCmstR2LXUCYpFgQABQkiXy2jdunW+obiRQ4eptm/fPrBhozrcV5cUibyfdpJn8qKCbvqIzz27XB8D6l4nQdFrqUOKzWupo9WCRoAAIaazus844wxP4WnYsKGzRWtQdMirTsiLvJ9O3Avy/YqD3kXdcsstns/1oYceMpv5ShdjdF9LXZIlaAQIEHK6PEekE1iHpwZJN5VyD9HVLWyXLVtmNssa2sHuDhFduDFIei0jOyFqH0nQCBAA0XWl6tSpY57yjQZFtWrVosVUf1tevXq12Szr6Ex592i2oO9EiuJaRhAgAAIvOrpar3buRoromWee6fxZWOhETHeIBNknEvS1dCNAAARadHRY6cUXXxwtnjVr1nTmmYSN3olEPgNdAiWo0VlBXksTAQIg0KLj7gfQuQp+L3yYSXQtschnoX0VQcwTCfJamggQAIEVHV3yXYcE69fWGdM66ivs3KOzdLKh3/NegrqWBSFAAARSdHRpDfdsaZ2oiF1DfN3zRHTZEz8FcS1jIUAABFJ03L9p6yKJRbnERrrTyYbuGet+LsAYxLWMhQAB4HvRmTVrltNRrF+zUqVKWT3Xw5YuexIJEF3F169dHP2+loUhQAD4WnR0MpsO040Ux169eplN8D/uBRh1K14/+Hkt4yFAAPhadAYPHhwtivqsn0dXsekqvpFVAHSQgR87G/p5LeMhQAD4VnR01d5Ix7ku7jdjxgyzCQzuYc66PW6q/LqWiSBAAPhWdNzP9Zs2bWqeRgF0WfbI4pLab7RgwQKzSVL8upaJIEAA+FZ03MNTmfORON1zJfK56dLsqfDrWiaCAAHgS9GZOHFitAjWr1/fPI1CbNq0yVkJWT87nXipfSO2/LiWiSJAAPhSdK666qpogIwfP948jTh69OgR/fy6du1qnk6YH9cyUQQIgJSLTk5OjpQtW9b5Gvo8X4fyIjlr1qyRMmXKRD9D29FrqV7LZBAgAFIuOgMHDoz+9ty5c2fzNBLUokWL6Oc4ZcoU83RCUr2WySBAAKRcdC666KJo4Zs3b555GgkaN25c9HO07UxP9VomgwABkFLRWb9+fXTF3dq1a5unkYStW7c6S97rZ1m+fHnJy8szm8SVyrVMFgECIKWiM2HChOhvzR07djRPI0mtWrWKfp4zZ840T8eVyrVMFgECIKWi06VLl2jB00cwSM2AAQOin2f37t3N03Glci2TRYAASKnoRBZO1FnUOpIIqfn555+jAdKoUSPzdFypXMtkESAArItObm6ulC5d2nmtzkKHP4466ijnM913332THs5rey1tECAArIvO/Pnzo78t33jjjeZpWLr66qujn+vSpUvN04WyvZY2CBAA1kXHPez0iSeeME/D0oMPPhj9XD/44APzdKFsr6UNAgSAddF59tlno4XurbfeMk/D0rBhw6Kfa8+ePc3ThbK9ljYIEADWRaddu3bRQvfVV1+Zp2Fp9uzZ0c/1jjvuME8XyvZa2iBAAFgXHd3zI1LoVq1aZZ6Gpb/++iv6ueoilcmwvZY2CBAA1kXnwgsvjBY6HZEFf2zevDn6uSY7lNf2WtogQABYF5169eo5r9P9vOGvyPBonWeTDNtraYMAAWBddOrWreu8rlKlSuYppKhixYrOZ3vccceZpwpley1tECAArItOjRo1nNdVrVrVPIUU6Weqn61+xsmwvZY2CBAA1kWHO5DgcAcCICPYFh36QIJDHwiAjGBbdBiFFQxGYQHIGLZFh3kgwWAeCICMYVt0mIkeDGaiA8gYtkWHtbCCwVpYADKGbdFhNd5gsBovgIxhW3TYDyQY7AcCIGPYFh12JAwGOxICyBipFB32RPcXe6IDyCipFJ0uXbpEC572iSA1AwYMiH6e3bt3N0/Hlcq1TBYBAiClojNhwoRowevYsaN5Gklq1apV9POcOXOmeTquVK5lsggQACkVnfXr10upUqWc19euXds8jSRs3bpVKleu7HyW5cuXl7y8PLNJXKlcy2QRIABSLjoXXXRR9LfmefPmmaeRIPew6DZt2pinE5LqtUwGAQIg5aIzcODAaOHr3LmzeRoJatGiRfRznDJlink6Ialey2QQIABSLjo5OTlStmxZ52scfvjhsmPHDrMJ4tARbGXKlIl+hskO341I9VomgwAB4EvR0UX/Ir89jx8/3jyNOHr06BH9/Lp27WqeTpgf1zJRBAgAX4rOxIkTowWwfv365mkUYtOmTVKlShXns9MBCUuWLDGbJMyPa5koAgSAb0VHZ6NHQuTzzz83TyOGl156Kfq52XaeR/h1LRNBgADwreiMGDEiWgh1rxDEt2XLFqfPQz8znc2/YMECs0lS/LqWiSBAAPhWdLZt2yZHHnmk87VKlCghM2bMMJvA8Nhjj0VDt2XLlubppPl1LRNBgADwtegMHjw4WhD1kZbtaKIw0L6Ovffe2/msdF/5hQsXmk2S5ue1jIcAAeBr0dEhvJEFFvXo1auX2QT/c+mll0Y/p/vvv988bcXPaxkPAQLA96Iza9Ys53m+fs1KlSrJsmXLzCah5+4vql69umzcuNFsYsXva1kYAgRAIEXnlltuiRbICy+8kEdZLj/88IPsv//+0c/nnXfeMZtYC+JaxkKAAAik6Kxbty7aoa7H008/bTYJpc2bN3uGO7dr185skpIgrmUsBAiAwIrOZ599Fl2pVzuJmRvivTM78cQTnUDxU1DXsiAECIBAi457mKouVf7jjz+aTULj0UcfjX4W5cqVk0WLFplNUhbktTQRIAACLTra93HxxRdHC2fNmjVl5cqVZrOs16dPn+hnoAMMRo8ebTbxRZDX0kSAAAi86Pz9999y8sknRwuoDvPVPwuLUaNGScmSJaP//ldffdVs4pugr6UbAQKgSIqODuWtVq1atIieccYZsnr1arNZ1tE7D3d4PPTQQ2YTXxXFtYwgQADIvvvu6xSdQw45xDzlq/nz58tBBx0ULabHHXdcVs8Rcff/6HHnnXeaTXwXGR5co0YN85TvCBAgxL799ltp2LChp8hdeeWVgXZ063IdkcUD9TjqqKOcv0c20ZFV7tFWRXHnYV7LffbZx2ziOwIECKFVq1ZJ+/bto0NszUOH3N53332yfv1686W++OWXX+SYY46Jvp/eAQ0ZMsRslpF0kqB7noc+vgqyzyPWtTznnHPMpr4jQIAQ0dVye/bsKRUqVPAUm1q1aknHjh09fRR6HHzwwTJgwIBAtqhdsWKF1KtXz/N+t912m+/zIoqSLk/inmGuQ3WDGm1V2LUcM2aM2TwQBAgQErpjYO3atT3Fpnz58vL888/L1q1bnTa6M95//vMf5/GHu90//vEP+fTTT42vmDp937vuusvzXkcffbRMnjzZbJrWdFVd98KIeugkwSDmeahJkyYVeC2fe+656LUsCgQIkOX0kcrll1/uKTb6WOXWW2+NOR/j119/leuvv97zGj1uuOEG+e2338zmKRs5cqTst99++d7rzz//NJumldzcXKejPLIke+TQ5UmCuJOyuZZBIkCALJWTkyOdO3d2+jPcBee8886Tr776ymxeoE8++cS5+3C/Xu9O9C5F71b8tHjxYmfRRfd76SOgLl26yF9//WU2L1YaDroNbdWqVT1/X11V18+FESMKu5bz5s0zmxcZAgTIMjrz+/XXX/cMl40UN53Qlizt/9B+EO0PcX897S954403zOYpGzZsWL6/u3ayd+rUSX7//XezeZFas2aN9OjRQ6pUqeL5+2lhf+CBB3wPVb+vpd8IECCLfPzxx3LKKafkK776mCXVRyo6IktHZpm/BZ977rkyd+5cs3lKtFB36NAh36MhfVzTuHFjp7M61X9PorRPYdy4cdKiRQspU6aM5++jS5LoNrR+7CRoCvJa+oUAAbKADou99tprPcVG9yRv1aqV77+16xwRnStiFlKd9+B3n4V+Pb3ziEx0dB8HHHCAXHPNNc5Mb7/nrfz888/OXZd+froApPneOmS2TZs2smDBAvOlKSvKa5kqAgTIYLqL3cMPP5zvN/XTTz/dWUo9SDpSqm7duvmK+jPPPOP7SCDtA3nyySedIapmMY8c+lhH7xJ0a1i9Q5k9e7YzGKAwel7baSd+t27dnLsJndhofu3IoRMgu3bt6oy68ltxXktbBAiQobRIumd066FLkQwaNCiQeRsF0bkIL7/8slSsWNHz99BJguPHjzeb+0L3FNH5IpE1nxI9tL2GTEF3FIUdGopt27aVKVOmBPa5psO1tEGAABlm9sLZcnbjsz3FRp/N62/GxbXCrS6KqOs8mbOhtb8iiMc8EToC6dlnn5UmTZrkGwZse+gos0aNGkn37t1l5syZgW7Fq3c/Z5+dXtcyGQQIkCFWbFohN713k+x5/Z6yR93dBadZs2by008/mc2LxXfffZdvKG7p0qXl3//+t9MxHjTtP5gwYYIzQ1sDTfsSGjRo4Bx6V6R3IPr/I3+mfSjaTtvr65YuXWp+yUDoLPybbrrJ6Ttyf1bpdC0TQYAAaS53e648/dXTsv/A/WWPPjsLTaedR6M95PgGx8vUqVPN5mnh7bffzteXoI+QevXqJXl5eWbz0NCJh7o3vHu5Ez2OPz59r2VhCBAgjY37eZwcPfLoXcHxv6PSa5XktQ9fk7zt6V2ItVjqYyCzWJ5wwgny4Ycfms2zng4F1mVa3J9FpUo7r+Vrr2VsqBIgQBr6fs33cuH4Cz3BUbpfabn707tlzZbgHwX5afny5fLPf/4z3+Oa5s2bBzKaKd18//33BT7Wu/vuu4vksV6QCBAgjazeslru+uQuKdWvlCc8Gr3XSOavnW82zyizZs0qsMNYh91mQodxsnRggS4UaQ4s0A563VgrGxAgQBrYtn2bvPLdK1JpcCVPcNR8o6a8+8u7ZvOMNnz48HxDVg899FAZPHhwWg9ZTZQObdb9P/TxlPvfWLNmzUDWySpOBAhQzKb8PkXqjqrrCY4DBh4gz3z9jNOBno100pzu0GdOmtN90nWeR6bSuSK6Ta/736TzSHT9LO0TyjYECFBMfsz5UZpObOoJjj377ik3T79Z/tzk75Ig6UqXDNGhtO6Cq8t2tG7dOu2W7SiMLqXStGlTz79D+3xuvvlm35d3SScECFDE1m9dL12+7CJlXi/jCY9zx50rc1bOMZuHwowZM+Tkk0/2FGCdGKgLB27ZssVsnjZ0gUldbt5cZFEXmJwzJ/uvJQECFJEdO/9v4KKBcvDQgz3BccTwI2TkjyPN5qETa+nyI488Ut566y2zebHSvpqBAwfmW+L+iCOOcNbVCgsCBCgCn674VE7772me4Nin/z7yyOxHZNM2f/eQyHTr1q1zVuA1l43XmeOJboQVJN3a97TTTvP83XT5k0ceecT3/UDSHQECpMgdCiYdXXXjtBs9bfS4fur18uvfha8UG3a6fetll13mKdS6H4huF1sc27fqVr66za7776PHddddF3fV32yV/zseCKGN2zZK7/m9pdnEZlJ9RHXZb8B+Uvb1ss7jpasmXSWDFg2SLXkFP4svLEA+/ONDz/lTx5wqnyz/xGyGQnzwwQdy7LHHeop2+fLl5YUXXvB92fiC6OZNuoWvuSfJqaee6mz5G2b5v+OBkBmxeIRUGVIl312CeRwy9BAZvWS0+fJCA2Rd7jo54a0TpOqwqjJg4QDZviO4lV2zmc6tePHFF6VChQqeIq7BoosgBuXNN990tu51v6duZ9u/f/9AV+nNFPm/44EQeXzu49Hir0uFtP+4vUxfNl1WbV7l3HHoUNtXv39Vjn3z2JghUViAwF+rVq2S22+/3XmU5S7ql1xyiSxatMhsbk236K1fv77nPbRP5t5775WcnByzeWjxHY/Qenvp29HCX3lwZZm9crbZJEon9HX+onOBIUGAFL1vvvlGzj//fE+B1/WlOnbs6HTC29KdD3VrXjOgrrjiClm8eLHZPPT4jkcobd2+VQ4ffrhT9Ev0KSGTf59sNinQY3MeM/+IAClGY8aMkRo1aniKve442Ldv36QeMWlfim5MpbPG3V+rTp06zta9KBjf8QglnXcRKfq6UGEqCJDipRMNn3jiiXw7Ep500kny0Ucfmc3z0a13dZMp92t1i17dqlf7XhAb3/EIpbbT2kaLvo6wSgUBkh6WLVsmbdq0cZZCcYdBy5YtC9xpULfa1S133W115VzdoVBX0kV8fMcjlNyd4qkuk06ApJcvv/xS6tWr5wmGsmXLyoMPPigbNmyQtWvXyj333OP0mbjbXHDBBc6WvEgc3/EIpQqDKkSLfk5uaqNqCJD0NGTIEDnssMM8IaHDgMuVK+f5M916d+zYsebLkQC+4xFK7g2b8naktp0oAZK+9I6jW7duzh2IOzT00CB56qmnsnKZ9aLCdzxCiTuQcNE+EF1LKxIeuvS6brWL1PAdj1Cq9WataNGnDyQ8xo0bx7BcH/Edj1BqM61NtOgzCguww3c8Qsk9D6Txe43N00khQBBWfMcjlMyZ6LpqbiJ07SwTAYKw4jseoTV26dho4dfVeOeunGs2idLAue/L+woMCQIEYcV3PELNvRrvXv32kjs/uVNmLJ8hq7esdlbjXbJ+ibNPSN1RdWOGBAGCsOI7HqE3fPFwOWjIQZ4gKOg4dOihMmbJGPPlBAhCi+94YKcN2zZIr+97yZUTr5Rqw6s5+5VHdiRsPqm5DF402FnSvSAECMKK73gAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGDl/wHxIw6zL/3oHAAAAABJRU5ErkJggg==)
PN: 4H47-7-03
CAS: 317821-73-1
Molecule Weight: 212.05
Formula: C7H8Cl2FNO
Melting Point: 206-212 ℃
TSCA: Not listed on TSCA inventory
