| Product Number | 4647-5-X0 |
| Synonyms | 1-[(Aminooxy)methyl]-4-chlorobenzene hydrochloride |
| CAS | 38936-60-6 |
| MDL Number | MFCD01114589 |
| Molecular Formula | C7H9Cl2NO |
| Molecular Weight | 194.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4647-5-X0
CAS: 38936-60-6
Molecule Weight: 194.06
Formula: C7H9Cl2NO
![O-[(2,4-Dichlorophenyl)methyl]hydroxylamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABqGAAAahgGdSjuKAAAB83pUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzrIvvDeIUQYsBA9oNWFtgb4MiK6kBWypk5/b3o5yktZvNsx2QIHkoiaQyvz00Ney0aytrCiIoJ6CNsmVlNgV5ef4a5OR2MVcYhIGmLchr173NGNvv91S96kYerKHKNuTknx3aahSzj6h1GxZyLtivx4enngkq03bSKI1UW83a3vhglez6XfxjCdZIt6sMO4Wzxu1O2X6H3H+cHtqSfJzlDn1LRGFd1RrW1jWyg13IKX78C2y00U52uoTVEc0RjfHsi/njvVXbRpsOVZ+hUrJ+6txWoaGxtVZbTIbKt/uCNAIB2dlm6Zw8gte8WQqQIcgIZAwyAZmCzEDmIG9ACo4/9IsQ61xrv9Dz8U3jbmv4Dj/g7uOtzwJrFBYE94wPxDRPouwiUiryLL6IjCYh5j+LsW/MRRjCsdPHYeJYoAhpnvVCeCOnSYoiwJp5ZyBolngZ9jwEWLJ0aD/HnTCsDXsvzmK+sqYcqFCVBVkJ0lftp163uJW+agSsK7XDWfQJfOgQCMeAr/E0EI0B35FpIB4Dvn/vwPJvQDIGfLengXQM+NmYBrIx4Cdp+gz5FSD49BI3Y+I0ptOIT/mpUv9FPvX7chOuz8IG48Iu9w7VqzvJBheW4d/U4g/ggWyC0ijyFgAALfdJREFUeF7t3Qn8VXP+x3GNUiqjRaUsJUuSmSyDzJjGWIoxGMkyI8UwCONBI4oYIwxN4z+WJNFeRoSIpCwlSztSSjtZS/u+ff6/z2nu6Zzv73e793zv9/x+9/7O6zmP8xg63/u7Oec+Pu/fud9tDwEAwMIe5h8AAJANAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABEuT44/v4x8knPy3ffrvWbOILti1JpvNBUdqicBAgQIIEC7ke99zzjtnEl6noZzofFKUtCgcBAiSIGSAnnPCULFiwwmzmyVT0M50PitIWhYMAARLEDBA9br11jNnMk6noZzofFKUtCgcBAiRIsJD/4he7/vmzz743m2Ys+pnOB0Vpi8JBgAAJEizkt9021v/n66571WyasehnOh8UpS0KBwECJEiwkGvfh/aBpP79o4++Stu2JJnOB0Vpi8JBgAAJYhbyrl3H+f9++eUvyo4d6duaMp0PitIWhYMAARLELOSLFq0MPYWMHbsgbVtT8HyUA+UHAQIkSEmFvFu3t/w/a9PmOdm+fedjSEltg8xgyPZA+UGAAAlSUiFfsmRV6CnkpZc+T9s2KNP5oChtUTgIECBB0hXyu+9+x//zs88eIps3b0vbNiXT+aAobVE4CBAgQdIV8q++Wi0nntjXPzd48Cdp26ZkOh+Urq2OBOvde4p06PCSnHbaQG99rgsu+K/83/99KKtWbQy1Rf4hQIAESVfI1T/+8a5/Tov57tqqTOeD0rUN/rl5/O53Q+W779Iv9oiyR4AACZKukKuvv14jJ5206ylkd21VpvNB6dpedNFwefrpad5M+JUrN8ratZvlrbcWSuvWg722OswY+YsAARIkXSFPue++8cXCI13bTOeDorRVOqlR2556an/zFPIIAQIkSKZCrvuDtGhR/CmkJJnOB0VpqzZs2Oq11T4R5C8CBEiQbAr5Aw+8V+YB8skn33ltr7zyZfMU8ggBAiRINoX8++/Xeb/5Z2qb6XxQlLY6kfGqq0Z6bUePnmeeRh4hQADklR493vfCo2PHUeYp5BkCBEDeePLJKV54nHvuMFmxgnkg+Y4AAZAX+vSZ6oWHjrxKt80u8gsBAqDMpcLjl798RmbM+NY8jTxFgAAoU6mvrXT48AcfhDe1Qn4jQACUmVR46Az48eMXm6eR5wgQAGUmOLw33aFLnCA/ESAAvLWoevZ8v9Q7r82wKOkgQPIXAQLAW0Jdi7VO4AOyRYAAkNNP37l8u66OC2SLAAFAgMAKAQKAAIEVAgQAAQIrBAgAAgRWCBAABAisECAACBBYIUAAECCwQoAAIEBghQABQIDACgECgACBFQIEAAECKwQIAAIEVggQAAQIrBAgAAgQWCFAAMiVp/SQts3ukZvP62WeAtIiQADIpMa/lon7Hi3TTzrfPAWkRYAAENlvv6JqUFQOjjrKPAOkRYAAIEBghQABQIDACgECgACBFQIEAAECKwQIAAIEVggQAAQIrBAgAAgQWCFAABAgsEKAACBAYIUAAUCAwAoBAoAAgRUCBAABAisECACRww/fGSCnnGKeAdIiQACIfPSRyF//KjJzpnkGSIsAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAgiTZuFHn6aZE2bUQaNRKpVk2katWd//yHP4g89dTONsBuECBA0rz8ssgBB+ycOLi7Q9toWyANAgRIksceE6lQYWdAVKokcsstIlOmiKxZI7J2rci0aSK33iqy11472/zkJztfA5SAAAGSYty4nYGgwVCjhsikSWaLXaZOFalZc1eIvPWW2QIgQIBE2L5d5LDDdn099dJLZoviXnllV3tdK0t/BhBAgABJMGLErjCIsmBiy5a7Xqc/AwggQIAk+POfdwWBjrDKlrZNve7qq82zSDgCBEgC3ecjFQSffmqeTU/bpl7XrJl5FglHgABJUKvWriBYtco8m97KlbteV7u2eRYJR4AASVCx4q4g2LbNPJve1q27Xqc/AwggQIAk4AkEMSBAgCSgDwQxIECAJHAxCuuqq8yzSDgCBEgC5oEgBgQIkATacR6ciZ7NIomvvrqrPTPRUQICBEiKsWPDa2FNnmy22EUXVUx1vOtrdB0twECAAEny6KO7VuPVFXd1NV5dOFFX4l23TmT69PBqvNpWXwOUgAABkibb/UAaNMi86KJuOtW5s0i3biIrVphnUc4RIEASaeHv23fn7oMNG+7cjXDvvXf+8/nni/TpI7Jhg/mq4gYM2BU4Ok/kiSeiTVREQSNAANibNWtnf0rwyeVnP2P/kIQgQADk5rvvds4zSXXQp44LLhBZsMBsjXKEAAHghnbG/+pX4RCpXFmka9ednfQodwgQAG4NGyZy0EHhIKlff2d/yY4dZmsUMAIEgHvr14v8/e87O+aDQXLiiSIffGC2RoEiQADEZ8kSkUsvDYeIzi1p105k6VKzNQoMAQIgfu+9J3LcceEgqVZNpHv3nUOKUZAIEAClQ9fSevppkbp1w0HSqJHI8OFmaxQAAgRA6Vq9eufs9dRyKanjN78RmTHDbI08RoAAKBtffCFy7rnhENlzT5G//EVk2TKzNfIQAQKgbI0ZI9K0aThIdHb7ww+LbNlitkYeIUAAlL2tW0UeeUSkZs1QkCxp0kQWv/662Rp5ggABkD+WLxfp2FGkYkXZWhQgI4uOa4uO9mefLXPmzDFbo4wRIADyz8yZMv+00+SBovA4pejYo+ioVKmS3HLLLbJy5UqzNcoIAQIgb0158UU5rnFjL0BSx3777Sd9+vSRbSwbX+YIEAB5bfPmzfLAAw/IPvvsEwqS5s2by7vvvms2RykiQAAUhG+++UY6dOggFSpUCAVJ27ZtZdGiRWZzlAICBEBBmTRpkpx88smhEKlSpYp069ZN1um+7ig1BAiAgjR48GA54IADQkGi/z5o0CCzKWJCgAAoWPrEcdddd3lPIMEgadGihfekgngRIAAKnvaBXHTRRaEQ0b4S7TPRvhPEgwABUG7oqKxjjjkmFCTVq1eX+++/XzZt2mQ2R44IEADlyvbt2+Wpp56SOnXqhIKkcePGMmLECLM5ckCAACiXVq1aJZ06dfJmsAeDpF69erKM1X6dIEAAlGtz586V3/3ud6EQufvuu81msECAAEiE66+/3g+QgQMHmqdhgQABkAiPP/64HyDD2ULXCQIEQCIQIO4RIAASgQBxjwABkAgEiHsECIBEIEDcI0AAJAIB4h4BAiARCBD3CBAAiUCAuEeAAEgEAsQ9AgRAIhAg7hEgABKBAHGPAAGQCASIewQIgEQgQNwjQAAkAgHiHgECIBEIEPcIEACJQIC4R4AASAQCxD0CBEAiECDuESAAEoEAcY8AAZAIBIh7BAiARCBA3CNAACQCAeIeAQIgEQgQ9wgQAIlAgLhHgABIBALEPQIEQCIQIO4RIAASgQBxjwABkAgEiHsECIBEIEDcI0AAJAIB4h4BAiARCBD3CBAAiUCAuEeAAEgEAsQ9AgRAIhAg7hEgABKBAHGPAAGQCASIewQIgEQgQNwjQAAkAgHiHgECIBEIEPcIEACJQIC4R4AASAQCxD0CBEAiECDuESAAEoEAcY8AAZAIBIh7BAiARCBA3CNAACQCAeIeAQIgEQgQ9wgQAIlAgLhHgABIBALEPQIEQCIQIO4RIAASgQBxjwABkAgEiHsECIBEIEDcI0AAJAIB4h4BAuRojz57+AfyFwHiHp94oMj6revlydlPygVjLpBGwxpJ9X7VpcrTVeTgoQfLhW9eKAPmDpBN2zaZL/MQIIWBAHGPTzwSb9i8YVJvUL1QEJR01B9cX15Y+IL5cgKkQBAg7vGJR6LdN/0+v/hX6ltJOr7XUcZ/M16Wb1zuPXHMXz1fes3qJUc+d2TakCBACgMB4h6feCTWy4te9gt/nYF1ZOqyqWYT3+btm6XzR51LDAkCpDAQIO7xiUcibdm+RQ4aepBX9Cv0qSBjl441m5So+7Tu5h8RIAWCAHGPTzwS6dn5z/pFv9VrrczTkRAghYEAcY9PPBKpwzsd/KKvI6xyQYAUBgLEPT7xSKRgp/jslbPN05EQIIWBAHGPTzwSqeaAmn7RX715tXk6EgKkMDz22GMEiGN84pFIFftW9Iv+th3bzNORECD5b/z48bLffvv5AdKoUSOZOjX9qDtkh088EoknkGRYvHixXHzxxX5wBI+f/OQn8uc//1m+++4782XIEp94JFKT55r4RZ8+kPJn3bp1ctddd0mVKlVCodG4cWM5+OCDQ3/205/+VB566CHZvHmz+WOQAZ94JFL7d9r7RZ9RWOXLkCFD5MADDwyFxAEHHCCDBg3yzm/btk2eeOIJqV27dqjNYYcdJiNHjjR+GnaHTzwSKTgPpPVrrc3TkRAg+WHy5Mnyy1/+MhQK+gRy5513ek8kphUrVshNN90klSpVCr3mzDPPlFmzZpnNUQI+8Ugkcyb621+/bTYpka6dZSJAyta3334rV1xxhdenEQyCtm3bysKFC83mxcyePVtatWoVem3FihXlr3/9q/z4449mcwTwiUdivbToJb/w62q805dNN5v4NHBun3R7iSFBgJQN7bP45z//Kfvss0+o+Ddv3lzeeecds3lGr7zyihx++OGhn6Vfc/Xq1cv72gvF8YlHogVX492r715yw8QbZMK3E+THTT96q/EuXLPQ2yek2fBmaUOCACl9L730khx66KGhYq/DdJ988smcir2GUo8ePWTfffcN/eyjjz5axo0bZzZPPD7xSLyh84ZK3UF1Q0FQ0tFgcAMZsXCE+XICpBTNnDlTTj/99FBx1z6Mm2++WVauXGk2t/b999/LVVddVexrsT/84Q8yf/58s3li8YkHiqzbuk56z+ot5485XxoObShVn6nq70jY5s02MnDuQG9J95LsLkD0NceNOE72fmZv6TKpi6zZssZsgixoX8T111/v9U0EC/pZZ50lc+bMMZs7M23aNDnllFNC71m5cmXp0qXoXq7hXhb/xANwZvHaxaGA2X/w/tJ/bn/ZUfQ/ZLZ161Z59NFHpVatWqEifsQRR8hrr71mNo/Ns88+W2z+yP77F93L/kX3ckdy7yUBAsSs5yc9vSeaYJCc8OIJ8v5375tNEfDmm2/KUUcdFSraNWrUkH//+9+yZcsWs3nsNmzYIPfcc49UrVo19Hc64YSie/l+Mu8lAQKUgi/Xfil/fOuPxfpVLnvrMvlq3Vdm80SbN2+enHvuuaEiveeee8pf/vIX+eGHH8zmpe7LL4vu5R//GPr76XHZZUX38qtk3UsCBChFE7+dKMePOD4UItWeqSb3TrtXNm7baDZPlNWrV8ttt90me+21V6gwt2zZUmbMmGE2L3MTJxbdy+OPD/1dq1Urupf3Ft3Ljcm4l4kNkN11fAJx2r5juzwz5xlv7knwc6id988teM5sXu5t3150PZ4puh716oWKsa6Y+9xz+X090v3dGzZsmPd/dxdir55RCnWUtmr91vXeGP0LxlwgjYY1kur9qvsjZy5880JvjSMdy1+SqO8FuKarAN/20W3e/JPg57HlK0W/cS/Pv9+44/Dee++Vi9/id/f0NH16+gmqhS726hmlUEdpO2zesGK/wZV01B9cX15Y+IL58kjvBcRp3up5ct4b54U+k3s+tadcPf5q+WFj2X/nH4d0/Qjt2rUr6H4E7b8577zzQv9N2n9z9dVX50X/jWuxV88ohTrbtsHZw5X6VpKO73WU8d+Ml+Ubl3tPHPNXz5des3qFti01ZfteQGkZu3SsHDX8qNBnc9/++3qjuHQplfJgdyOZPvjgA7N5wRo7dmyxEWQ6u71nz55lMoIsLrFXzyiFOpu2Ly962W9TZ2Admbos/a5iOomr80edS/x52bwXUNq2bt8qj332mNQaUCv0GT3iv0fIqCWjzOYFZdiwYcXmUtSvX7/czqXQOSy6jW5Jc1hGjSrse5kSe/WMUqgztTVXUNXf2LLRfVp3848yvhdQlnQtruvfuz609a4eZ71+lny+8nOzeV7TrWOTPJtbZ9HfcMMNxWbRt27dWj7/vLDupSn26hmlUGdqG9zDodVrrczTkWR6LyAffLbiMzl91Omhz6t+bXvzazfLynXu1n6Kg24Vq1vGlrSe1IIFC8zm5d5nn31WKut4labYq2eUQp2pbYd3Ovjn2UUOSaJLzx/67KE7P7MPFx1X7CH7nbafPPlUbqvPxiG1oq1uFRsslrqi7VtvvWU2T5y4VhIuC7FXzyiFOlPbYKc4+1gjabRP758z/in73LmP7NGq6LNbb2fx+fnPf261/0UcynpPjSVLlsjo0aPlkUce8b42uvTSS+XUU0/1Du170Lkl+v+pP7vkkku8dtpeX7do0SLzR8Yi3V4m+XQvsxF79QwW6ihHSWoOqOmf1zH0ucj0XkC++nblt3LFncV34Lvwwguz2oEvDrqrn24FG/z7pHb1061j46Iz1HVk09lnny3Vq1cPvb/toSPEdIfCBx980NsmVycLxiXdbopleS+jiL16msGQ7VGSYIfith25/TaT6b2AfFfSHuDaOa17gK9du9ZsHgsNBw0Js4NYw0RDJQ4ffvihXHvttd7XPmbx392h7fUJpE6dOsXO7e7Q4bcdOnTwNpSKa7RYPtxLG7FXzyiFOlNbnkCA4oYMGSIHHnhgqPg0aNBABg4cGFvB06+j9Gsp/Xoq+L769ZV+jeWaTsJ74IEHpEmTJsUKfOrQcNB90O+44w5vyLCO/tIJi7uj57WdLtferVs3ueiii4r1TwSPgw46SLp27Rrb00FZ3MtcxF49oxTqTG2bPNfEP08fCLDL+vXr5e6775a99947VHxOOukk+eijj8zmOdGOcO0QD76Pdphrx7l+t++S7gx46623esubmMVcnwy0D6NPnz7OdwlcvHix9OvXz5sZX9ITiz5xtW/fPpZhuKV5L3MVe/WMUqgztW3/Tnv/PKOwgOK08F188cWhwlOhQgWv2H399ddm80h06K0OwQ3+bP3uXofq6pBdl/SrsVtuuaVYEdVlQXT+hD5hlNZaWTpzfOTIkd7TjX6tZP7361NLHLsixnkvXYm9ekYp1JnaBueBtH6ttXk6kkzvBRSy8ePHy7HHHhsqPtrJfN9998mmTSUvMJqOTvbTr23M4qmTA/XrH9f0a5y6deuG3kufQPRJZOnSpWbzUqXBpk9a5uq7uoii9lfoUi2uubyXrsVePaMU6kxtzZnob3/9ttmkRLp2linTewGFTkcP9e3bt9hXMIcccoi88ELxBUZN+p27LjOiy40EX6/LkegTgGu6EOEZZ5wRei8d5qoz1vNtIUJ9+tGtds3+Cu2HiaMPKNd7GZfYq2eUQp1NW51QlWqjq/FOX5Z+qWQNnNsn3V7iz8vmvYDyYNWqVfK3v/2t2FLjOg/ik08+MZt7dGFDXeAw2F6Ht+pCiHH8lq2d2OYwXN3hT/tA8pn2+XTv3r3YV23XXHNNLF+x2dzLOMVePaMU6mzbBlfj1b0Ubph4g0z4doK3fpCuxrtwzUJvn5Bmw5ul/XnZvhdQXsydO1fOOeecUOHRPgUdErts2TKvjS6lrh3HwTZ66NLrmUY02dD+hRtvvDH0Xocddpi3mm0h0VFZ5rVt3ry5d83jkM29LA2xV88ohTpK26HzhkrdQXVDrynpaDC4gYxYOMJ8eaT3AsqTN954Q4488shQ8alRo4Y3D8Ec7aSbPemmT3HQjvcWLVqE3k8LYBy/uZcW/WovuISLfgUX51dMJd3LmjVrSqdOnUqlfyT26hmlUEdpq9ZtXSe9Z/WW88ec720HWvWZqv6OhG3ebCMD5w70ln8oSdT3AsoT/c3/P//5j1dsgsUndWgnsW7VGtcsbF1yRJcUSb2fBtegQYPMZgXpiy++kGOOOcb/b9MnA50zExddNr6ke6lzcuJG9QQSTL/u0N/6g4Wnc+fO3hatcdEhrzohL/V+OnFv5syZZrOCpk9Rugth8Lrq3I446b287rrrQqEcNwIEgP+1i44iipMubxIcoqsTEr/55huzWbmhHezBENGFG+OmX0fqe/EEAqBUpNaV0m1Y46JB0bBhQ7+Y6sxq3WypvNOZ8vo1Vmk9iZTGvUwhQADEXnR0QcDgZLiTTz45rxcJdG348OGhEImzTyTuexlEgACItehoR/xZZ53lF0/9aqU0h5rmC30SSV0DXQIlrtFZcd5LEwECINaiE+wH0JnUrhc+LCT33nuvfy10iG8c80TivJcmAgRAbEVHZ7Sn9grR2dO6l0fSBUdn6WRD1/Ne4rqXJSFAAMRSdHTZDV2rKVUsH3roIbNJImlgBOeJ6LInLsVxL9MhQADEUnSCv2nrIolxTUosRDrZMDhj3eUCjHHcy3QIEADOi86UKVP8fb5118LyPNfDli57kgoQnX+jG0m54Ppe7g4BAsBp0dFl4HWYbqo49u7d22yC/wkuiKhb8brg8l5mQoAAcFp0dP/uVFHU7/r56io9XcU3tRS8DjJwsbOhy3uZCQECwFnR0YX9Uh3nuv3qhAkTzCYwBIc56/a4uXJ1L7NBgABwVnSC3+vr/unITJddTy0uqf1Gn3/+udkkElf3MhsECABnRSc4PJU5H9nT7XFT1619+/bm6Uhc3ctsECAAnBSdMWPG+EWwZcuW5mnshm4TrHuw6LXTiZfaN2LLxb3MFgECwEnRufDCC/0AGTVqlHkaGfTo0cO/fl27djVPZ83FvcwWAQIg56KjG1BVqVLF+xn6fb4O5UU0K1askMqVK/vX0Hb0Wq73MgoCBEDORad///7+b8+6oyHstG3b1r+O48aNM09nJdd7GQUBAiDnonPmmWf6hW/GjBnmaWRp5MiR/nW07UzP9V5GQYAAyKnorFmzxl9xt2nTpuZpRLBlyxZvyXu9lro17bZt28wmGeVyL6MiQADkVHRGjx7t/9bcqVMn8zQiateunX89J0+ebJ7OKJd7GRUBAiCnotOlSxe/4OlXMMhNv379/Ov54IMPmqczyuVeRkWAAMip6KQWTtRZ1DqSCLlZvHixHyCtWrUyT2eUy72MigABYF10Nm/eLJUqVfJeq7PQ4cahhx7qXdNq1apFHs5rey9tECAArIvO7Nmz/d+Wr7jiCvM0LF188cX+dV20aJF5erds76UNAgSAddEJDju9//77zdOwdNddd/nX9Y033jBP75btvbRBgACwLjo9e/b0C93zzz9vnoalIUOG+Nf1kUceMU/vlu29tEGAALAuOtdcc41f6D7++GPzNCxNnTrVv67XX3+9eXq3bO+lDQIEgHXR0T0/UoVu+fLl5mlY+uGHH/zrqotURmF7L20QIACsi84ZZ5zhFzodkQU3Nm7c6F/XqEN5be+lDQIEgHXRadGihfc63c8bbqWGR+s8myhs76UNAgSAddFp1qyZ97ratWubp5CjWrVqedf26KOPNk/tlu29tEGAALAuOo0bN/Zed+CBB5qnkCO9pnpt9RpHYXsvbRAgAKyLDk8g8eEJBEBBsC069IHEhz4QAAXBtugwCisejMICUDBsiw7zQOLBPBAABcO26DATPR7MRAdQMGyLDmthxYO1sAAUDNuiw2q88WA1XgAFw7bosB9IPNgPBEDBsC067EgYD3YkBFAwcik67InuFnuiAygouRSdLl26+AVP+0SQm379+vnX88EHHzRPZ5TLvYyKAAGQU9EZPXq0X/A6depknkZE7dq186/n5MmTzdMZ5XIvoyJAAORUdNasWSMVK1b0Xt+0aVPzNCLYsmWL1KlTx7uWNWrUkG3btplNMsrlXkZFgADIueiceeaZ/m/NM2bMME8jS8Fh0e3btzdPZyXXexkFAQIg56LTv39/v/B17tzZPI0stW3b1r+O48aNM09nJdd7GQUBAiDnorN69WqpUqWK9zMOOugg2bFjh9kEGegItsqVK/vXMOrw3ZRc72UUBAgAJ0VHF/1L/fY8atQo8zQy6NGjh3/9unbtap7Omot7mS0CBICTojNmzBi/ALZs2dI8jd3YsGGD1KtXz7t2OiBh4cKFZpOsubiX2SJAADgrOjobPRUiH374oXkaaTz66KP+dbPtPE9xdS+zQYAAcFZ0hg0b5hdC3SsEmW3atMnr89BrprP5P//8c7NJJK7uZTYIEADOis7WrVvlkEMO8X5WhQoVZMKECWYTGLp37+6H7kUXXWSejszVvcwGAQLAadEZOHCgXxD1Ky3b0URJoH0de++9t3etdF/5OXPmmE0ic3kvMyFAADgtOjqEN7XAoh69e/c2m+B/zjnnHP863XHHHeZpKy7vZSYECADnRWfKlCne9/n6M2vXri3ffPON2STxgv1FjRo1kvXr15tNrLi+l7tDgACIpehcffXVfoE844wz+Cor4IsvvpCf/vSn/vV55ZVXzCbW4riX6RAgAGIpOqtWrfI71PV46KGHzCaJtHHjxtBw52uuucZskpM47mU6BAiA2IrOBx984K/Uq53EzA0JP5k1b97cCxSX4rqXJSFAAMRadILDVHWp8vnz55tNEuPee+/1r8U+++wjc+fONZvkLM57aSJAAMRadLTv46yzzvIL5+GHHy7Lli0zm5V7ffr08a+BDjB44YUXzCZOxHkvTQQIgNiLztq1a+XYY4/1C6gO89U/S4rhw4fLnnvu6f/39+rVy2ziTNz3MogAAVAqRUeH8jZs2NAvoieddJL8+OOPZrNyR588guFx9913m02cKo17mUKAAJDq1at7RUdXhN28ebN52pnZs2dL3bp1/WJ69NFHl+s5IsH+Hz1uuOEGs4lT69atk6pVq3rvdeCBB5qnnSNAAIR+Qz700EPl5ZdfNps4o8t1pBYPTL3fzJkzzWYFTUdWBUdblcaTx+DBg+WAAw7w30+DJG4ECABp06aNt/hhsODp5L/PPvvMbOrEkiVL5IgjjvDfq1q1ajJo0CCzWUHSSYLBeR4aznH2eUyaNCm0dIweei+vu+46s6lzBAgAjy4j3rp161Ah0jkc+rVLHH0V3333nbRo0SL0ftdee63zeRGlSZcnCc4w16G6cY220q/+OnToUCz4dUXfRYsWmc1jQYAACNHtaINPB3rUqlVLHnvsMW+5dpe2bNkiN954Y+i9DjvsMBk7dqzZNK/pqrrBhRH10EmCcczz0P1DHnjgAS+czPd79913zeaxIkAAFKOF/V//+pfsu+++oSLVrFmzWIr7s88+63fkp47LLrtMvv/+e7NpXtEBB9pRnlqSPXXo8iRxPEm9+OKL0rhx49B76eRMHem1bds2s3nsCBAAaWkB187g1Mq6qeP88893PqN83rx5Xr9L8H30t+wuXbrIDz/8YDYvUxoOug2tjnQK/n11VV2XCyOmfPrpp3LaaaeF3qtSpUpyyy23yMqVK83mpYYAAZDR9OnT5de//nWogOnaVrfffrusWbPGbJ6TIUOGhIb66qGd7LfeeqssXbrUbF6qVqxYIT169PCGO5vX4s4775QNGzaYL8nJ8uXLpWPHjv56Yqnj7LPPdrL5VK4IEABZ++9//xuaDKjH/vvvL/369fM2knJFC7X+dm1+NaQjmrSjXzur4/iKqCT6dd7IkSOlbdu2Urly5dDfR5/MtNPadTHXvqZHHnlEatasGXq/Jk2ayOuvv242LzMECIBI9Lfsf/zjH/6EtdTxi1/8QiZOnGg2z4l+haZPHvoEEnwvPbR/5pJLLvG+/3f9ddrixYu9UGzXrp3Xx2C+tz4RtG/f3hu55tqYMWOkadOmoferUaOGPPzww16Y5RMCBICVr776yuvoNovrn/70J/nyyy/N5jnRPhAdeaS/gZvvlzq0/0GfEnRrWH1CmTp1asa/h57XdtqJ361bN+9pQic2mj87degEyK5du3qjrlzT+SO///3vQ++nT1zaIZ+vi08SIABy8v7773tPH8HCp08n+pTiuk9A6Z4iOl8kteZTtoe215Ap6Ylid4c+6eh8i3Hjxjn9mi5l9erV3lOW9qME3/c3v/mNfPzxx2bzvEKAAMiZFlb9ykf7Q4JFUPtLtN8kLjNmzJCePXt6ncrmMGDbQ8OvVatW8uCDD8rkyZNj24pXf+7TTz9dbMCAhtzzzz9vNs9LBAgAZ3RElo7MMn+b1hFcOpIrbrpEyujRo70OaJ1Bf+mll8qpp57qHTo5Uouz/n/qz7QPRdtpe31dac3gnjBhghx33HGha6T9PDqnpLQGB7hAgABwTju1da5IsEDqiKWrrroq7ycHxkkDTkMteF10KZLLL7+8zIco2yBAAMRG+w109nqwYGqfgs5yz7cRRXFav369/P3vfy82LPnEE08s6H3iCRAAsdI5DY8//ri3nlaweOrWtq+++qrZvNwZOnRoaPl6PerXry8DBgyIpVO+NBEgAEqFruirCyeas6q1w1o3mipvdHjwr371q9B/q05E1GHG5WU7XwIEQKmaNWtWsTWvdF2nm266yZuBXuh0mforr7yy2PphuufKggULzOYFjQABUCZ010Nduj1YZGvXri29e/cuk5Vlc6Ur8z700EOh/UD0+NnPfiZvv/222bxcIEAAlBktujrfotCLrq6VVVIYPvHEEwUZhtkiQACUuUL92qe8fx2XCQECIG9MmTKlIDqekzYgIB0CBEDeKWnoa4MGDcp86GvShySbCBAAeSnfJt8xKbI4AgRAXivr5T9YliU9AgRAQSjtBQh3tzDktGnTzOaJRIAAKBilsQS69rH079+/2NL0Bx98sLfxFHYhQAAUnHSbMOkS7blswpRuc6x77rknls2xCh0BAqBgudoGtjS35y1PCBAABW/MmDHStGnTUPGvUaOGPPzww7sdIaVPFbr1rj5lBF+rTyETJ040m8NAgAAoF3SOhu4sWLNmzVAYNGnSRF5//XWzubfVrm65G2yr/R66NW9ZzjUpJAQIgHJl+fLl0rFjx2KzxHXf9Dlz5nhb67Zs2TJ0TvtSdMSVjrxC9ggQAOXSp59+Kr/97W9DQaHzR/QI/pnO8Zg3b575cmSBAAFQro0YMUIaN24cCg09dFb52LFjzeaIgAABUO5t2rQp9DSiM9u1zwS5IUAAJIIugpgKkOHDh5unYYEAAZAIBIh7BAiARCBA3CNAACQCAeIeAQIgEQgQ9wgQAIlAgLhHgABIBALEPQIEQCIQIO4RIAASgQBxjwABkAgEiHsECIBEIEDcI0AAJAIB4h4BAiARCBD3CBAAiUCAuEeAAEgEAsQ9AgRAIhAg7hEgABKBAHGPAAGQCASIewQIgEQgQNwjQAAkAgHiHgECIBEIEPcIEACJQIC4R4AASAQCxD0CBEAiPD60KECO3MM7ho8mQFwgQAAkwuNjiwLk8j28Y/gkAsQFAgRAIjz+SVGAPLqHdwyfR4C4QIAASITHPysKkD57eMfwBQSICwQIgEQgQNwjQAAkAgHiHgECIBEIEPcIEACJQIC4R4AASAQCxD0CBEAiECDuESAAEoEAcY8AAZAIBIh7BAiARCBA3CNAACQCAeIeAQIgEQgQ9wgQAIlAgLhHgABIBALEPQIEQCIQIO4RIAASgQBxjwABkAgEiHsECIBEIEDcI0AAJAIB4h4BAiARCBD3CBAAidBrVi8/QJ5f8Lx5GhYIEACJMGvFLNm3/75Sd1BdWbpuqXkaFggQAImxYesG2bx9s/nHsESAAACsECAAACsECADACgECALBCgAAArBAgAPA/qXkieiAzrhKAcmX91vXy5Own5YIxF0ijYY2ker/qUuXpKnLw0IPlwjcvlAFzB8imbZvMl3kIkGi4SgDKjWHzhkm9QfVCQVDSUX9wfXlh4QvmywmQiLhKAMqF+6bf5xf/Sn0rScf3Osr4b8bL8o3LvSeO+avne8uZHPnckWlDggCJhqsEoOC9vOhlv/DXGVhHpi6bajbx6Uz0zh91LjEkCJBouEoACtqW7VvkoKEHeUW/Qp8KMnbpWLNJibpP627+EQESEVcJQEF7dv6zftFv9Vor83QkBEg0XCUABa3DOx38oq8jrHJBgETDVQJQ0IKd4rNXzjZPR0KARMNVAlDQag6o6Rf91ZtXm6cjIUCi4SoBKGgV+1b0i/62HdvM05EQINFwlQAUNJ5Ayg5XCUBBa/JcE7/o0wdSurhKAApa+3fa+0WfUVili6sEoKAF54G0fq21eToSAiQarhKAgmbORH/767fNJiXStbNMBEg0XCUABe+lRS/5hV9X452+bLrZxKeBc/uk20sMCQIkGq4SgHIhuBrvXn33khsm3iATvp0gP2760VuNd+Gahd4+Ic2GN0sbEgRINFwlAOXG0HlDpe6guqEgKOloMLiBjFg4wnw5ARIRVwlAubJu6zrpPau3nD/mfGk4tKFUfaaqvyNhmzfbyMC5A70l3UtCgETDVQIAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWPl/YiJaF5278WgAAAAASUVORK5CYII=)
PN: 4647-5-0E
CAS: 51572-93-1
Molecule Weight: 228.5
Formula: C7H8Cl3NO
![O-[(3,4-Dichlorophenyl)methyl]hydroxylamine hydrochloride](data:image/png;base64,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)
PN: 4647-5-0B
CAS: 15256-10-7
Molecule Weight: 228.5
Formula: C7H8Cl3NO
PN: 4747-5-X1
CAS: 5555-48-6
Molecule Weight: 194.06
Formula: C7H9Cl2NO
PN: 4656-5-2T
CAS: 872851-33-7
Molecule Weight: 171.58
Formula: C7H6ClNO2
PN: 4747-5-X0
CAS: 29605-78-5
Molecule Weight: 194.06
Formula: C7H9Cl2NO
PN: 2607-5-29
CAS: 1195-44-4
Molecule Weight: 156.61
Formula: C8H9ClO
Melting Point: 230 ℃
TSCA: Not listed on TSCA inventory
