| Product Number | 8666-1-13 |
| CAS | 69054-34-8 |
| MDL Number | MFCD02815346 |
| Molecular Formula | C13H9NO3S |
| Molecular Weight | 259.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![4-[(4-Methylphenyl)thio]-3-nitrobenzaldehyde](data:image/png;base64,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)
PN: 8766-1-03
CAS: 270262-89-0
Molecule Weight: 273.31
Formula: C14H11NO3S
PN: 8666-1-13
CAS: 69054-34-8
Molecule Weight: 259.28
Formula: C13H9NO3S
PN: 8666-9-01
CAS: 175278-49-6
Molecule Weight: 338.18
Formula: C13H8BrNO3S
PN: 8666-5-01
CAS: 270262-96-9
Molecule Weight: 293.72
Formula: C13H8ClNO3S
![4-[(4-Fluorophenyl)thio]-3-nitrobenzaldehyde](data:image/png;base64,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)
PN: 8666-3-19
CAS: 952182-59-1
Molecule Weight: 277.27
Formula: C13H8FNO3S
![3-Nitro-4-{[3-(trifluoromethyl)phenyl]sulfanyl}benzaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABJNAAASTQHzl8SnAAACqHpUWHRtb2xTb3VyY2UAAHicjVbbbuIwEP2VkZ8Xx3buCKhQq0ortVtp20r7tjLBQCSSVEnK5e93HBNKAo2XgMaZOcceey5mcnfItrBTZZUW+ZRwygioPCmWab6ekve3x1FE7maTBEEIzKsp2dT1x9hx9vs9TTYqk4cip0mREWMfH6q0g9m7tCjXjmCMO3+en14bzijNq1rmiUJWlY6rRvlUJLJuvPhmCSeT5S7NHQN3snJnZvsrmP4yeqiW5Gsv92ibIxVW6VbBqigzWcNOMIpf9gPWKlelrNUSFkdUu9TDvc8mzw9F8pmpvMahniFN5Pa1Lj8TVGTFViWfOBkOfj5MScaRIOsim5elPIIeabXkIAVIF6QH0gcZgAxBRiBjkJzhD+0cARwRHCEcMRxBHFEcYRxxAnFCzyMwHlulHXo7fqgpeYFf8AL3p6cdvZ415nnUDzGb3t5vZLlG6ogDB/Z/DwZGIEPQIAg9GHHqum4IeHD46b+exEl5Ei3mPEUr8ZgZnsLIR7sXfskA7RHaI7Tjzs+y1ceI8yOcl6EiboB+cFJw5kcEjuhx6yGjYfjlGi7uci1dyiItPRoIZpyItQxo7F6+t/YWb+N/h28lp75n3IrDwNW4wHNDzB7nnD6zyaLIlxdDSJdTsuCkyavfalWJU2oRKMqlKrFa9QQaekkQXYJOxDNB3CK4VwRveAWvS9BJfibMbxH8LkGXxDAh6BJ0AQ27FHYJutyGNx1drRAPuxR3CU0pDzO0vRO6pvQtHH51tlZKL+CmuwwfF+/F3HQjC6cXdtO9LL71Im+6nYXTC77pjhZOL/6mm1o4vRQw3dfCiW+cgYUj+mmg14ktNdyv+uZGsHD6eaA53MLp50FsbpxrjnPRnJz2HsTh1R3pXFygDv5tmP0DtcdcOzkRR8AAADNhSURBVHhe7d0HnBTl/cdxLLHGEruxJmIBe40iAXuJMZrEhhobEXvBBpogKipiB7EAIioKiGIXC1gRexcRBQMWQKR3pP3+9539z3L3cHfs/nb3bnb383699qXuPLe3c87Md+apDQwAAIcG4RsAAGSCAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwEClKNp08zatzfbaSez1VdPvXbc0axdO7OpU6uW/eEHs9Gjl3798kuVYmUlm79fCSNAgHIzfLjZ5ptXnP0Nqn9pm8rEdt/dbMstl36df/6SMuUk279fCWsQvgGghM2ebbb11qkL3c47m734otnMmWazZpm9/LLZLruktqmMyqIq/n5VECBAObnzztQFrlGj1IUvpPe22y5VpnPncCv4+1VBgADlpFmz1MWtX79wyxJ9+6bKNG8ebgF/vyoIEKCcrLNO6uI2YUK4ZYnx41Nl1l033AL+flUQIEA5WXHF1MVtwYJwyxLz56fKqCyq4u9XBQEClJNM7qB//rls7qCzxt+vCgIEKCfU4dfunXfMTjvNbOjQcEsKf78qCBCgnMS9iBo3TnU9Dek9bVOZMuhFlPbTT2Ynn2y23HKpfe/UKSyRwt+vCgIEKCe6wDVsmLrA7bZbauyC3tOYhUGDUu9pW5mMY7C5c82uuy41klz7vf76Zt27my1aFJZM4e9XBQEClBuNkt5ss9SFrrqXtlU3klq9i4YNC98tXv37p0bUa59/8xuzSy7JbBoS79+vBBEgQDnShfLqq1PzN622Wuq1ww61z+V02GGpC+Rxx5mNGRNuLR6ffppqn4gv+IcfbjZiRFiqdp6/XwkiQABk5tlnzTbaKHXRXXXV1MWyiKppFkyaYnbmmWYrrJDah223NRs4MCyGLBAgADI3Y4ZZ27ZmK6+cughvuqnZI4+EpQpm6tS5ds01r4dv12rBgkUVX/Fz67jTubZguYrwWHtts9tvT43XQE4IEADZGzXK7Oijl1QDNWli9sEHYam8mzBhlh17bP/w7Rq9/fb39o9/PGa7797Nmuxxj33R+iaziRPDYjWbNCnVI+vdd8MtMAIEQC4GD07V/StEll8+NYZCje0FkmmAjBkz1S64YGAUHHq1avWcffPNpLBYzTTSvEuXJQMHTz89LAEjQADkauFCs7vvTo281sV2jTXMOnY0+/XXsKTbSScNsCOP7GN/+cujtvfePaJ/1+vWW6sO+Jsx41e77bZ37E9/6hEFh8oMHvxdlTLL9MorS8ZyKBTPOCO7p5YyQoAAyI/Jk1OLTP3/fFEzt9nBvnrl07BUTmp6Alm0aLENGDDcDjzwoSg4mjbtafff/3FFhi0Mi9Zs5EirSJwl1XJNm5p99FFYCpUQIADy66uvzA46yB5fv3l0MT/nnOdt1KjJYSmX6gLko4/GWosWT0S/a489ulm7dq9F5TI2fbrZ5ZebrbRSKji0omCfPmEpVIMAAVAQn706zI4+um90Yd9rrx52001DKq7V88JiWZk8eY6dd94L6f/WZ8btHKec8pR98UUtkxyGNNq8Z0+zDTdMBYfGcmid8zlzwpKoAQECoGDmz19kDz30mTVr1iu6yO+//4PWr9+XtnBhDVOFZOmss56zww7rbc89940tXhxurdmnn463u4/sYHOW///uyC1amH3/fVgMy0CAACg4PTlce+0btuee3aMgUTXUe+/9GBYruPHjZ9pVV72afmp57cB/mw0ZEhZDhggQAHVm+PCJ1rLlM+kLeOvWL9kPP0yvUibe1rnze1Xej8XbszFv3gLr1u0j23ffntHPHnzww/bMMyNs8aIsHluwFAIEQJ176aWRUZdcXcz32ed+GzduZnpbHBDqiqvxHKFsA0S/64gjUr9LXYAVTLNm5a+LcTkjQADUi7lzU08FF174os2cueSCHgeEXuefv6TBPNy+LJk87SA3BAiARIkv+PFI8jfeGF3t9pqE7S3HHPNYvbS3lAMCBECixAExevTUqPuvRpNXHhBYW4C88MK3BevxhaURIAASpXJAaKoS/XuPHh9Xuz102WUvp8ecTJs2N9yMPCNActStVYNaXwCyUzkgNPDwgAMesiZNekZdcMPtoTlzFtiUKQRHXeEKl6MwMMIXgOyEAdG//1fRf19xxaBqt6P+cIXLEUEB5FcYEJoo8bjjHo/ee//9n5bajvrDlS9HBAiQX9UFRBwcGsFe3XbUD658OSJAgPyqKSAuueTl9LbqtqPuceXLUdjmQfsHkJuaAkKDADWSvKbtqHtc5XIUhgYBAuSmtoDQNCS1bUfd4iqXI8ICQLniypcjAgRAueLKlyMCBEC54sqXIwIEQLniypcjAgRAueLKlyMCBCistm0H2ZlnPhu+jQTgygcg0Q45pLftsQfddpOIAAGQaARIchEgWfp17nQb+/WrZosXh5sAFAABklwESJYGdT8uavMY9+2b4SYABUCAJFfeAqTyFB7VvUqBQkP70vvyjW3+3BnhZgAFQIAkV96u7GFghK9it3jxInuiwy7RvnwztFe4GUCBECDJlbcre6kERU2+fqt7tH9P3rgn7R9AHSJAkitvV/xSDpBf50yzhy/dwLqdtZz9PGpouBlAAREgyZW3K34pB8i7/S+J9u3V+08MNwEoMAIkufJ2xQ/bPEql/WPaz99Yj3NXsp4XrG6zpvwYbgZQYARIcuXt6h6GRqkEyIt3HRHtw8fPXxduAlAHCJDkytvVvRTCIvTDsBejfXr0yi1swfw54WYAdYAASa68XfFLLUAWLZxvj7VvFO3Tdx8+Fm4GUEcIkOTK2xW/1ALki8F3RPvz7C3Nwk0A6hABklx5u+JnEiCv9zrVPnz26mg+qSSbO3Oi9bp4bet+1vI26YdPw80A6hABkly1X/GzsKwAWbTgV3vw4t9FZR6+bEP7+u37o9HdSTTkkbOj7/lm7zPDTQDqGAGSXDVf8bO0rACRmVN+sFd7tEiXHXD9bjZ+5JCwWL2a/OPn1v3sFazXRWvZnBkTws0A6hgBkly1X/ELRKEx4Ibd00EyuMcJNnPy92GxenHHZfvZ7ac2sM8H3RZuAlAPmjS5xrbd9rLwbSRAvQSIqPpqxNs9o+oshUjP81a1j55tbwt+nR0WrTNPDnjCGm/awM75xza2cOH8cDOAetCwYVNbc81G4dtIgHoLkJga1N8bcEU02ltB8mibzWzkB33CYgU3d+5c+8Mf/mANGjSwl198PtwMoJ5stNFGttxyy4VvIwHqPUBi0yeMtJfu/lu6WuuZm5vaxDEfhcUK5oYbbojC47DDDgs3AahHBEhyJSZAYj8Of8X6t28chYi60b7x0Bk2Z/rPYbG8Gjt2rP32t7+13/zmN/b111+HmwHUIwIkuRIXILJo0QL78rUu9mDrdaIg6XXhmvbZS52irsCF8K9//St6+rj44ovDTQDqGQGSXIkMkNi8WZNtSJ9zrcfZK0ZB0vXChvbO68+ExXLy3nvvRQfneuutZ1OnTg03A6hnBEhyJTpAYpPHfmnP336gnbpfA2u4UQM7+OCD7auvvgqLZW3x4sX2pz/9KXr6uPfee8PNABKAAEmuogiQ2FuDn7KGDbeKLvgrrriiXXDBBTZ58uSwWMYefvjh6LN22mknW7hwYbgZQAIQIMlVVAEiv/76q3Xs2NHWWGON6OK/7rrr2t133511AMycOdN+//vfR5/x+uuvh5sBJAQBklxFFyCx8ePH22mnnWbLL798FAI77LCDDR48OCxWo6uuuir6uX/+85/hJiAvRo9+v+Lm5m/Wps1mdv75q1n79o2sd+8zbUwddk8vBQRIchVtgMQ++OADa9KkSRQGeh199NE2atSosFgV//vf/2yVVVaJXvp3IN8++eRJO+us5a1VqwbVvpA5AiS5SuZIfuSRR2zTTTeNQmTllVe2tm3b2owZM8JiET11qJyeQoBCuOaa7aOg6Nz5UPvxx89s/vy5NmnSaHvvvUesY8c/hcVRCwIkuUomQGT27NnWrl07W3XVVaOA0IHXq1evqLdVTO0d2qb2D7WDAIVw7rkrRwEyvcCDYMsBAZJcJRUgsTFjxthxxx2Xrtbac889bejQoVFDu3pc6T31wAIKRe0dCpDnn7+u4kZlYrgZWSBAkqskAyT25ptv2q677poOkp133jn6p8Z+VH4qwbLNmjXLPvnkk/Bt1ODDD/tVafP4z3+2su7dj4+qsJjpOTsbbLABAZJQJR0gsmjRIuvRo0c00jwOklatWkWz7yIzTz/9tK2zzjrR326//fazkSNHhkVQjREjXrOuXY+0Cy5YvUqYdOiwC08lGZg3b156klO9rrzyyhrbNVE/Sj5AYmeffXZ0EOpORv/cYost7LHHHguLoRKN9j/ooIPSJ7B6remfK620kl1xxRU2fXqy17ZPikWLFtq4cV/Z66/fXXER3DIKkUceOSsshkoGDBhgf/zjH6PjTV31V1hhhejfN954Y3vwwQepQUiIsggQzbCrmXY14+6QIUPsiCOOSF8UmzVrRtVMQKP7zz///Gi0v/5GW221VfQUMmfOHGvfvr2tttpq0fsbbrih9ezZM3rKQ2bGjRseBYjGhmBpX3zxhe2///7p8/OQQw6Jzt/Ro0fbsccem35/r732snfeeSf8cdSxsggQrfGhg06Pw7EXX3zRtttuu+h93d38+9//tl9++aXST5WfBQsWWNeuXdPVVRrtf9NNN0Wj/yv7/vvvrUWLFumTeffdd4+CGcs2derYKEDOPXelcFNZmzRpUlRLED9pbL311vbcc8+FxeyNN96wXXbZJSqj2oSTTz7Zfvrpp7AY6kjJB8jzzz8fHWxabTBs95g/f77dcccd9rvf/S4qs9Zaa9mtt94avV9uNIp/++23j/4OqjI4/fTTo9H+tVFo7LbbbukgUaj88MMPYbGSN23aOPv22zervHfddTtX/E3viMaAzJkzzebNm2nfffeO3XJLsyhA2rdvXKW8qrjGjPmwynvlQDctd955Z5Vz8JZbbqn1HNQTb/fu3W399dePfmb11Vev+Htft9T5jcIr6QDRQbjNNttEB9kTTzwRbk6bOHGinXXWWem7H/2MgqccaNT+UUcdlQ4Bjer/8MPML2Q6mVWNpeos/byqt6655pqouqvUaXDgCy90SDeSjx+/ZDGyyo3m4Usj1D/+uOrxeNNNe0fb7rrrCPv552+qbCtVL730UroWQDctLVu2tAkTJoTFajRt2jS75JJLouppfcaWW25p/fv3D4uhgEo6QPQ0oQNLPYcy8fnnn0dl44vpoYceWrIrFKo3S5s2baIGce3rZpttFo3m91KD+uWXX57+vM0339z69Kn7te3rykcf9U83iJ9zzm9swIArqjTs/vTTFxXvtbEbbtjdWrdeJypzxRWb2H33/dNGjly6uu/LLwdWfN4W6eqtxx+/NHpyKUXffvut/fWvf02fZ3/+859zaoccMWKE/eUvf0l/XvPmze3TTz8Ni6EASjZAdCejx2E9VSgYsqGnFVV56WDU3Y1WKiyVxaZ0kXvggQeiwVnaP43av/rqq6NR/PmgLr5HHnlk+mRu2rRpxcW2dCYPVJXUrbc2Tz9NdOlyeMUTw4iwmMv8+XPsueeuTT/RXHrp+jZkSI+K/2el0UlBTwyXXXZZ+iZDPSH79esXFnMbOHCgbbvtttFn67w/88wzo9oFFE7JBogOHh1IapjzUB/066+/Puq5pc/ROJL77rsv62njk0Sj8ffYY4/0xf3444+PRu0XwiuvvGKNGjWKfo+qJ84444yKC23xTuuhcRu9e7eqOJ5WiC7u7dptGz01FMKUKT9az54npUOqQ4ddl2pjKSbxWCwNCNTxoGrOa6+9tiDVnKq2vv32223ttdeOfpf+edttt9XapgK/kgwQPb7qoqWGuVzvQMaOHWunnHJKevyIpkIptvVDfvzxRzvppJPSwaHR+W+99VZYLO/UQNqlS5d0r64111zTbr755qV6dSWZRo0PGnR7xVPo2tHFXP/Uf9fFaPJRo4baDTfskQ6S7t2Ps0mTChP4haLjrPJsECeeeGKddLTQea8Bw3G7pp5MXnjhhbAYclSSAaKxHTpo1MMqX7R2erz8rV6a0TfpU8HrDk93evG4Dd0B6k6wrsdtqIvmueeemx5Xoi6azz77bFgscfSEoScNXbz15KEnkLoeQa4qx6FDe9lll20UfY/zzlu14m93dUUI56fKsVD0ZKsn3Ph80ZPv22+/HRYruM8++6xKu+bhhx8etZkgP0ouQDS6XAeKqk/y/diqk/mhhx5Kr2SoaeP/85//JHJWX9Utq45Z31N1zpdeemlUB12fvvzySzvggAPSJ7PWth8+fHhYrN6pTUNtG/Gdv9o81PZRn+bOnWFPPtk2PctvmzabRvNqJY3a0tSmVnlGbLW51ffI8ccffzzqpaXvpHbN1q1bl0y7Zn0qqQDRHXd80dRAwUJRYCg4FCD6XQoUBUt9nySi3izq1RJfpDXqXr1ekuTJJ59MT1MRr20/ZcqUsFidmz17qvXv3zrqMaWLtHpZqbdVkvzyyyi7++6j0uHWqVOTxIwfefTRR6PefPFNi3r5JWnuKo0T6dChQ5V2zW7duhV1u2Z9K6kA0WCi+KJZF1SFFS9OpZequFTVVR/U60yj6eMlftW/Xv3sk0rtIDfeeGPOa9vng+aqev31blGvJ12U1QtK4zs0ziOpvv56cHrRKo0r6dr1NJs4sfaBn4WicUP77rtv+jzQuKJlrQpanzRy/V//+le6XVOzdBdbu2ZSlEyAqKFYI1J15/PNN3U7EEsHX7zOiA5KNbqr8b0uqJpOI3fVZVm/Xx0HNLJXDdjFYNy4cdHa9vHJrLXtX3311bBYwWhqjMMP37nipQvxctaz58k2dWpxTI2xaNGCimOvq1188TrWtKkG0q1hHTt2rLNOCpqpQDMWxDctmslg0KBBYbHEevfdd6M5teLgO+aYY6I5t5C5kgmQs1ueGB0EGplaH3TnrG6+8bTxekxWN2B1By4UzRUUj7RXbxN1WVaDdT7oe6vNQn3rNfupXuoOGf+73tf2fO2f1rbfZ5990iez1rb/7rvvwmJ5U3lyvlVWaVBxR7qXffttcU7ON3PmZLv22qqTXz711FNhsbxRQGmONPWq0+9TLzvNoZavmxZVNWlSRfWaKvSxp2pnfWbcrqkZp//73/9G699g2UoiQL7/eqgdt89ydsDuG9j0em4oVsOcBh7G0ytoQGJt06h4aHS8RsnHF1vNXqoTLhe6WN9///1Rd9+GDRumPzuTl8rr5/TzuV70e/fuXWVt+3yvAaELgy4Q8dT0pTQ9eDj9/oEHHmjDhg0Li+VEszIroPT5Cqzzzjsvmr05F+oVde+999oJJ5yQHsCb6Stfx57aNa+66qp0u+Ymm2zCqqUZKP4AqTjxn7xxT+vasoG982L3cGu9CS/y6kqY7Yj4kBqaL7roonQ4qSFa6yZ4aWCfujprNt3wxFTvGU0JoeolNYZqfqv4pf/W+9oej2iv/NLn6XO9Awd1kdfa9pUv8uHa9h4KJ10Y9JlxOCWxB12unnnmmfRNQL4u8gqiyuGkf88lnPQEqAbteLBp5Zf+f+umqD6OPYXQP/7xj/Tn7b333vb++++HxfD/ij5Avhnay7q1amBPdNglkVM+aFLGytVMmrQx28GNqh7THVrl6jFNTe99hNd0I2pwj6eU0Et3leoNpR5S2XZvVHn9nH4+vjvVS5+v3+NdwbByNZNeWtveswaELgCVq8f+/ve/53S3WgxUzdSpU6cq1Ux33XVX1tVMCh4FUFw9pmDSU4iX/v+pkT1u89JLbSfqZq6xQdkuUlaoY++1116zHXfcMfqsuF1T7XWoqqgDZP7cGdb78o2t21nL2bgET/Wghm5N7Fi5oVt3SZmMU6nuQPY20Kunlu7e4tG56gGlAX6ei3Jt9Hn63LiHlX6ffm82M61WVnkNCL20BoQ6TSyLTvhTTz01fbHS37EuG+iTQHfilRu6GzdunFFDt4JGgVN5FoHq1obJlLqXVx7Qp6eHtm3b5lz1GsrnsRffuKmHoD4r1xu3UlTUAfL+gDbR08egbseGmxJJC1bprii+gKurbU3jVdRFOHyU9nYRVtWPGjnj+YF0UVB1QK7VGsuiz9fviS9C+v36Hp6qqGzWgIjX0q7cRfiee+6ply7CSaEJLSt3tf3b3/5W4925AibbtWFqomOg8pQimoVAnU0KfRHO57GnquMLL7wwb1XHpaRoA2T6L6Ps/nNXtp7nrWozi2x+IN2NxdOt6KVxK3HX43w35im04hUZdTFQT626HrSn36ffG98F6/t4V3+sbg2IymvbVx6kqDI68et6f5MsHOxXeW37cG0YBU42a8OE9LQXtznpqbtz585ZV6HlKp/Hnto1tcRu/PfJR+eVYle0AfLyPUdHTx8fPtMu3FQ0dOGrPN2ITti4YTAf3Qn1OB93T1Q7jLrK1if9/rg9SN8rl6ozBW7lNSA0DqdyNZdO9CROk5IEmm5Ea9vH043oqU7HXuW1YRQ0Xnpa1E1QfNFW76ps2/3yLZ/HnrrP60lKn6UnK7XTleuyukUZID99PTgKj0fabGoL5vkvsEmgKhhVxcRPHHrlY0CTGiTjSRQ1A2pSehvpe+j76Hvp++U6qWLlte31qmktbSxNa9vr4h7/7fTEluvaMJpOKJ6dQVWImuInKfJ57MUDeONqUg2ALUdFFyCLFy20x6/ZIQqQke/775KSRsvC6kBU1Vau1F1VvWbUeKyGzyTS99L30/fU982FTmYFsO4GvY285SyullGjeS7UI0ptdfosjedI6hNgPo893axofzVJaDkqugAZ9nrXKDye7tQkGgNSKjTqVgeiGtlzoQNaJ4ZeGjuRZPp+8XfN9alBjaSqkkH21GtJx57aj7x0dx+Hh7pbe8dh1JV8HXuaol77rKeuclRUATJv1mR7qPW61v2s5e2X0fVbn59v+QgQ1evq0Vx3V0kPj5i+p76vvncu9dIEiF+uAaIeVfE0/QqPbMdy1Jd8HHsESBEZ2veC6Onj9QdPCzcVvVwDRD1L4h4vSa22qom+r763vr+3hwwB4pdrgMTLR2ucTaG7hudbrsceAVIkpowdZj3OXtEeuHANmz2t9EaE5hIg6tsed9VVI2Exihs3tR+evvoEiF8uAaI5qPSz6slVF0vVFkIuxx4BUiReuOPg6Onj05eK6+46U7kEiAZI6WfVTTEpva2ype8dd7PU/mSLAPHzBogWKlN3c3VeKOYR/rkcewRIEfj5u3ei8Oj7n61s4YLCjmCtL94A0RQNuniqz319j/PIlb6/9kP7k+3UEwSInydAdKceT02irr/FznvsESBFQKPOn7/9QBs74rVwU8nwBojm+dHPabRtKdB+aH+0X9kgQPw8ARJ3O9dsuqXSddpz7BEgSARPgGguI1UfaL6fYmu8rIn2Q/uj/apprqbqECB+2QaIBr/Ga7a89dZb4eai5Tn2CJCEUBVVba9S5wkQldXPaNK4UqL9yfZvQYD4ZRsgXbp0icprDrdSk+2xR4AkRBgY4avUZRsgGqiluYs0lUKpPH3EtD/aL+1fpgPSCBC/bAJEkyGqy6vGT2iG31KT7bFHgCREuQRFTbINEK0novI6+UtRfFHTfmaCAPHLJkC02qHKakXCUpXNsUeAJAQBkl2AxMvQekfQJp32S/un/cwEAeKXTYBoHRGV7dOnT7ipZGRz7BEgCUGAZB4gWo5VZbW8aCmL1/XOZPlZAsQv0wDRZImasVcNzdUt5FVKMj32CJCECNs8yqn9Q7IJkHj0r9aBLmXaP+2n9ndZCBC/TANE21WuRYsW4aaSk+mxR4AkRBgaBEjNTjrppIxO+GIXX7C0v8tCgPhlGiDxOIkHHngg3FRyMj32CJCEKKewqE42AaIlW9ULZtKkSeGmkqL9035qf5eFAPHLNEC0aJLKaSGqUpfpsUeAJAQBklmAqO5ZA5023njjcFNJ0n5qf5dV506A+GUSIOq+q66tWtu8XGRy7BEgCUGAZBYgw4YNi8o1b9483FSStJ/aX+13bQgQv0wCZMSIEVGZJk2ahJtKVibHHgGSEARIZgESL6HZsmXLcFNJ0n5qf5e1ahwB4pdJgAwcODAqk808UcUuk2OPAEkIAiSzAHn00Uejcpdeemm4qSRpP7W/2u/aECB+mQRI3759ozKtW7cON5WsTI49AiQhCJDMAqRbt25Rufbt24ebSpL2U/ur/a4NAeKXSYB07949KlMKU7dnKpNjjwBBImQaIPEUJp06dQo3lSTtp/Z3WdNKECB+mQRIfNwV23LJucjk2CNAkAiZBghPINUjQPwyCRCeQKpHgCARMg0Q2kCqR4D4ZRIgtIFUjwBBImQaIPTCqh4B4pdJgNALq3oECBIh0wBhHEj1CBC/TAKEcSDVI0CQCJkGCCPRq0eA+GUSIIxErx4BgkTINECEubCWRoD4ZRIgwlxYSyNAkAjZBAiz8S6NAPHLNECYjXdpBAgSIZsAYT2QpREgfpkGSHxRZT2QJQgQJEI2AcKKhEsjQPwyDRBWJFwaAYJEyCZAhDXRqyJA/DINEGFN9KoIECRCtgESTy2hk78UxRe12qaRqIwA8csmQJ555pmo7EEHHRRuKhnZHHsECBIh2wD5+eefo26Va6yxhk2ePDncXNS0P9ov7Z/2MxMEiF82AaLuvJtssknUQ+mjjz4KNxe9bI89AgSJkG2AiMrqZ6655ppwU1HT/mT7tyBA/LIJEOnSpUtU/ogjjgg3Fb1sjz0CBIngCZCRI0dGA53UqFkqTyHaD+2P9kv7lykCxC/bAFED+qabbhr9zFtvvRVuLlqeY48AQSJ4AkQ0N5F+Tn30S0E81iDbOZcIEL9sA0R69uwZ/UyjRo3s119/DTcXJc+xR4AgEbwBMmHChOjiufzyy9sHH3wQbi4q+v7aD+2P9isbBIifJ0AWL15s++23X/RzpTDFu/fYI0CQCN4Aka5du0Y/u80229jMmTPDzUVB31vfX/uh/ckWAeLnCRD59ttvbZVVVomqfF599dVwc9HI5dgjQJAIuQSI7gYPO+yw6OdPPPHEcHNR0PfW99d+aH+yRYD4eQNE4lkR1l9/ffvhhx/CzUUhl2OPAEEi5BIg8ssvv0TdK/UZxbbsqL6vvre+v/bDgwDxyyVA5Mwzz4x+fscddyy6zhy5HnsECBIh1wARjaBdbbXVoj76vXr1Cjcnkr6nvq++dy6j6gkQv1wDZN68eXbAAQdEn7Hnnnva9OnTwyKJlI9jjwBBIuQjQESrp6244orRK+khou8Xf9faVn3LBAHil2uAiNoR9t5773SIZDIIrz7l69gjQJAI8RQR+TgQe/fuHZ0YurtKanWWvpe+n76nvm+uVl99dVt55ZXDt5GBU045JTr2Hn744XBTVjTZYhwif/jDH2z48OFhkUTI57H3yiuvRPu77777hpvKAgGSED169IgORHUl1B1hrnXJzz77bPRors9UI2FSemfpe8SNlvp++p650HQaOnn1eeoNhOz9+c9/jv5+a665pt1zzz22cOHCsEjG5syZE90E6fM0JchDDz0UFqk3+T72FLjrrrtu9Hl6nX766TZ+/PiwWEkjQBJCJ23Lli2jk04Ho0bE3nXXXdHcQ16q1/39738ffZ66Kdb3OBH9/ri7pL6Xt95ZVEWiE1aBq8/baqut7MEHHwyLIQP/+9//7MADD4zuyvW3VGN4Lt1yFy1aZFdddVX6/80JJ5xgEydODIvVqXwee++//376SSs+9tZaa610COsJp1QGVy4LAZIwujCeccYZ6ZOvcePGNmjQoLBYxtSzJO7iq8/UaNspU6aExQpKv0+/N94nfR9PjxfRidmpU6foRM1X0CJFF8Z99tknfWH8+9//vsz1MGqjEIp7Bmot9c6dO9f5/6d8Hnvjxo2zU089tUrQvvbaa9E21Ricd955UbWYtmk9kaeffjr4hNJDgCRU5aoZvbQOQ6bz84TUt10DpNTQHF90NWlcrtVky6LP1+/R79Pv1e/X98i2r31M7UTxQj86UXXCFnofypHaBeILv9qVrrzySncVqP7/tGrVKqpe1OdtvfXWdt9990U9twopn8eevusNN9xgv/3tb6PPUrVVTVV9w4YNi6a6j89b/bveK1UESMJp4Z7NNtssOhg1xfQVV1zh7iapKRo0z098Mqu6TO0tuTzOV0efp8+Nq+P0+/R7s5kiorKvvvqqykmp6pZSPimTYNasWfbf//43Gmmuv/nGG28cVRF6LsDyySefpKc+0WujjTaytm3b2hdffBEWzUm+j70BAwbYH//4x+iztBrjhRdemNETvJ4+VLWln9PNzvnnn1+SNzsESBGYPXu2tW/fPuqmqgNyww03jCazU12zh55k1F1YgRSf0DrYtQ60unKqN002VF4/p5+PT5o48PR7vE9OOuF04sXVAvrsp556KiyGAho9erQde+yx6f+ne+21V043HPrZo446Kl0NpNf2229vl156adSone3NUaGOPQXb/vvvn/68Qw45JOteZapuVXtI5epWPQXVdTVeIREgReT777+PGiTjg1pLbqofupfaW7TqWrw8buWX7hCbN28e3b21adMmqg6IX/pvva/tKhf+rD5Pn+sdC6ATTCdaXP2gu8mOHTuWTcNkEr3xxhu28847R/8/dPE/+eST7aeffgqLZUzB1KFDh2g23/D40dOOLt71cexNmjTJzjnnnPRNi6rcchknIuqZVbnDhwIzl3bNJCFAitCQIUNst912S580LVq0yHkeIjWWal6jk046Kd3OkOlL5fVz+vlcGl1l8ODB0Qmmz9UJp4tFuXWNTCrV+Xfr1i2a90r/fzT2RiGg9UFyMWLECLv33nujmyONHwmPr9pe+Tr2dNOiRn419utz1avqlltusfnz54dF3T788MMq7Zp6Ehs1alRYrKgQIEVK1Vc6aTbYYIPoYFS/dt2hqR9+Pqjh8Msvv7SBAwdGdd963Xbbbel/1/vanq/GUJ1IOqHik6tJkyb13u0Y1VO1UevWraM2Af2/2nLLLa1///5hMTcFkqqQNDtDXRx7L7/8cvpJSDct6k7vbTPJxKOPPlqlXVNPVTNmzAiLFQUCpMipzvjyyy9Pt2dsvvnm1rdv37BYYunEUWOqevvo+2ulu0ceeSQshgTSk8Phhx+eDn1VK3322WdhscTSdPR//etf099fAyo//vjjsFhBqF1T66jE7ZqqjnvggQfcnRTqCwFSInQyHHnkkemToWnTpnV2MnjoRNF8RHE9tk4knVA6sVBc9ESw7bbbRv8f1etJ3Xbre+BgbXTTddlllyXipmvMmDF2/PHHp8/bPfbYI6d2zbpGgJSYun4c9xg6dGh0osQnzXHHHRedSCheaiu4/fbb02ON9E/9dz7bEHJV6GrfXGht+V133TV9TmjKlVzbNesCAVKCwgZBdSO8+eab670X048//hg1eMYniU6YN998MyyGIqYnj8oDB/VkoieU+qYLdOWOJ0m8QCvgNCde5YC79tprExFwNSFASlh1XRJznUDOQ42iOhHUa0ffQ714dKJ4x7Eg+dQWojaR+IKtthK1mdQ1dX0vtiqiadOmVali22KLLaxfv35hsUQgQMqAeqzEC/7odfDBB2c9KMpLB75OAP1enRAaMKYTBOVBvbPUS0v//9VrS723sh2o6hEOvi3GRurqGvk1oj9JCJAyohG7ladl0OjdTKZl8NCB3qxZs/TBf8QRR9g333wTFkMZ0BOoxovET6DrrbdeNJ6kurmk8qGUusnKSy+9ZNttt120P0lr1yRAyozaQW688cb0XEG1TQznoZlONYVEXAeuA18nAKCR6xrBHk9jopHtGuGeL+FAvVwmIE0atWveeeedBR3o6EGAlKlwauoddtghpzUgdCDfeuut6XURdKDrgC+leX+QH++++240p1Z8oT/mmGOiqU28wrVhcl0CIcnUrqnp6SvPbpzrVCu5IEDKXD7WgHj++efTi/XowNYBrgMdqInaIjSqXPNe6bjRrL+a/VezAGequskKy2VtmOome/z666/DYgVHgCBS3RoQy6o31gF76KGHpg9iHdCff/55WAyokdYZ0eqF8UwEOgYzWZtd06WzNszS081fdNFFBWvXrA4BgjTd/bVr126Za0CoF40O1HguJE2A98QTT1QpA2RDT716+o1vRrRkrJ6OQ+GCTawNU/2CV5qcMl/tmrUhQLCUmtaA0AGpA1O9aPS+Dtjrr78+b5PaAVoiVkvF6vhS+5za6dReV93aMOWwZGw29Hc65ZRTql1yt1AIENRIPWR22WWX9Mkc9wDRv+tAHTt2bPgjQM50o6KegbqT1vGmsRwala1/V+9BtXvU96wKSfbee+9FT3DxDaA6FShcCoEAQa00Wrx79+7pE1h3NTpAgUJTXb6WkI3vqNXTirVhMqe2pLi7vub8KgQCBBnRwCVNPwLUNVWfapJQZE8BrADR4MpCIEAAoERp6iAFSJ8+fcJNeUGAAECJIkAAAC4ECACgWpouSCuRhmO1YgQIAKBa8cqemqiyOgQIAKBaBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBxUESDrVQTEuBoC5OqKANH2AQQIAKCyfhUB0qUiIGbWECBDKgJE278hQAAAVVQEiFUEhNUQIFYRINF2AgQAUAUBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgct11ZvvtZ7ZwYbglZeBAsx12MBs1KtySFwQIAMCFAAEAuBAgAAAXAgQA4EKAAEApmTbNrH17s512Mlt99dRrxx3N2rUzmzo1LJ0TAgQASsXw4Wabb57qulvdS9tUJk8IEAAoBbNnm229dSoodt7Z7MUXzWbONJs1y+zll8122SW1TWVUNg8IEAAoBXfemQqIRo1SwRHSe9ttlyrTuXO41YUAAYBS0KxZKhz69Qu3LNG3b6pM8+bhFhcCBABKwTrrpMJhwoRwyxLjx6fKrLtuuMWFAAGAUrDiiqlwWLAg3LLE/PmpMiqbBwQIAJSCTJ5Afv6ZJxAAQIA2EACAS9wLq3HjVNfdkN7TNnphAQCqUEA0bJgKiN12S4390Hsa8zFoUOo9xoEAAKqlUeabbZYKiupe2sZIdABAtTTf1dVXp+a/Wm211EuLSjEXFgAgKQgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALj8H/JybBGJ9JFuAAAAAElFTkSuQmCC)
PN: 8866-3-02
CAS: 851975-11-6
Molecule Weight: 327.28
Formula: C14H8F3NO3S
![1-{4-[(4-Chlorophenyl)thio]-3-nitrophenyl}ethan-1-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABX0AAAV9AE7vbvgAAACiHpUWHRtb2xTb3VyY2UAAHichZVpj5swEIb/ysifGxsbwhGFrKKsKlXa7UrNVuq3ygEnQeJYAZvj33fMkQ2BQiAaH+8ztvGMvXy6JDGcVF5EWeoTTg0CKg2yMEoPPvn9/n3mkqfVMkARCtPCJ8ey/Fgwdj6faXBUibxkKQ2yhNT9i0sRdTRnk2b5gQnD4OzP68u2YmZRWpQyDRRSRbQoqsaXLJBlNYv/DMESmZ+ilNVyluSn2ttfYejXoJciJF9r2WDfGlHYR7GCfZYnsoSTMCi+xjc4qFTlslQh7K7YbFIL175avj5nwWei0hKL2kMUyHhb5p8BNiRZrIJPdIaFH88+STgCssySdZ7LK+iSbpYcpABpgrRAzkHaIB2QLkgPJDfwj/0cBRwVHCUcNRxFHFUcZRx1Qu9DrPRE3q8fClcDG3iDTfNsb6VNfCv+RMEbqVcab44yPyBnwNTDYcYBh7sInwhq244F+CkMnOmcmqbltLWmrysZ7OPImQ7gZ8Yfeu9Um1rjuzE2gq4FLkoEb2oErjij1olBHQdtWxXU5Nqa1HC1tagttEV/nrY29UxtHepUeo8Kq5oLOuCDDa2yJVuP7Qit57a91mEAsFsErJa7LA3vihCFPtlxUoXGL7UvRBMdBLI8VDkmnHagpfeA6AI6lm6AGALMHmCNj2B1AR2nN2A9BMy7gI7qccDuAjoHxgGnC+iMGV+D2wV0fo0DXheosnF8Trq/s3VV9k4wj9tdZfsE87Dj9ekwvhpuDjDWxDgP+16fPhPMvP/ZphC7t5d8Ilz4w/bX5+EE4/aieBLxBoaZiDPxGATVET3BPAaBWx/p/SRmd0cGay8YLPYuH3Z3MzG8j1f/AIxrMgB82XEJAABDsklEQVR4Xu3dCbxV4/7HcTQPopRSuKYkZFYp3Ix/QnFFuVISKaFCRQMhV0SmIkOjBilzbqRE3AbpKtKlQSqi0jyPv//5rd1a7fOcs2uvZ6+1zx4+79drvW6d51n7nLOvnu9ez3iAAABg4QDzCwAAxIMAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEVg444ADn2p946wFIP/zLhpV4gyHeerEsXLhQOnToIKeddpoceuihUqxYMfnb3/4mderUkYcffljmzJlj3oIgzJ0r0qaNSLVqIqVKiZQsKXLiiSKtW0fKACFAYCneYIi3Xn6effZZKVy4sPcasS4ErFcvkUKF9P+8/C8te+op8y5kIf71wUq8jXe89UzPPfecc9+BBx4ozZs3ly+//FLWrFkjW7dulV9//VWmTJkijz32mJxyyinmrUjE889HQiLnfZeWLUWmTxfZsEFk0yaRb74Ruf32SJnWeeEF825kGf//sgGJPxjirRdt8eLFUqRIEee+YcOGmcUIy5IlIkWLRsJh4ECzdC8t0zpad+lSsxRZxN+/bGCPeIMh3nrRHnzwQeeem2++2SxCmLp0iQRDo0ZmSV7XXx+p27WrWYIs4u9fNrCHGwzxXn6ce+65zj0TJ040ixCmnPfdCYVPPzVL8vrkk0jdWrXMEmQRf/+ygT3MgNjf5Ue5cuWce1atWmUWIUxly0ZCIZ73feXKSN3DDjNLkEX8/csG9og3GOKtF82debVjxw6zCGHKed+dUIjnfd++PVJX70HW8vcvG9gj3mCIt140nkBCsny5yIIF5lf34gkEPvn7lw3sEW8wmPVmzpwpbdq0kerVq0uJEiXkiCOOkEsuuUTGjBnj1WEMJGCrV4u0aydSpIhI8eIi69ebNSLcMZDx482SvHScROvWrGmWIIvsvwUA8mEGQyxmPQ2Hvn37yqxZs2Tjxo3OU8anOY3R6aef7qwsV+4srKZNm3r3wcLOnSKvvCJSvnyksderatXImo78PPRQpM4NN5gleelMLa2rM7eQtfbfAgD5MIMhlnjrLViwwNmqRLnrQHQR4ciRI42aiMvnn4vUqLE3OHQrkkcfFdm82ay5V8777jylaP2hQ83SvYYMidTRdSC6dgRZa///soF8xBsM8dbT0Dgsqj/9mWeece7TEGnRooVMnjxZ1q1bJ9u2bXPq6kr0xx9/XE499dSoV4n4/vvv5a677pIJEyaYRZnvl19E/vGPvcGhl66niXfBX8777tyjq83vuCOy+lyfWDR4ZswQadVq70r0Pn3Mu5Fl9v8vG8hHvMGwv3pr1651timpXbu2dOvWLVdZr169pFChQt5rxLpM7du398quvfZa5+km4+l2I9qdVKzY3uA45xyR//zHrLl/PXuKHHRQ7hCKvrTsiSfMu5CF8v7rA5LADIFLL71UdmqfvWH+/PlOINSoUUPKlCnj7MZ79NFHS926deWRRx6RH3/80bxFfv75Z6lZs6b32nqPjqusjzV4nM527450KVWuvLeBr1Qpst2IltnSXY51510dM9HurxIlIn++885IGSAECArY8uXLZcSIETntX2V5VPvoA7I7p/EcPHiwM8vLDZJKOQ3roEGDnLKMMHVqZCW4Gxw6JtG5c+xZVkDACBCkhM8//1yOOuoo88sJ27Bhg3Tp0sV5CnGDRGeC/cemaydV/PabyC237B2L0Kthw32v8QBCQIAgJWj3kjbyYdGDqf7xj3/k6jbTzRqXxju4nAq2bhV5/HGR0qX3BoduZ287WUAXFnbsKPLYY2YJEBcCBCnhk08+cdaChE2fdHQ8xQ2RUqVKOeeKbNmyxayaUn4YPVp+PvbYvcFRrpxI377xbTti0m1IevcWOeSQyGvpk0yK//5ITQQIkkqPon377bedJwI9HOq3336TgQMHSpUqVeTf//63WT0UOlj/8ssvO9OG3SDRY3JHjRplVi1wuuCyXr16clnOzzgo59qme0/dfXd8243k56OPIoPhbhBpiPTrZ9YC4kKAIKl0/Ubjxo2d8Q7dNFEHua+//nqZNm2aWTV0q1evlnvvvdc7vEqvCy+8UP773/+aVZNu5cqV0qpVK28ac7mc68VLL5VN+cw6i8v//idy+eV7g0OPpdXTBVesMGsCcSNAkPXmzp2b07Ze7oWINtq35zSuKwqgcd2+fbtznK+uynd/nhNOOEE++OADs2p8ovfBcsMjJyQlBUIS6Y8AAfb46KOPpGrVql7Dfcghhzgr4rVRT4Zx48ZJtWrVvO+v616eeuopZ/W9b+4+WLq63w2Ov/1N5K23zJqANQIEiKJh0bt3byc83Ib8xBNPlLFjx5pVA6MLH+vXr+99v4MOOsjZvuXPP/80q8bH3AerVKnIPlgMlCNgBAiQD13g2LJlS6cxdxv2K664Qv6nYwkB0W1c7rvvvlxjMLrC/ttvvzWrxifRfbAAnwgQYB/0/JILLrjAa+C1sdetVdasWWNWjduuXbvktddekwoVKnivq5MKhg8fblaNT377YOnZHum8WBJpgQAB4qDbyuseXG6DX758eenfv3+++3ftyxdffCFnnHGG9zp6qJbu6bUp1hkd+7J7t+zMbx+sQYMS2wcLiBMBAsRp8+bN0qNHDylZsqQXAKeddppMmjTJrJrHokWL5IYbbvDu06tJkybO1vQ2vpk6VXrVrCmT3eDQp48HH2QfLCQVAQL4tGTJEvnnP/+ZKwx0LcsvOgZh0FMXu3fvLsWLF/fqnnXWWc75JjZ04eUtt9zinJNyTs5r9cm51rAPFgoIAQJY+vrrr+Wcc87xgkH38uratauzgaN688035cgjj/TKDz/8cHnjjTecMRC/dNW+HqBVunRp7/VOOeUUmWO7DxYQAAIESIBuDa9bsehW8W7DroPjuvjP/XvRokXlgQcecE5UtDF69Gg55phjvNfTLVj0XPkdNvtgAQEiQIAA6G7CnTt3dsLCbej1Ov/882XevHlm9bi4+2C5r6Vbv9x9992yynYfLCBgBAgQID1B8dhjj/UafR2raNasmfz+++9m1ZjMfbD00hMb8zt9EShIBAgQgs8++8wZo3ADQAfRdaB9X3QVfJ8+fYLbBwsIGQEChETHKF566SUpV66cFwi631Z+dCv7wPbBApKEAAFC9uuvv3rBoAsJo+W3D9Ztt91mvw8WkEQECBAynX3lBoRO/VWB74MFFAACBAhZdIDoAsJA98ECChABAoQsOkCizxtJaB8sIAUQIEDIogPEvRLZBwtIFQQIELLoANHDqb766iuzCpCWCBAgZOYYCJApCBAgZPnNwgIyAQEChIwAQaYiQICQESDIVAQIEDICBJmKAAFCRoAgUxEgQMgIEGQqAgQIGQGCTEWAACEjQJCpCBAgZAQIMhUBAoSMAEGmIkCAkBEgyFQECBAyAgSZigABQkaAIFMRIEDICBBkKgIECBkBgkxFgAAhI0CQqQgQIGQECDIVAQKEjABBpiJAgJARIMhUBAgQMgIEmYoAAUJGgCBTESBAyAgQZCoCBAgZAYJMRYAAISNAkKkIECBkBAgyFQEChIwAQaYiQICQESDIVAQIEDICBJmKAAFCRoAgUxEgQMgIEGQqAgQIGQGCTEWAACEjQJCpCBAgZAQIMhUBAoSMAEGmIkCAkBEgyFQECBAyAgSZigABQkaAIFMRIEDICBBkKgIECBkBgkxFgAAhI0CQqQgQIGQECDIVAQKEjABBpiJAgJARIMhUBAgQMgIEmYoAAUJGgCBTESBAyAgQZCoCBAjZqlWrvAAZP368WQykLQIECNFnn30m1atX9wKkbNmyMnjwYNm9e7dZFUg7BAgQgvnz50uDBg284DjwwAOdy/17zZo1ZerUqeZtQFohQIAA6XhHp06dpGjRol5Y1K5dW6ZNmyYLFiyQa6+9Nleo3HLLLfLbb7+ZLwOkBQIECMCuXbtkwIABUrFiRS8gqlSpIkOHDjWryoQJE+TUU0/16pUqVUoef/xx2bJli1kVSGkECJAgnVl19tlne4FQvHhx6dq1q2zcuNGs6tm5c6f069dPDjvsMO++Y445Rt5++22zKpCyCBDA0pIlS+Smm27yAkCvRo0ayS+//GJWjUlnaN1zzz1SuHBh7zX+/ve/y6xZs8yqQMohQACfNm/eLD169JCSJUt6jf7pp58ukyZNMqvG7ccff5TLLrvMe71ChQpJq1atZOXKlWZVIGUQIIAPI0eOlKOPPtpr6MuXLy/9+/d3uqSC8MEHH8gJJ5zgvf6hhx4qffr0ke3bt5tVgQJHgABxmDlzppx//vlew16kSBFp3769rFmzxqyasG3btslTTz0lZcqU8b5ftWrV5N///rdZFShQBAiwD8uXL5eWLVvKQQcd5DXmV1xxhfz0009m1cD9+eefctttt+X63ldeeWVSvjcQDwIEyIc+BTz99NNyyCGHeI33iSeeKB9//LFZNXTffvttnqefDh06hPL0A/hBgACGDz/8UKpWrZprHOLZZ58t8HGIESNGyFFHHeX9XBUqVJBXX301sPEXwC8CBNhj7ty5cvnll3sNtM6EuuOOO2TFihVm1QKzadMmeeSRR6REiRLez6kzwL744guzKhA6AgRZb/Xq1XLvvfc6XUNuo3zhhRfKd999Z1ZNGYsXL5YmTZp4P69eN9xwgyxatMisCoSGAEHW0q6fl19+Oc9q8FGjRplVU9ZXX30lZ511lvfz6yr4bt267XMVPBAUAgRZaeLEiVKjRg2v4dX9qB577LG03I8q1j5cb775plkVCBQBgqyycOFCue6663J1/TRt2lSWLl1qVk07uhNwx44dc+0EfN5558n06dPNqkAgCBBkhQ0bNshDDz0kxYoV8xrXc889V6ZMmWJWTXvz5s2Ta665xvs9ddv45s2by7Jly8yqQEIIEGQ0PflPTwA84ogjvAZV/zxo0KDQTgXUzRTHjRsnL774orNnVvfu3eXWW2/1Lv27fl3LP/nkE/n111/NlwiEHp8bfRriwQcfLP/6179k69atZlXACgGCjKVPF3ryn9uA6tOHPoWsX7/erGpNn2w0LDp37iy1atXK9YTj59JpuXXq1HG2gdfzQnTDxiDs2LHDCSo9Stf9Xscdd5y8++67ZlXANwIEGUdP+NNxjegjZPUkQB3/CII27m+99ZZzZG30eIN56aI/nQ5cr149p0tJnz70f/Xv+vUjjzwyzz3RgaLTdMeOHeuEQKL++usvadOmTa5t4y+++GL5/vvvzapA3AgQZAydQaUn++mMKreR1JP/dMZVEDSA7rrrLqcryGzwdTFfu3btZMyYMTJ79uy4Z3NpGOnZHzp1uG3btnLyySfnee3DDz/cmZobxNbuP/zwgxMc7mtroGiwaMAAfhEgyAh6kp+u4XAbRl3boSf+BbHNhwZC48aNnZXp7uvrn3XV+pAhQ5yFiEHSTRR1i/jo/a/00mDUPbD++OMP8xbftAtLu7Lc19YurhdeeCGQpx1kDwIEaU1Xi+sJftGfqPWEvyAadf1Uroc6RQeHDsDrJovayCeDDsjr1Nzord31z3pGSKKNvW4YqYPq0U9UOuj+6aefmlWBfBEgSEvanaP7VEU37nqin+5nlSidnaVPL9EDz7q54uuvv+40ugVBA/HRRx+VcuXKeT+TLoScOnWqWdU3nd6r03yjx4yuvvpqZzowsC8ECNKK7oirO+PqDrnRjbvuoBsEfbLQMzeiP+337t27wHfidWlw6hkhbmOvT1y9evUKZEryN9984yw8dH93nSDwwAMPOAsUgfwQIEgbo0ePdk7mi27ctTspqKcC7bqJ3g5EZ0EFMd4QBp2ifNJJJ3k/q4ZeUAPhugVK9AwxHcR/6aWXnC1TgGgECNJC9PYjekKffgoPchxCN1V0u8N0TEAHx1OdbpjYrFkz733RcA1qUaK+ti541M0Zo18fiEaAIC24O87qp2E9oS8o2vXTqVMnr5HU6bgLFiwwq6W0gQMHeutRdBNFnaobFN0e/rTTTnNeW8eEgGgECNLCzTff7DRit9xyi1lkTcNDzzt3w0On5Qa5Sj2ZdNuS0qVLO7+HDrQHGSJPPfWU87o6aA9EI0CQFsIIEF3454ZHixYtEp4WW9BmzJjhHHPrPokE1Z3lBog+iQDRCBCkhaAD5OGHH/bCQ7cYCWIWUyrQEHHXdeiYRRAD6wQIYiFAkBaCDBDdNsQNj0aNGgWyWj2VaHeWOyais7MSDUcCBLEQIEgLQQWILjR0P6FfcMEFgU0BTjV6QqEbkrpOJBEECGIhQJAWgggQnZrqno+hW5Kk6hqPoLhTfHWxYSIr1gkQxEKAIC0EESD333+/8xpFihSRyZMnm8UZRwPTXWyoM6hsJwkQIIiFAEFaSDRAZs6c6Z2F0aVLF7M4Y+mKdV14qb+3bsBogwBBLAQI0kIiAaJbcJx99tnO/bpvVrxndWQKXbWvv7tu/WJzLjoBglgIEKSFRAJETw/Ue/UK6nCpdLJixQpvF189T8QvAgSxECBIC7YBok8f7sB5/fr1zeKsoVvB63ugh1L5PdmQAEEsBAjSgm2AjBgxwrlPtz/X7cqzlZ4n4h5Kpcfj+kGAIBYCBGnBNkBq1arl3HfVVVeZRVnH3TRSN6T0MyOLAEEsBAjSgk2AzJkzx7lHL45pFVm4cKF3ENXYsWPN4pgIEMRCgCAt2ASIu+7j6KOP5jCkPerWreu8J40bNzaLYiJAEAsBgrTgN0B0/6dKlSo59+jBSIjo37+/856UKFFCNm/ebBbniwBBLAQI0oLfAPnuu++87qvvv//eLM5aeoqj2401YcIEszhfBAhiIUCQFvwGSO/evZ36uucVcjv55JOd96Zr165mUb4IEMRCgCAt+A0QPV1Q6zdt2tQsynpt27Z13ps6deqYRfkiQBALAYK04DdA9Pxura/bmiM3d2W+joPEM7mAAEEsBAjSgp8A0W3ata5e06ZNM4uz3uzZs733J55jbwkQxEKAIC34CZBJkyY5dXWweO3atWZx1tu0aZO3Q28862MIEMRCgCAt+AmQV155xalbuXJlswh76NoYfY/69u1rFuVBgCAWAgRpwU+A9OzZ06mrW7gjfzVr1nTeI91kcX8IEMRCgCAt+AmQzp07O3Uvuugiswh7XHzxxc571LFjR7MoDwIEsRAgSAt+AqRNmzZO3QYNGphF2KNhw4bOe9S6dWuzKA8CBLEQIEgLfgKkefPmTt0mTZqYRdhD3xt9j/S92h8CBLEQIEgLfgKEJ5D94wkEQSBAkBb8BAhjIPvHGAiCQIAgLfgJEGZh7R+zsBAEAgRpwU+AsA5k/1gHgiAQIEgLfgKElej7xkp0BIUAQVrwEyDshbVv7IWFoBAgSAt+AkSxG29s7MaLoBAgSAt+A4TzQGLjPBAEhQBBWvAbIJxIGBsnEiIoBAjSgt8A4Uz0/HEmOoJEgCAt+A2Q3bt3S6VKlZx7unfvbhZnrf79+zvviY5/bN682SzOFwGCWAgQpAW/AaLuv/9+5x5d8xDPYHE2qFu3rvOeNG7c2CyKiQBBLAQI0oJNgMyZM8frxopnvUOmW7hwodd9NXbsWLM4JgIEsRAgSAs2AaJq1arl3HfVVVeZRVmnU6dOzntx+OGHy44dO8zimAgQxEKAIC3YBsiIESOc+/ST9zfffGMWZ43Vq1dLmTJlnPeiW7duZvE+ESCIhQBBWrANEB37qF69unNv/fr1zeKsoZsm6ntQqlQpWblypVm8TwQIYiFAkBZsA0S5K6/1mjhxolmc8VasWCHlypVzfv8OHTqYxftFgCAWAgRpIZEA0acQ3dpd769ataps2bLFrJLRbrvtNud31y6sZcuWmcX7RYAgFgIEaSGRAFEzZ86UwoULO6/RpUsXszhjTZkyxdt5t0+fPmZxXAgQxEKAIC0kGiDKXRdSpEgRmTx5slmccTZu3CgnnXSS8zvXqFHD18yraARIks2dq+cyi1SrJlKqlEjJkiInniiixw9rWX6GDRMZPDj/a8QIs3ZgCBCkhSACRBtUd0Bd98jSbd8zWbNmzZzfVZ+8pk6dahbHjQBJol69RAoVymmZD8j/0rKc/z/yuPJKkXr18r+uucasHRgCBGkhiABRc3M+wR188MHOa11wwQWybds2s0pG0G3s9XfUq5c2SgkgQJLk+ecjIXHggSItW4pMny6yYYOeACaiU9Bvvz1SpnVeeMG8u0AQIEgLQQWIGjVqlNe4NmrUSHbu3GlWSWvjx4+XokWLOr/flTmfTHVfsEQQIEmwZInk/J8WCYeBA83SvbRM62jdpUvN0qQjQJAWggwQ9fDDD3shcuuttybcyKaKGTNmeE9Y1apVk7/++sus4hsBkgQ6sUODIecDzX5df32kbpzb8YeJAEFaCDpAVLt27bwQadGihfUgc6rQ8KhQoYLz+1SpUiWu42rjQYAkwbnnRkIhnj3bPvkkUrdWLbMk6QgQpIUwAkSfOlq2bOmFiJ5iuH79erNaWtBuq9KlSzu/hy4a/OGHH8wq1twA0ZlcCEnZspFQWLXKLMlLdxLQuocdZpYkHQGCtOAuBKxYsaJzWFRQNETcTQb1Ov3002XBggVmtZQ2cOBAb8xDnzyCDI8lS5bICSec4Lx2oUKFcj78fmJWQRAKF46EQjxPwdu3R+rqPQWMAEFaaNiwodfIa0N2xx13+N7TaV9efvll53X19XUMYciQIWaVlKPTkt2punrpmEdQ3VZ62FSPHj2kZMmS3uu7l+5s/PPPP5u3IBE8gQDhGjZsmLMViduQHXroofLss8/mfCDbbla1omeG6BOO+/pNmjRJ2bUiusLcXSSol862CmLAXOkOxnoIl/va5cuXl/bt28t5553nfU2feHRh5tq1a83bYcMdAxk/3izJS8dJtG7NmmZJ0hEgSCu6buPpp5/2tiZ3P3l//PHHZlUrema4Nsbua+v36d27d2AhlSh96tK9rdyDoXSRoK7zCGIW2bfffivnn3++97vrin3dfHHNmjVeHQ3xI4880qujg/avv/46Jz4m6qGHIqFwww1mSV46U0vrpsCWPAQI0pI29NqQuvs8uZ/Cf/rpJ7Oqb9oY9+vXT8qWLeu9tj75aENZUAsP9TwP3ZLd3VVXLx3UTmSFucvve7lp0yZnGrSeq+7WP/PMM+XLL780qyJeixdLTmJHgmHoULN0L+1a1Tq6DkTXjhQwAgRpLZ5Pzba0S6hVq1be2IheugWKPgFpo5sMv/zyi3Ts2DHXE5f+WTdGTHTacaJPczreomeru/fqdeONNwY2DpN1nnkmEg662vyOOyKrz3UV+ubNOkdbcv5j3LsS3XJjzKARIMgI+fXbv/rqq4GsMp89e7bTUEYHif5Zp/3qYLs+HQRJw6l///65glEvPQxKwzGIcZkPP/wwsPEkffLQJxD3tfTJRJ9Q9EkF+Vi4UGT+fPOrET17Ss6jYCQk8ru07IknzLsKDAGCjJHfzCGdljtp0iSzqpWFOf/w77rrLm+ld/Sl30cXJo4ZM8YJnHjPHNGfedasWc72Km3btpWTTz45z2vrGeZ6DG0Qs850L7DLLrvMe+2gZrTpGIh28enP6r62jpXomAn20OBv0SISAjkhK7G6Q+fMiey8mxPwzk68Wlf/fOedkbIUQoAg4+jahZtuuilXI6x7Xi1atMisakUbfT3lsEGDBt76i/yuo446Si688EKpV6+eXHPNNc6WKfq/+nf9evRgtHnpp3idBTZ27NiEu6qUPiXdc8893pkoev39738PdE2N0llZOjsr+n2pU6dOVp9H7wTFk09KziePvU8SOU9sznqONEeAIGN99dVX3gJEvYoXL+58ktf1E0HZsGGDjBs3Tjp37iy1atWSYsWK5QmDeC4NDG1ou3btKhMmTHBCKgjahacTAg477DDvex1zzDHy9ttvm1UDpetEdL2I+z11gF4DNIjut7Ty/vsixx+/Nzh0vYfuuhvAh4JUQIAgo2nXim5tHr2+Q1drD93XTJcE6cC3hsqLL77odKl1797daTzdS/+uX9dyXdkd1qCznv9+6qmner+3jqE89thjcXevBUF/v+j1Ktr992TOp/GCms2WNNrVdMkle4NDz/HQLqgEuwpTDQGCrLBu3Tpny5LorpXatWvLdD1zIcPoWM21117r/Z66ZqRp06by22+/mVWTQrvgns/51B09LfrMM6+WTz/9r1k1/elK8rZt925Nopce6jR7tlkzIxAgyCrz5893xiGiG9fmzZvLsmXLzKppRzeCfOihh3J1o9WsWdNZtZ4KdFp069atpXTpo6Ry5QZyyimPSZs2Y3MCL9hZbAVCu6ReekmkXLm9wXHssSJjxpg1MwoBgqyku9dGz3jSnWyfeOIJ2bp1q1k15enCx0GDBjlrVNzfR/88ePDgQFaoB23OnPk5T0QvyNlnv+pcNWu+Lk899XXOU2L6vfdq2ZczJec/pr3BkfPfkjMdNw3/W/KLAEHW0q4VHYeIXt193HHHyTvvvGNWTVn6dHHuued6P78+fehTiA7up7qJE3/JeRoc4QXJRRcNllGj5sjOnemxLcqSJeukQ4dPpM2JHeS/patGFvk1ayby++9m1YxFgCDradeKru+InuJ60UUXyffff29WTRlLly51xjXcn1ev6667zhn/SCfbtu2UAQP+KxdcMNALkhtueFumT0/+eM1NN42RL75YZH45j40bt8kLL0yT2rVf937m0Vd3kt3TMm88bX8IEGAPPUfjkksu8RpkXWSnffZB7XIbBJ1BpTOpdEaV+3Pqnlg64yqdrVih+2tNknPOiTTIeumne/2Unyz7C5Bdu3bLBx/8JJddNtT7Ga+44k35+ON5KdlVmAwECGB477335Pjjj/caaJ09pLOIgljQlwhdra5rONyfS9d26DkmQWzXkip++GG53Hrre14DrZ/y9dO+fuoP274CZNasP+SWW971fq7zzntD+vX7RjZtSv/FgIkgQIB86DoFXa8QvW1J9erVC+REPl0trivX3Z9DN4y89957A9+DK5Xop/orrxzmNdj6qV8//etTQFD++GOD9Ogxybt0DKZ164+8v48c+YP8+ecG6dp1ovdz6NWx43j5/ff0PPo4aAQIsA+6cloX/0VvdX711VfLvHnzzKqBW7FihbNPVfQmjrqPle5nlQ02b97hfMrXT/tu49206TvO00AQ/vprk7z66rfedfnlb8pDD01w/qzft1Onz6Ru3QHe927SZLR8+232DJDHgwAB4qB7OelWI25DrgsSH3jggVBO5NMdcXVnXN0h1/1+unOu7qCbjfTTvjbm0U8BXbpMdJ4OguR2YX366QK56qrh3ve65JIh8s47cwN9+skUBAjgg3kin+4++8YbbwR2Ip+exXHiiSd6r3/IIYc4Z3Zk/NYfcdBP/9rIuw27Ph189FHus9ndMh072dcAvFsvWuPGo+XGG0d7ZbVqvZ4T5FNk/Xre+1gIEMAn3YxR97PSzRndhl7Pw5g8ebJZNW56+t8VV1zhvZ52mbVs2VKWL19uVs1q+hSgTwP6VKCN/D33/DtXefRTis7iiiW/ALn99g+9r+vrLlqU+KFkmY4AASzpJoh6Ap/b6OulB0/52RxRT05s3769MzDuvoYeJDVz5kyzKqLoU4E+fSxenLsL0Q0Ad13JtGlLc5W78gsQNWHCQpkxg3GOeBEgQIL0RL4zzjjDC4B4TuTTqbd66qCenOjepycqjhw50qwKH9xgGDToO+d/dVFifivbYwUI/CFAgAC4J/JVqFDBCwQ9UGr48OFmVeeERD3B0K2nJyjq9u5BnQGSzdxg0BXuDRqMdP781ls/mNUIkIAQIECAdFbWfffdl6tLqm7dujJjxgznREQ9GTG6y0tPTtQTFBGM6GD4/PNFzp91fYe5USMBEgwCBAiBnshXv359Lyh02/jotSR6UuLXX39t3oYEmcGg28Xr33W332hmPdghQIAQ6cmE1apV84JD13boCYlBTftFbmYwLFiwSs499zXn0j/Hqgc7BAgQMt2M0Q2QgtgKJZvkFwy9en3lfE2fRlz51YN/BAgQMj1O1w0Quq3ClV8wrF27xRkH0a9PmrQoZj34R4AAISNAkidWMOjGiPr1hg1Hyvbtu2LWgz8ECBAyAiR5YgWDrgXRNSFaNnhwZI1IfvXgDwEChIwASZ59BcPUqUudsujTD5EYAgQIGQGSPPsLBt0fy62zr3qIDwEChIwASZ79BYPu0Bt9ljkSQ4AAISNAkKkIECBkBAgyFQEChIwAQaYiQICQESDIVAQIEDICBJmKAAFCRoAk15YtO8wv5SveeoiNAAFCRoAkzxNPTJaaNV+X6dN/M4tyaddunNStOyDXDr3wjwABQkaAJE+TJqOd9R1Dhswyi3K5+OIhTr1x4+abRfCBAAFCRoAkDwGSXAQIEDICJHkIkOQiQICQESDJQ4AkFwEChIwASR4CJLkIECBkBEjyECDJRYAAIduwYZ1UrXqAc82cSYCEiQBJLgIECNmmTeukYcMDnGvuXAIkTARIchEgQMi2bFknrVod4FwLFhAgYSJAkosAAUJGgCQPAZJcBAgQMgIkeQiQ5CJAgJARIMlDgCQXAQKEjABJHgIkuQgQIGQESPI8eXUvubvqvfLZaxPMolw6n/uQU2/Gh9+aRfCBAAFCRoAkz8Yza8m6wqVkW+8+ZlEu6yse5dTbPmKUWQQfCBAgZARIEp12Wk6rltOsPfWUWZLbYYdF6g0fbpbABwIECBkBkkQESFIRIEDICJAkIkCSigABQkaAJBEBklQECBAyAiSJCJCkIkCAkBEgSUSAJBUBAoSMAEkiAiSpCBAgZARIEhEgSUWAACEjQJKIAEkqAgQIGQGSRARIUhEgQMi2bdskd955oBMgixZNN4sRpLPOigTDs8+aJblVrBipN4qtTBJBgABJ8NFHj8qbb94hO3duN4sQpDFjRK67TmTJErMkt1dfFWncWGTNGrMEPhAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQKEYPv2zfLpp72lV6/a0q7dIdKmTRF58MGjpXfvC+Xjj3vKsmVzzVsQpLk572+bNiLVqomUKiVSsqTIiSeKtG4dKUMgCBAgYOvXL5cePU7xVp/HuhCSXr1EChWKLBTM79Ky/a1UR1z4rxgI2KBBzZ2A6NSpivznP4Nk9eqlsmPHVlmz5jeZP/8ref/9bvLII9XN2xCE55+PhMSBB4q0bCkyfbrIhg0imzaJfPONyO23R8q0zgsvmHfDJwIECFiHDuWcAFm4cKpZhDDp6vOiRSPhMHCgWbqXlmkdrbt0qVkKHwgQIGB33VXMCZCNG/8yixCmLl0iwdCokVmS1/XXR+p27WqWwAcCBAiYDpxrgPTr11CWL59vFiMs554bCYVPPzVL8vrkk0jdWrXMEvhAgGSJ+fPnyxlnnCGXXHKJrGEDuVDNmzdZ2rYt7g2Wd+lynLzyyj/kww8flv/9b4Ls2rXTvAVBKFs2EgqrVpklea1cGamr27rDGgGS4TZu3CjdunWTYsWK5fx7OcC5ypcvL/3795edO2nIwvLHH/+TgQNvkXvvPTjP7KvOnY+UmTPHmLcgUYULR0Jhxw6zJK/t2yN19R5YI0Ay2NChQ6VKlSpecJQuXTpXkJx++ukyadIk8zYESJ82li6dJdOnD5dRo9rlhHlVJ0T0fJBZs943qyMRPIEkHQGSgaZPny61a9f2gqJo0aLSsWNHWbdunSxZskRuuukmr0yvRo0ayS+//GK+DEKwe/cueffdB50Q6dnzLLMYiXDHQMaPN0vy0nESrVuzplkCHwiQDLJs2TJp3ry5HHjggV44XHPNNc74h+nrr7+Ws88+26tXvHhx6dq1q9PlhXBt2rTGCRCdrYUAPfRQJBRuuMEsyUtnamldnbkFawRIBti6das88cQTcvDBB3uBUL169ZwPYvv+JLZr1y4ZMGCAVKxY0btPu7y06wvh+fXXGU6AdOhA90mgFi8WKVIkEgz7+m94yJBIHV0Hsr+TC7FPBEiae+edd+S4447zAqBcuXLy4osvyo54BhL30K6tTp06OV1d7utoF9i0adPMqoiiCwX79r1Ghg1rnevrOs6h4x0//PCxM5i+efNaZ2+slSt/kUmT+uW815WdABkwoGmu+xCAZ56JhIOuNr/jjsjqc12FvnmzyIwZkvPG712J3qePeTd8IkDS1Pfffy8XXXSR1+AXLlxY7rrrLvnrL/vFa9rV1aBBA+81tSusWbNm8vvvv5tVs5puSaIzrHQgXIPgnntK5yo3Z13ld+lWJuvW/ZHrPgSkZ0+Rgw6KhER+l5blPLEjcQRImtGAaNOmjRMYbkN/8cUX53za/cGsau2zzz6Tk08+2Xt9nb3VM+cfpXaVZTPdz+rjjx93AsMNAt00cd68L3PVW758nkyY8FzOk2B96d69mlNfd+N94IFKOR96L5HPP38p54lkS657ELA5cyI771atGtmJt0SJyJ/vvDNShkAQIGlCu6ReeOEFKVu2rNewa9fVu+++a1YNhH6/l156yekSc7/fscceK2PGZOf6hZkzR0uXLsd6waH7XU2a1Fd27Yq/qxDINARIGvj000+dQXG3IdfB8n/961+ybds2s2rgVq1aJW3bts31xKNdZ7NnzzarZiRdw/HMM/W84GjdurCMHHm3bNwYx1oDIMMRICls3rx5cvXVV3sNt45J3Hrrrc503WSbk/PYr9uguD9LoUKFchrT1gmNuaSyDRtWyptvtsr5HQt54fHcc5fmvPc/mlWBrEWApCCdFfXAAw/kmhV13nnnyTc6o6SAvffee3L88cd7P5d2qT3//PO+Zn2lsp07t8tnn/WR9u0P9YKjW7cTZNasD8yqQNYjQFKIrst444035PDDD/ca6COPPDLnk/CbZtUCpV1nTz75ZK51JyeddJJ8ojucprE5c8Y5g95ucNx7b5mc3+mpnHAMv6sQSEcESIqYPHmynHXWWV6DrCvDu3fvntIrw//44w+nS+2ggw7yfu6rrrpKfv75Z7NqSvvzz5+dGVNucNx550EyeHCLnCfBP82qAKIQIAVs8eLF0rhxY68B1uuGG26QX3/91ayasrRrrU6dOt7Pr11v999/v6xdu9asmlJ0gd/bb9/nTLF1w+Opp+rmvPffmlUB5IMAKSCbNm2SRx55REqUKOE1vHpex5df5l5TkE6GDRvmdLm5v0+FChXk9ddfd7rmUoluaDh58ms5IVfBC47OnY9ydswFED8CpAAMHz5cjjrqqFwN7WuvvZZyDa0NDcaHH344VzCeeeaZKROM06Z9kRMYZ8jtt0eCo23bEvLhh4/Itm2bzKoA9oMASaIZM2ZI3bp1vYa1SJEict9996V8V48N7YK78cYbc3XNaVddQXXNLVq0yOkaLF36ADnttAPk2msPyHk6aiKrVi02qwKIEwGSBH/++ae0aNEi12Bz/fr1Qxts1kZaZ0Tppoo9evRwBuN1sNu99O/6dS0fN25cqGeB6JOHPoG4v7c+megTij6pJINOQtDfVycluD/D//3fWTJr1mSzKgCfCJAQ6XTXXr16SZkyZbzGS6e7aqMdlM2bN8uECROcszx0IDu668jPpScV1qpVSzp37uz8fBs2bDC/lTXtmtOxEO2qc7+fjpXomEmYdPpz9JiMTo/WadKZ0FUIpAICJCTvv/++nHDCCV7jdeihh8pzzz0n2/Us5gTpor2xY8dKkyZN9hkY2nheeOGFUq9ePedgKX360P/Vv+vXo8dhzEtnUunOvG+99ZYTUkHQrjqdnRW9QFJDT7v2gqSzwnThZfTvogszdYEmgOAQIAH78ccf5dJLL/UaL93y484775SVegZzgvQ1unXrlmuhoXvp7rm6Z9WoUaNk1qxZcTf6W7Zscfa10k0S27Vr55yTbr62LhjUreIXLlxo3m5Fu+50vYj7+tq1p+Gm60oSkd+JjLoVjG4JAyB4BEhAdNPBu+++O9emg/pJXxvzRGnD2qFDBylVqlSuhv3888+X/v37O2MsQVq9erUMGTJELr/8cicA3e+nf9aB8KA2UtRxGu3Siw4qXeHud5NIra+bS5onMuomlADCQ4AkSLuT+vbtm2fb89GjR5tVfdPX7tOnT64xFP1zx44dQx34jqbh9PTTT8sRRxyRK0hatWoVyEaK+jvqXlrR29TrXlu651Y8dDv76BMZ9XV02/tM2ZsLSGUESAJ08PqUU07xGq8gD16aOnWq1KhRw3ttDahHH33UeTooCPopXwfCq1atmqux7tevn+zevdus7pt2z+nuvtFPPLr7r+4CnB89QEsP0nLr6pOfHrQVRKgBiA8BYmHBggXSsGFDr/HSPvdbbrklkKNftTHWmVtuV5i+9m233RbIGEoQdBJA7969cz0VXXnllYF1o2n3mHlUr47taBehinUiox7xCyC5CBAfVqxY4Qz2Rs8i0qmv+rQQBG0ctTF2X1vHB6ZMmWJWSwk6LqOzwNyftWLFioGOOeigvnYFuq+vT2D6RJKsExkB7B8B4kP0OEDlypWdgeYgum+ULv6rVq2a9/rNmjVL6Z14XfoeuIPX2v308ssvm1WsaVegdglq16D7vujlnsgYRFchAHsEiA/ly5d3GjD9JBzkQjvtz69SpYrz2vp0M3DgQLNKStMuvejpv506dQosWJV2DbqLEHUKc0GcyAggLwLEh1NPPdVpxHQMICgaHu4MLv2kPX78eLNKWli/fr0z7dcNkZYtWwYaIjfffLPzujrWBCA1ECA+BB0g2m3lPnnoJ+ygV2Qnm06d1T2/3BDRhYlBIUCA1EOA+BBkgOiAuTvmoX366R4eLn3q0IkGbojoxolBIECA1EOA+BBUgGgj68620jGPdO22imXnzp3SqFEjL0R0e5VEESBA6iFAfAgqQHSdh9u4DhgwwCzOCLrw8IILLvCesObOnWtW8YUAAVIPAeJDEAGia0bcRXA6VTeT6VoRd+qz7k2VyLRkAgRIPQSID4kGiA4yu9uT6CLBRBrUdDF58mTn5EX9nXUrd1sECJB6CBAfEg0Q3RhR79fty1N1hXkYunTp4vze+uQ1c+ZMszguBAiQeggQHxIJEF385u4fpXtbZRM9c8TdhPHss8+2OhGQAAFSDwHiQyIBoud56L26aFD31Mo2EydOdH5/vfSUQ78IECD1ECA+2AaI7qTrHgalW7Jnq/r16zvvgQ6o+30KIUCA1EOA+GAbIHoMrd6nXVgFdZ5HKtCzyt3jZkeMGGEW7xMBAqQeAsQHmwDRmVfuGea6yWC2c89C123w/SBAgNRDgPhgEyBjx4517tFP3gsXLjSLs46eGaLvh16xThvMDwECpB4CxAebAGncuLFzT926dc2irKRjH0cffbTznvhZF0KAAKmHAPHBb4Bs3rxZSpQo4dzTv39/szhrde/e3XlPKlWqFPeW7wQIkHoIEB/8BsiECRO87qugzgzPBHp+uduN9d1335nF+SJAgNRDgPjgN0C6du3q1D/55JPNoqzn7pEV73tJgACphwDxwW+A1KlTx6nftm1bsyjrNW3a1Hlv9BTDeBAgQOohQHzwEyA6WOyOf9isvM50uo29vjdly5Y1i/JFgACphwDxwU+A6HG1bj//7NmzzeKsN23aNO/90W3f94cAAVIPAeKDnwBx1zvozrubNm0yi7Pe2rVrvVXpkyZNMovzIECA1EOA+OAnQPr27evU1TUPyF/lypWd9+iVV14xi/IgQIDUQ4D44CdAdNNErVuzZk2zCHvo1u76HvXs2dMsyoMAAVIPAeKDnwDp2LGjU/fiiy82i7DHRRdd5LxHnTt3NovyIECA1EOA+OAnQFq3bu3UbdiwoVmEPRo0aOC8R23atDGL8iBAgNRDgPjgJ0CaN2/u1G3SpIlZhD30vdH3SN+r/SFAgNRDgPjgJ0B4Atk/nkCA9EaA+OAnQBgD2T/GQID0RoD44CdAmIW1f8zCAtIbAeKDnwBhHcj+sQ4ESG8EiA9+AoSV6PvGSnQg/REgPvgJEPbC2jf2wgLSHwHig58AYTfefWM3XiD9ESA++AkQxXkgsXEeCJD+CBAf/AYIJxLGxomEQPojQHzwGyCciZ4/zkQHMgMB4oPfANm8ebM3DtK/f3+zOGt1797deU8qVaoku3fvNovzRYAAqYcA8cFvgKjGjRs799StW9csyko6uUDXxuh7cv/995vFMREgQOohQHywCZCxY8d63VgLFy40i7OOuz5Grzlz5pjFMREgQOohQHywCZAdO3bI4Ycf7tzXqVMnszjrXHXVVc57UatWLbNonwgQIPUQID7YBIjq1q2bc1+ZMmVk9erVZnHW+Oabb7zV5yNGjDCL94kAAVIPAeKDbYCsXLlSSpUq5dyrmyxmq/r16zvvQfXq1Z2xED8IECD1ECA+2AaI6tChg3NvuXLlZMWKFWZxxps4caLz++tlszKfAAFSDwHiQyIBsmzZMqcLS++/7bbbzOKMtmXLFqlatarzu+sW7n6fPhQBAqQeAsSHRAJE9enTx7lfd+idMmWKWZyxunTp4vzehQsXlpkzZ5rFcSFAgNRDgPiQaIDojKwaNWo4r3HSSSfJxo0bzSoZZ/LkyVKkSBHnd/az7sNEgACphwDxIdEAUVOnTnU+ievrNGvWzCzOKLpNu7vnlQ6cJxKYBAiQeggQH4IIENWrVy/ndfTSbc0z0bZt2+SCCy5wfseDDz5Y5s6da1bxhQABUg8B4kNQAaL7P1155ZXOaxUtWlTGjx9vVklrO3fulEaNGnkhOWrUKLOKbwQIkHoIEB+CChD1119/SbVq1bxP6DNmzDCrpCUNx1tvvdULj4cfftisYoUAAVIPAeJDkAGi9NjbKlWqOK9ZoUKFtA8RnSTQokULLzzatWtnVrFGgACphwDxwX1iePrpp80iaz/88IOzuFBft3Tp0mnbnbV+/XrndEE3PFq2bBn3Vu3xuOmmm5zX1SABkBoIkDjoJ+sXX3zR28dJnxamTZtmVrOmIeI+ieiYyMCBA80qKW3BggVy+umne+Ghm0YGGR7vvPOOE6762meccYZZDKCAECD7oU8EeiSt2zi6l4aJTsP9/fffzVusaHeW+4Sjl752ItNek2XIkCHOGI7+zIUKFZKXX37ZrGJNTy686KKLcr3vnC8PpA4CJIb58+dLgwYN8gSG7uN0yimneF/XT8Y9e/aUrVu3mi/hmw6su7Oz9NLFhqm6Yl3XeDRp0sT7WStWrOic9REEfR9at27tBJL7+pdcconzpAYgdRAghnXr1jldMNqV5DZetWvXztVlpV1aL730kjd2odexxx4rY8aMiXolO9r1o+tE3MWGGly6d5bu6JsKtm/f7kwicPf10ktDL4gz3/V9ff7556Vs2bLeax9//PHy3nvvmVUBpAACZA/d4E8X9eknabfx0nGJoUOHmlU9q1atcrpU3MZer3r16sns2bPNqr7pinV32xO9NKx0K/iCOk9EFwa+/vrr3qaIemlD369fv0DGOz755BPnict9be0We/LJJ53vCyA1ESA5vvrqK2eXWLfxKl68uHMIVLxjEHo0q3axuPdr18udd96Z8FODfiLXDRijP+3rnzt27Ci//PKLWT0U+mShs87cLUnc369Vq1ZOV1Oi5s2b551SqJduNKnrSLSLDEBqy+oAWbJkiTc91L10BfWiRYvMqnF5//33nS4X97X0E/pzzz3ndPskQhtTPU/EPZTKvc4//3zp379/IN1H0fQpRwfHdVpu9DiE/rlx48aBPGGtXbtWHnjggVxdhXXq1HFOLQSQHrIyQDZv3iw9evSQkiVLeo2XTkOdNGmSWdU37XLRMYzopwbtmhk3bpxZ1Td9otEnI/eM9ehLZ4ppd5puGzJr1iznd4yHntWhgaDjN7rwL3o6rntpd9Jdd90lCxcuNG/3TbsKtSss+nc48sgjZdiwYWZVACku6wJk5MiRcvTRR3uNV/ny5eXVV1919m8Kkj416Kps7ZJxv5ce6frzzz+bVX3Trq2xY8c6s6BKlCiRp8GPbpgvvPBCZ1zmmmuucbqG9H/17/r1o446Ks897qVPBjoLTWedxRtG+6Nbu5955pne99CfvXv37rJp0yazKoA0kDUBMvP7mU6Xj9t46RkV7du3lzVr1phVA6Xbk2jXTHTDrOdiaBdOELRxnzBhgnTt2tX5PvsKlH1dxYoVk1q1aknnzp2dp6UNGzaY38qarnHRrq/o73fjjTc6XweQvjI+QJZvXi4tR7SUg87b+yRwxRVXyE8//WRWDdXw4cNzfeLX1ezalWNzvOv+aMOss5p09bx21emnfH36cC/9u35dyzUswhqQ1ycL3UwxOtT0CeTLL780qwJIQxkbINt2bZOnZz0tZQaVkQP65DRejQ+QahdXk48//tismjTZ1KDqmEayAhNAwcjIAPnw1w+l6ltV5YBXD3CuQwcdKs9Ofla270hsNlRQMrlLJ+wuOwCpI6MCZO6auXLZx5d5wVHotUJyx5d3yIotK8yqKSGTBpXzmzSg6zuCmDQAIDVlRICs3rpa7vnPPVL49cJeePz9w7/Ld399Z1ZNOek+rTXMacsAUltaB8jO3Tul34/95LAhh3nBccyIY+TthW+bVVNeOi6sC2vhJID0kLYBMvH3iXLq6FO94Cg1oJQ8NvMx2bJzi1k1raTD1h5hbd0CIL2kXYAsXLdQrvv0Oi84Dnz1QGn6eVP5beNvZtW0loqbC4a5eSSA9JM2AbJ++3p5aPpDUuyNYl541Hyvpkz5MzXPywhCqmxvHub29QDSV1oEyOCfB8sRbx7hBYf+Wb+2WxLfRjwdFOQBS5999lloB2gBSG8pFSBuQEQbu3is93V9+tCnEH0ayUbmEa/alaSbHGrXUtD0RMaGDRt63yvoI3wBpL/QAkTHKjpM6SCnjT7NWcinjf/fhv9N6rxfRx6e8bDMWT3HvCXfAPl57c9SbVQ1afRZI+c1IfLOO+/Icccd5zXu2rWk25JoV1Oi1q9f7+yHFT0bTPfIij6REQBUKAHy7Oxnc63JiHWZYn0deWkX0hNPPOF0KbkNvW7pPn78eLNqXPRUwYEDB0qlSpW816tcubJzLkgQJw4CyDyBt9bPff+cEwI6O6r5pOby5bIvZc22NbJ151b5dcOvzqC3Trc95e1TzFsJEAvapaRdS9rF5Db8ug27dkHF6+uvv5ZzzjnHu1935tXdfYPckRdA5gm0tV68YbEUeb2IEwLD5vtfSU2A2NMuptq1a3shoF1QnTp1knXr1plVPXoi4z//+U/vHr2uv/760HbnBZBZAm2tH5z+oBMAN0+82SyKCwGSuKFDh0qVKlW8QKhYsaIMGDAg1y64+Z3IeNpppwVyIiOA7BFoa33uu+c6AaCrxG0QIMHYuHGjc/Rt8eLFvYA4++yz5auvvsr3REY9Vz3oExkBZL5AW+tyg8s5AbBqq920UgIkWIsWLZJGjRrl6qJyr2SdyAggcwXaWrszr3bssptOSoCEQ7umqlev7oWHnsj4v//9z6wGAL4E2lrzBJK6tItKu7X69u1rFgGAlUBba8ZAACB7BNpau7OwdHdcGwQIAKSPQFtrdx2ILiIcuWCkWbxfBAgApI/AW+tnZj/jhICGSIsvWsjkPybLum3rZNuubU7A6Er0x2c+7hwGZSJAACB9hNJa9/qulxR6rZAXCLEuU6yvAwBST2it9fx186X9lPZSY3QNKTOojLMb79HDj5a6H9SVR759RH5c/aN5CwECAGmE1hoAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWPl/ikl2cyHRG48AAAAASUVORK5CYII=)
PN: 8H66-5-53
CAS: 19688-55-2
Molecule Weight: 307.75
Formula: C14H10ClNO3S
PN: 8866-3-01
CAS: 322-71-4
Molecule Weight: 314.28
Formula: C13H9F3N2O2S
Melting Point: 89-90 ℃
TSCA: Not listed on TSCA inventory