| Product Number | 8671-B-X0 |
| Synonyms | 2-Bromo-6-nitro-4-(pentafluorothio)phenol; 3-Bromo-2-hydroxy-5-(pentafluorosulfanyl)nitrobenzene |
| CAS | 1159512-28-3 |
| MDL Number | MFCD11501044 |
| Molecular Formula | C6H3BrF5NO3S |
| Molecular Weight | 344.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8671-B-X0
CAS: 1159512-28-3
Molecule Weight: 344.05
Formula: C6H3BrF5NO3S
PN: 8671-B-00
CAS: 871507-63-0
Molecule Weight: 328.05
Formula: C6H3BrF5NO2S
PN: 8671-3-X1
CAS: 1159512-26-1
Molecule Weight: 265.15
Formula: C6H4F5NO3S
PN: 8671-B-X1
CAS: 1159512-33-0
Molecule Weight: 343.07
Formula: C6H4BrF5N2O2S
PN: 8671-B-X2
CAS: 1159512-29-4
Molecule Weight: 314.07
Formula: C6H5BrF5NOS
PN: 4671-F-01
CAS: 1159512-32-9
Molecule Weight: 362.49
Formula: C6H2BrClF5NO2S
![2-Bromo-6-nitro-4-[(trifluoromethyl)thio]phenol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB2hAAAdoQGdzpRqAAACR3pUWHRtb2xTb3VyY2UAAHichZVtj6IwEID/yqSfj9JSBDXixnOzySW7Z7LuJfftUqEqCdBNwbd/f1PwDd1FC5l2Os9M2xnq6GmfZ7BVpkx1ERFOGQFVxDpJi1VE/ny8OH3yNB7FaISGRRmRdVV9Dl13t9vReK1yudcFjXVOmvnhvkxbNjtBtVm5HmPc/fv2Oq8ZJy3KShaxQqpMh2WtfNWxrOpVfBPCzaXZpoXbmLu52Tbe/nnMPozuy4Rc9jLFuQmisEwzBUttclnB1mMUH/YDVqpQRlYqgcUB1YL6uPfx6O1Zx5tcFRV2rYc0ltm8MpsYFbnOVLxBZ9j59RyRnCMgK51PjJEHsD2rlhykB1KA9EH2QAYgQ5B9kAOQnOGL8xwNOFpwNOFowwM890zZwB+HTxWRGUyx/TS1mOP7Ujc7+g0zmJFmR9l0Lc0K7Rl81zg4HDCte8/mVwgRwlF4NAhCH3DjDNd1HHWZcNof4AjPSqDAY8TfSThH4iwblMAB4wra7zEbQnBm3fT8y8g5OWA0DK086QVl/UbWsONTnzcBQj8Qp7htZ0fbRonZcc/pGY8WukiuupAmEVlwUuftXS1L75g6AtokyuBpWQfW9Brw2oBN9BmYfAWINmDLojuCfwf0uiP02oAtuW4gaAO2QLuXFLYBW87dQL8N2OLvBgZ3AGfdhJ2/RfgDhN9tnHvdR8Vv8t18uA8YcVcjD5GbpDd3w4Pd3OS9uUseMMEXzKVavAvjXn0u7unmw+7dreheXZku/lGM/wMA59IuNL6XGAAAQZ9JREFUeF7t3QncTNUfx/GnkCQqaVeJStqLhNKitP7TqrTon0pUKoQSikQkrYpCEhIiKkoqqYRKoQUhS9bs+2P9/ec3z3/GzLnPMs+duTPnznzer9d5/f89c86dmTPjfucu55wsAQDAhSzzDwAAxIIAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQFJt6VKRHj1ErrxSpHx5kZIlRQ44IOf/X3GFyIsviixZYrbaa/lykQULCi7//BNuAsvE+x2IlJW1t8TKTRtACJDUyc4WadVKZP/9o/8B51a0TsuWOW1Ml17qrJ9bKVfObIlUS9R3IFJkm1i5aQME8I1JhVWrRGrWdO4kCiraRttGevddkQ4dCi4vvRTdDqmVyO9ApMi6sXLTBgjgG5NsO3eK1KoV/Y/29NNFevcWmTNHZPNmkS1bRP76S+Ttt0XOPDO67kUX5WwD/uXld8BNGLhpAwTwjUm2jh2j/8E+84zI7t1mrb30MbPNs8+ateAn5ueZyO+AmzBw0wYI4BuTTBs2iBx88N5/rG3amDXy9uSTe9vpNjZuNGvAD7z+DrgJAzdtACFAkktPR4T+oZ5wQt6nIXKjdfWunFD7Pn3MGvADr78DbsLATRtACJDkql9/7z/Ubt3MRwvWteve9nfcYT4KP/D6O+AmDNy0AYQASa6TT977D/Wnn8xHC/bjj3vbn3KK+Sj8wOvvgJswcNMGEAIkucqU2fsPdc0a89GCrV69t/2hh5qPwg+8/g5EhoGbAhQC35hkKlp07z/Uwpz7DtmxY2973Rb8x+vvgBkIhS1AIfCNSSavf33Cfl5/B8xAKGwBCoFvTDIl8vx3pUrmo/ADr78DbsLATRtACJDk8voOHNjP6++AmzBw0wYQAiS5vB4DAPt5/R1wEwZu2gBCgCTX+vUipUvv/ccazyhkHdEM//H6O+AmDNy0AYQASb6nn47+B6sz5eY3D9KePTnzHkW20XmR4F9efgfchIGbNkAA35hk09swL7gg+h/tGWeIvPVWzuyrOgvr1q0ic+fmnKI466zouhdeWLjTHrCPl98BN2Hgpg0QwDcmFVauFDn//Oh/uLEUbaNt4X9efQci68bKTRsggG9MqmzbJtKiRWyr0RUvLtK8eU4bpA8vvgORbWLlpg0QwDcm1XSt6+7dRerUETnuuJy1sEuUyPn/l18u8sILrGee7hL5HXATBm7aAEKAAABcIkAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUBssmJFzsR5Rx0lMnmy+SgywfPPixx4oMj995uPANYhQGzSu/feKSUaNjQfRSY45JC93wH9QQFYjACxyauv7t155LZcKdKfzoMV+g4sXGg+CliFALEJAQICBD5CgNiEAAEBAh8hQGxCgIAAgY8QIDYhQECAwEcIEJsQICBA4CMEiE0IEBAg8BECxCYECAgQ+AgBYhMCBAQIfIQAsQkBAgIEPkKA2IQAAQECHyFAbEKAgACBjxAgNiFAQIDARwgQmxAgIEDgIwSITQgQECDwEQLEIpt7vi1Li5cNlrX/bWw+jExAgMBHCBCLTOn/hXQo/99gGfFYL/NhZAICBD5CgFhkyJDfpEqVt4KlbduvzIeRCQgQ+AgBYhECBAQI/IQAsQgBAgIEfkKAWIQAAQECPyFALEKAgACBnxAgFiFAQIDATwgQixAgIEDgJwSIRQgQECDwEwLEIgQICBD4CQFiEQIEGwMBsiEQHlp2EyCwHAFiEQIEgwMBMiAQHlo2EyCwHAFiEQIEtwcC5KZAeGj5lwCB5QgQixAgKBUIkCKB8NCykACB5QgQixAgOCAQIFmB8NBCgMB2BIhFCBAQIPATAsQiBAgIEPgJAWKR0aNnhwOkc+dvzYeRAQgQ+AkBYpEtW3ZIq1ZfyH33jZZFi9abDyMDECDwEwIEsAgBAj8hQACLECDwEwIEsAgBAj8hQACLECDwEwIkjXTp8p288spk88/wEQIEfkKApJEGDUbKww+PMf8MHyFA4CcESBohQPyPAIGfECApEBosGCoTJxa8o4isnxcCxP8IkPTzQJUqeZYm1apJi8sukxfuu0/G9O0rG9asMZtbjQBJATNA6tUbJrt37zGrRTEDZOvWnbJ06caoUr/+cLn//tGOv2dn7zS2BlsRIOnHDI38SrNLLpEZEyeam7AWAZICZoBoGTlyllktihkgn38+17GNvMqkSYuNrcFWBEj6MUOioPJQ9eqydN48czNWIkBSwNzBa7nyyoGybVveRwqRdZUeWXzyyZyoct1178uttw53/H3lys3G1mArAiT9RIaDadfOnbJy8WL5rH9/eahGjXC9Pk89ZVa1EgGSAmZwhP5/nz7TzKphZoDkhmsg/keApJ/8AiTS10OHhuu1vuoq82ErESApEBkGI0b8Gf7/tWq9I2vXbjOrBxEgmYEAST+xBsiG1av3nsYKHI3kxdzets2b5ZO33pJn6tWTh2vWlCbnnWe08A4BkgKRYbBr12656aah4f/u1u17s3oQAZIZCJD0Y+7w86J3YIXqtfnPf8yHwyK3p2063Hpr1N8aEyDpzQyDr776O/zf55/fJ9ep3M02uWne/HNp3/5r88/wEQIk/cQaIBOGDQvX69WqlflwWOT2erVsGfXfsTxPIhEgKZBbGNxzz0fhv+maIKbc2iD9ECDpJ78du15EX7VkiYwbMEAe/v9FdD0FteCPP8yqYWZYdLztNpn53XfBU1nJRoCkQG5hMG3asqi/z5y5MqJF7m2Qfvbff38CJM2YO/z8yuN16gTDID+R9Z+qWzclwRFCgKRAXmHw2GOfhf+uqxJGyqsN0sPOwC/Rnj17hsNDS9OmTWVzCncOSAwzJPIq7W68UaZ/843s3LHD3ESUyDbfjxplPpxUBEgK5BUG8+atkfPOezv82DffLAg/llcb+N+XX34pp512WlR4hEq5cuVk4MCBZhP4iBkUBRW9m2r5ggXmZsIi665eutR8OKkIkARYv36bvPfeDPn00znmQ7nKLww6dJgQfuzmm4eGpzjJrw38ad68eXL99dc7QmOfffZx/K1GjRry448/mpuAD0Tu8E17du+WLRs3yvyZM2Xoiy8Gr39oPZ3SJK9wiNyeXkNJJQIkDnoL7pAhv8mll74b3rl///0is5pDfmGwYsWmwM6ib/hxHSei8msDf9kY2GE88cQTst9++0WFRLFixaRZs2aycuVKef7556VUqVKOYLnnnntk2bJl5iZhsfwCxBQ5mPDdDh3Mh4MKsz2vESAuTZ78j9xyy97xG6EyZco/ZlWHgsJAF4UKPX7FFQODEycW1Ab227Nnj/Tv31+OPPJIxxHGVVddJbNnz46qv3z58mBg7LvvvlF1NVi6dOki27dvj6oPOxVmh79106Zw3VZXXmk+HFSY7XmNACkkHaPRrNnei92hUqfOe8F5p2JRUBhs2JAtl1zSP1znrbd+LrAN7DZp0iSpWrWqIzgqVaokY8bkP/hTT13VrFnT0bZixYoycuRIszosU5gdfmSA6KSKuSnM9rxGgMRo8+bt8uqrU6R69T5RO3P975dfniybNsX+azCWMBgwYHq4jk5xEksb2Oeff/6RO++807HzP/jgg6VHjx6yo4A7biINGjQoeFHd3Fbt2rXlt99+M6vDEoXZ4X81ZEi47hPXXGM+HFSY7XmNACmAXsQeNWpW8AgjcieuRW+7zW3UeEFiCYPt23fJ1VcPcjxnfm1gj61bt0rHjh2jBgZqKVKkiDRq1Ej+/fdfs0lMtmzZIu3bt5cSJUpEbbdo0aLy0EMPyerVq80mSLH8dvh6WlPHcfwd+AEwNPCDInQRXct7nTqZ1YPy216yESD5+PXX5YFfjyMcO3C9O+qHHwq+1pGXWMNg9OjZjufOq81zz00MPqZzYc2fv9Z8GEn0wQcfyPHHH+84Urj44osD36lfzequ6CDDW2+91fEcZcqUkddeey04rgR2iNzhx1oeC3xX1q5YYW4qiACx3PLlm6RNmy8dO2692+r9938L3n0Vj4LCIESPfnS1QvN1mLRe5PiRatX6BCdl1GspSJ5ffvlFLrroIsdOvXz58jJs2DCzekJMnDhRzjnnHMdzVq5cWb74wjklDpLPDIeCSrsbbpDFxg0VkQgQS+mCTnrBumbNflE7bN05d+nyXXC8RyLkFwYmXS+9oABRL720986tUNHAGzr097gDD/nT01H3339/8PRU5E68ZMmS8uyzzwa+V4n53uRl9+7d0qdPHznssMMcQXLdddfJ3LlzzSZIIjMgIkvjqlXlkVq1gqHRu3VrmTJ2bKFGoqcaAfJ/n302V665ZrBjJ9y48Sfy11/+WOhe59O6/fYPHe9Bj2KmTl1iVkec9AL4iy++KAcddJBjx33XXXfJkiXJ7fP169fL448/7hhfov/dqlWrwBHpBrMJ4rR4zhx564knpE+bNrIlA/s34wNky6+/S99bujh2uro8rE6z7jd6OkvXV7/88gGO96TTvS9enHlfci98+umncvLJJzuC47zzzpMffvjBrJ5UcwI7tWuuucbx2o444gjp169f8IgF8dm4dq0MfO65qIveOqNupsncANELVPfeK9uLFpfhh10sDU5pE9zJ6i2z/fr9ErwLys82btwePK2l64tEhojedqy3I+ttySi8WbNmyZVXXunYOR911FHy7rvvBu+qscVnn30mp5xyiuO1Vgns7L4rYMZX5E6nDhk/aFBwqpHIU0kaJH9OmWJWT3uZFyA6erdbN5HSpQPvPitYZh9wrLxw3O3Sud0X8u+/W8wWrum2nnlmQnBqkq5dU/MPduHCdfLII2MdRyN6W7Le5RWaawv5Wxv4xfnYY48FpxuJ3BkXL15c2rRpE5yexEZ6mu3ll1+WQw45xBEkt99+uyxaVPDUO8jx2/ffS/sbb3Rcx+jSoIHMmzHDrJ4RMitARo8WOfHEcHCES/Xqsu7n383arunRix7FRA4ArFr1LdmyJf+LY16aNGlx1NK5oXLXXSNk+vTlZnX8365du6RXr15StmxZxw74xsDOZP78+WYTK61atUoaN27suNCv41Q6dOgQHLeC3K1YuFBefeQRR3C0vOIKmfTxx1YddSZbZgSIru51+eXO4DjmGJH33jNrx0Wvm+j1E3NH3br1eLNq0u3cuVsGD54ZNU1KqLRt+1VwIkfs9fXXX8uZZ57pCI7TTz898Dl/ZVb3hRmBX8qXXHKJ4z0dd9xx8v7775vVM5rOkquD+x48//yo4HioRg0Z+frrsm1L4s5W+FV6B8iaNSJNm4oULRodHPvvL4E9ps5PYrZwTe/UeuCBTxw75muvHSyff27XbZTr1m2Tzp2/jRo7ouWCC/oFb2POzs7sQWh///134GjtJsdO9tBDD5U33ngjeFTidx9++KGccMIJjvd44YUXys8//2xWzyh6k8HEESOkxWWXOY463nz8cfn3H/eDiNNNegaIjsLt2VMC/+KdRx233CKSz2IthVXQzljHlthqzpzVeYbeuHHzzOppb9OmTYHfFW2D1zUid6o6TcgjjzwSvA6STrKzs+W5556TAw88MOr96uy/9957b+CINPeR0OlsTiA8n61f3xEcHerVk1lTp5rVM176BciXX4qcdpozOM46S2TCBLO2a3o6SEelR64FEio6il1Hs/vFl1/Oz/W02/33j5ZZs1aZ1dOOnsMeMGCAHH300VE7Ui116tSRP//MWZMlXS1dulTuvvtux0JWpUuXlm7dumXEtPGrAn2gA/nM4Gheu7ZMGDpUdqfBUacX0idA5gV+Md9wgzM4ypYV6d1br4aaLVzTebB0Pixzh6vzZun8WX6kF/779p0mF17oHIX/7LMTZc2a9LzIOnmy3up8viM4TjrpJPn444/N6mltypQpufbFiSeemLZ9kb11q4x64w15uEaNqOBoUq2aDAmE5+YMHBxYGP4PEB32/+STIsWLRwdHsWIizZrpOSazhWs6867OwGsGRzrdErty5WZp3/7r4F1jke/x4ov7B36l/xzobntPyRWG/upu0KBBrr+6X3jhhYz41Z2bgo7G/tAbUtLE5DFjpPXVVzuOOl5+8EFZ5pO761LN/wHy3HPOo46rrhLJZzKywtK1PnTNj9zWAknXQXkzZ66Uu+/+KOr9nnJKm8ARysPy2WffmNV9I7/z/vfdd19wOVmk9/UgnTq96z33OIJD56OaPnGiWR35SK8AOflkkQJWdyuMPYEjinEjpuc5LYibtUD8RG9v11UWr7pqoJx5Zjc54YR7pWzZCwM7lcPliiuu8N21geHDh+d559G0adPM6pCcO9JuvvlmR5/58Y60FcuXS+cWLeTOM8+MCo5HL7pIPg8cdRU0iSGc/B8geqrhtddE+vXLOZ2VKIFfIjMuvEXaVGgUFRy6Dnos656nEx0A+dJLY6V8+ZukVKm98z/pqOxHH33U+l+j06dPz3Psw5AhQ8zqyMWECRN8OyYmdNR5TNmycvrhh8s1J50UDI7G550nAzp2lA16uz9c8X+AJNrChSK33ho8otlUpIQMPvwyuf3U9sG7rT74IP61QPxswYIlUq9eA8dORH+Nvvnmm9b9GrVt9PXmzZuDa4boglP6/LfddltwkSldL0SLOauv/nfoMa2n9bWdttft6PaSST/f3r175zoq/4YbbpB5eiOLZczxLuVKl5Ya5cpJ+7vukoU+O4K2EQESoqNKn35apESJqOspvx10knzWtn/C1gJJBzpC+4wzznDsRPRvNvwaDc3/pOuOm69R539avHix2cQTeh1h7NixwanUdQJD84J9vEW3p9vV7evz6PMlw7p166RZs2a5zgv25JNPWjEvmI64v/TSSx19VqlCBfl0xAizOlxKfYAsXSrSo4fIlVdK4KeWSMmSEviJmPP/r7hC5MUXRbxeV2HQIJHAr5LANyy61K4t8ttvZm3I3jmi9OjD/EeayjmiUj0DrZ7O036pVauWYwfrddHn0+fV50/GacX8Zibu379/SuaI0jXhmzRp4jjq1DXkn3nmmeCa8kic1AVIdrYEfjrlTCuSZey4zaJ1WrbMaZNIP/4oUrOm8/kCv1Jk5EizNnKhOyq9DmLuLEOz1CbrV3Eq18DQI57Ro0cHLzabdy2ZRU//1KhRI7iCod4uPGrUqOD1BZ0+ZMGCBcGi2wv9f/27Pq71tL620/a5nUaKLPo69PXo69LtecmGtVF0DfhXXnkl11mH69evz6zDHklNgKxalfuOu6CibbRtvJYvF7nnHpF9943efqlSIl265FyYR6Hor1G9M8v8x+v1Ohm6Cl+LFi0cAaar8LVu3drTVfj04uzrr78evBhvvu9QKRc4stXxJvqLfKFeX0sg3Z5uV7evz2M+d6jo69PXqa/XK/mtznjnnXfKPx7OH/X555/netR57rnnJuWoM5NlmX/wnM5TFTjMDnzCe8vpp+eMFg/8igxOcKiHmX/9JfL22yJnnhld96KLcrbhhgbD88/nBEXkNvfZJydQli0zW6CQPvnkk+AobvMfc7Vq1RL6a1SPKN4OfD9yWwe8bt26nq4DrkdV3bt3lyOPPNLx3Fr0oq2eLpmdwLFIsdDn0+fN7VZlLfp69XV7eVSYzPXh9ajz2muvdbzPww8/XPr27evpUSdyJD9AOnaM3nkHvvCS3wetj5ltAl/EQvvoI5GKFaO3o6VGjZxTWUgY/TWqOyrz16he9E3EWuETJ06Us88+O2rbWk499VT54osvzOoJpb/4cwst3UE2atRIvv32W7NJSujr0Nejr8t8rfr69X14Se8SuyjwY8987uOPP16GDh1qVi8U1n63R3IDRD/Ygw/eu/Nu08askTedriTUTrcR650ev/8uctllzuDQi+YDB5q1kUA6qltHd+sob3Nn26lTp0L/GtVTNvXq1YvalpYyZcrIa6+9FjwP7pWZM2cGBxyaz613erVr1y54y7CN9HXp68vtjjR9P/q+vKRhoaFhPreGy6+//mpWz5ceUfTp0yfXAL/uuuvkLz1rgaRKboDoKams/+/AA4fZhToVpXX1zqxQ+8AXqUCvvJL7WiDt2yd0LRDkT3+N6t1B5j96Hd8wbNgws7qDjndoH/jM9g98dpHtdVqNhx56SNZ4OBBMrxvor119rsjn1tDq3Llz8NewH+jr1Nerr9vsQ31/Xl4f0R8KevrKPBrS01x6lKSnvQqiR53nnHOO4ztUuXJlGTdunFkdSZLcAKlff++OXNclL6yuXfe2v+MO81EnXXEwVF9L4NdrItcCQeHoALjcfo3qIDkdLZ6bgYGjxNwuEF8WOKr8zeNbrPU6irnT0tNwDRs2tPaIoyD6uvX1m2NS9H16ed1I6YV0vaBufpZ6qrNHjx653i2mR506gNJso3dbvfrqq54edaJgyQ0Qnasq6/87859+Mh8tmF6rCLU/5RTzUacnnsipG/jHId98Yz6KFNDR3x07dgyOBo/cIeiv0QceeCC8Y/4x8Fnr7armjqNixYrykV7P8piGnc7MG/ncOpXH999/b1b1JX0f5tQk+n71fXtt0qRJwVt8zc9WbwUe8/+57HS8xtNPPx0cvxFZR4+YHnzwweB4D6RecgMkcPgc+BbkFDenHfRLE2qvqw3GIgkDqlB4Ohr8jsBRpLkTKVWqVPC0hPkLWf/+/PPPez7Nug6Q1NNikc+t13D0FFq6/drV96Pvy7xGpe/f62lp9LZuvZCf251suv5Ibtc5ateu7flRJwonuQESeT3CzT9GPcQNtddtwff0l3DVqlUdO4tQ0Z3bPffcI8t17I7H9OhIbwGOfH4diDh+/HizalrR96fvM/J9az8kY64wnfZEpz/JbwBmhQoVZCQDe62U3ABJxREIrKe/Rt955x3HKOKaNWsGT2Ulg87vZN5lpXMpJSO4bKDv05w7SvtD+yUZdCJGnZAx8vn1ttwuXbp4ftQJ95IbIIm8BlKpkvkofE7HLoR2Hno+PlmWLVsWnJY8cuela4Sn2ymrguj71fcd2Q/aL9o/yRL5OejoedgtuQGS7Luw4Cs671No56HTbySDzuVlziysg9G8mnrFdvq+9f1H9of2TzImZ1SR0+EMHjzYfBiWSW6AJHscCHwl2QGi5/gjT1vphXudzwk6CfaLUTcyaD8l45oIAeIvyQ0QHXSlpyZCIRDPSHSmK0g7yQwQvcvIvGBOeETT/ojsH+0vr+/OIkD8JbkBonTRplAQaOnQIf+5sPRUgs59FdlG58ZC2klmgJi36uppGziZp7O037xEgPhL8gNEb8W94ILoQDjjDJG33sqZgVdn4tVDZR0Vq6epzjorum7gULpQp77gG8kKEB0sF7lT1AvHmXrNoyDaL+aFdS8HGxIg/pL8AFErV4qcf350MMRStI22RVpKRoDodB2RI8z11tVMu9uqsLR/Im/x1f7zatoTAsRfUhMgSmdibdEithUJixcXad48pw3SltcBohMGRs5tpYPnMmWcR7y0nyIHG2o/ejEBIwHiL6kLkBBdG6J7d5E6dUR0p6HroZcokfP/L79c5IUXdBY2sxXSkNcBorPOhravI9zTfYR5oml/RU57ov2ZaASIv6Q+QID/8zJAdN2LyCnZdQ4oFJ72W6gPtT8TvZ4IAeIvBAis4VWA6IXgyPEeOgst1z3c0X6LnMVX+zWRNyAQIP5CgMAaXgWIzvoa2q4OjkuXKdlTRfsvcpBhIpfHJUD8hQCBNbwIkE2bNsnhhx8e3q4upoT4aT+G+lT7V/s5EQgQfyFAYA0vAqR79+7hbepyrrEsn4qCaT9GLo+r/ZwIBIi/ECCwRqIDRNfijlywSNcER+Jof4b6VvtZ+zteBIi/ECCwRqIDpGfPnuHtHXzwwbJe52JDwmh/ar+G+lj7O14EiL8QILBGIgNkx44dwW2EtteuXTuzChJA+zXyM9N+jwcB4i8ECKyRyAAZPXp0eFslS5aUVatWmVWQANqv2r+hvtZ+jwcB4i8ECKyRyAC5+eabw9tq1KiR+TASSPs31Nfa7/EgQPyFAIE1EhUgunpe8eLFw9vSpXLhnciliLXf41m9kADxFwIE1khUgPTq1Su8nQoVKiR0pDSctH+1n0N9rv3vFgHiLwQIrJGoALnooovC23laFzCD57SfQ32u/e8WAeIvBAiskYgA0RHRxYoVC29n1qxZZhV4QPs51Ofa/25HphMg/kKAwBqJCJCxY8eGt1GuXDnzYXhI+zvU9/o5uEGA+AsBAmskIkBatmwZ3kaDBg3Mh+Eh7e9Q3+vn4AYB4i8ECKyRiACpUqVKeBuJnCUWBYuc9Vg/BzcIEH8hQGCNeANk8+bNUqRIkfA2Fi1aZFaBh7S/Q32vn4N+HoVFgPgLAQJrxBsgv/zyS7h92bJlzYeRBNrvoc9AP4/CIkD8hQCBNeINkCFDhoTbX3DBBebDSALt99BnoJ9HYREg/kKAwBrxBkiHDh3C7e+9917zYSSB9nvoM9DPo7AIEH8hQGCNeAPk9ttvD7fv1q2b+TCSQPs99Bno51FYBIi/ECCwRrwBUr169XD7jz76yHwYSaD9HvoM9PMoLALEXwgQWCPeAKlcuXK4/cSJE82HkQTa76HPQD+PwiJA/IUAgTXiDZDIkdBu7gBC/CLvhHMzEwAB4i8ECKwRb4BELq86d+5c82EkgfZ76DPQz6OwCBB/IUBgjXgDJHIQ4YoVK8yHkQTa76HPQD+PwiJA/IUAgTXiCZDs7OxwWy0bN240qyAJtN8jPwf9XAqDAPEXAgTWiCdAFEcgqccRSGYhQGCNeAOEayCpxzWQzEKAwBrxBgh3YaUed2FlFgIE1og3QBgHknqMA8ksBAisEW+AMBI99RiJnlkIEFgj3gBhLqzUYy6szEKAwBrxBgiz8aYes/FmFgIE1og3QFgPJPVYDySzECCwRrwBwoqEqceKhJmFAIE14g0Q1kRPLdZEzzwECKwRb4CoKlWqhLfRv39/82F4SPs71Pf6ObhBgPgLAQJrJCJAWrZsGd5GgwYNzIfhIe3vUN/r5+AGAeIvBAiskYgAGTt2bHgbbkZCw73ImQD0c3CDAPEXAgTWSESAbNq0SYoVKxbezqxZs8wq8ID2c6jPtf/1c3CDAPEXAgTWSESAqIsuuii8naefftp8GB7Qfg71ufa/WwSIvxAgsEaiAqRXr17h7VSoUEH27NljVkECaf9qP4f6XPvfLQLEXwgQWCNRAbJ27VopXrx4eFvffvutWQUJpP0b6mvtd+1/twgQfyFAYI1EBYi6+eabw9tq1KiR+TASSPs31Nfa7/EgQPyFAIE1Ehkgo0ePDm+rZMmSsmrVKrMKEkD7Vfs31Nfa7/EgQPyFAIE1EhkgO3bsCG4jtL127dqZVZAA2q+Rn5n2ezwIEH8hQGCNRAaI6tmzZ3h7urzq+vXrzSqIg/Zn5DLC2t/xIkD8hQCBNRIdINu2bZMjjzwyvM3OnTubVRAH7c9Q32o/a3/HiwDxFwIE1kh0gKju3buHt1mmTBn5999/zSpwQftR+zPUt9rPiUCA+AsBAmt4ESA6Ivrwww8Pb7dhw4ZmFbig/RjqU+1ftyPPTQSIvxAgsIYXAaIiZ4ndZ5995PvvvzeroBC0/7QfQ32ayFmPCRB/IUBgDa8CREdKX3jhheFtn3nmmbJz506zGmKg/ab9F+pL7ddEjvQnQPyFAIE1vAoQNXPmTClatGh4++3btzerIAbab6E+1P7Ufk0kAsRfCBBYw8sAUY8//nh4+/vuu6+MHz/erIJ8aH9pv4X6UPsz0QgQfyFAYA2vAyQ7O1vOOeec8HMcccQRsnz5crMacqH9pP0V6jvtR+3PRCNA/IUAgTW8DhA1d+5cKV26dPh5Lr30Uq6HFED7R/sp1Gfaf9qPXiBA/IUAgTWSESDqgw8+CD+PlrvvvjuhF4LTifaL9k9kf2n/eYUA8RcCBNZIVoCohx56KGqn2KpVK7MKArRfIvtJ+81LBIi/ECCwRjIDZNeuXVK3bt2oneOLL75oVsto2h+R/aP9pf3mJQLEXwgQWCOZAaK2bt0aNT5EB8cRIjm0HyIHC2o/aX95jQDxFwIE1kh2gChdPe+MM86I+qWtp20y9ZqIvm/ztJX2TzyrDBYGAeIvBAisMXXq1PDOo0SJEp7d6WNatmyZnH766VE7Tb1wnGl3Z+n7NS+Ya79o/ySDTtB4zDHHhJ87nrXVkRwECKwxZsyYqJ3XfvvtJ61bt5YNGzaYVRNu3bp1UaeztOitq5kyTkTfZ+Stulq0P7RfvKaLUOkps4MOOijq+Z988kmzKixDgMAaevrkhBNOiNqJaNEBbP369ZPdu3ebTRJKz/GbF9b1udN9xLq+v8hBglq0H5JxzePTTz+Vk08+2fGZ60JVK1euNKvDMgQIrPPZZ59JpUqVHDuVKlWqeD6Trt5lZN7iq9N36BxQ6XZKS9+Pvq/I6Um06Pv3+m6rWbNmyVVXXeX4jHVhKp3dN1OvQfkNAQIr6WmNl19+OWrJ1FC5/fbbZfHixWaThNLBcpEj1rXoLLReB1iy6PuInFVXi75fLwcJKj0l1qxZMylWrFjUcxcvXjx4ymrjxo1mE1iMAIHVVq1aJQ888IAUKVIkaodzwAEHSIcOHTw9zaIX8SPnztKit7bqYkr6uvxIX7e+/shbdLXo+/TypgU9oundu7eULVs26nm13HDDDTJv3jyzCXyAAIEvTJ8+XS655BLHzkdv9x0yZIhZPWF0wkCddTZyKngtupyrrgm+fv16s4mV9HXq641chlaLvi99f15MjBgyYcIEx9GOFr3D68svvzSrw0cIEPjK8OHDc73QrncMTZs2zayeMLruhXmXlhY9xdauXTtrj0j0denry+1UoL6fRK/nEenvv/+Wm2++2fG8hx56qLzxxhueX2eB9wgQ+I7+Wu7UqZMceOCBUTsmvRh83333eXr3jl7gPeywwxw7xZIlS0qjRo3k22+/NZukhL4OfT36uszXqq8/kcvQmnR99LZt2wava0Q+rx7tPPLII0kblAjvESDwrSVLlkiDBg0c5/P1YvALL7wg27dvN5skhO4gu3fvHrxjyNw5a9EjpGeeeUZmz55tNvWUPp8+b25HaFr09err1tfvBb1zasCAAXL00Uc7nrtOnTryxx9/mE3gcwQIfG/y5Mly/vnnO3ZaJ510knz88cdm9YTRI6HXX389eB3GfO5QKVeuXDDk9Bf/woULzU3ERben29Xt6/OYzx0q+vr0dXp5nWPKlCm5fgYnnniijB492qyONEGAIC0U9Ov3zz//NJskjN5yrDtJPd9vnrYxi96FVKNGDbn//vuDR0mjRo0KXmTWecAWLFgQLLq90P/Xv+vjWk/razttn9vdTJFFX4e+Hn1duj2vLF26NDj9SW5Hgd26dfPsKBB2IECQVvT0zFNPPeXYkeu4g0cffdTz8++6fZ3DqVatWo6xDl4XfT59Xn1+r9+nHs0899xzuV6Huvfee2XFihVmE6QhAgRpSe8Auummmxw7Wb0D6M0330zKHUAaZmPHjg3Obquj6M1f6fEW3Z5uV7evz+PVtQ3Thx9+mOt1Fr2rS4+YkDkIEKS1r7/+2jFduxYdg/DVV1+Z1T21efNm+eWXX4KjvXUQ5G233SYXX3yxlC9fPljMyQT1v0OPaT2tr+20vW5Ht5dMM2bMyHMszvvvv29WRwYgQJD29GhDT+vkdt3gxhtvlPnz55tNEEHHkjRu3DjX2QD0ri8vZwOA3QgQZAy9LvDYY485rk3o9ZI2bdowD5MhNB/ZIYcc4gje+vXry6JFi8wmyDAECDKOzgR75ZVXOnaKRx11lLz77rvMBBvw+eefyymnnOLoo3PPPVe+++47szoyFAGCjJXXWhTVqlWTH374wayeEebMmSPXXnuto0+StSYL/IUAQUbT0zQ6Otu8gK13ON11113B0e6ZQCdb1EkVdRXIyH7Q/9a7vJKxKiT8hwABAnT+LB2kZy6upHNJPfvss7Jt2zazSVrQI4o+ffrkOr/Xdddd5+kU7/A/AgSIoLfH6mA8c2eqt9IOGzbMrO5rEydOdKx3oqVy5cryxRdfmNUBBwIEyIWOtTj++OMdO1cdj/Hrr7+a1X1F59C69dZbHe9N77Z67bXX0m7pXniHAAHyoOMbOnbsGBzvELmj1fEQOlW6rWuA5GXLli3y9NNPS4kSJaLej06zruugr1692mwC5IsAAQrwzz//yJ133un4xa6LNPXo0cPTyQoTZdCgQbnO2Fu7dm357bffzOpATAgQIEaTJk2SqlWrOnbClSpVkjFjxpjVrfDjjz9KzZo1Ha+5QoUKMnLkSLM6UCgECFAIOsjwnXfeyXUxqauvvjrpi0jlZfny5XLPPfc47iorVaqUdOnShWnWkRAECOCCTnvyxBNPOMZN6DQpzZs3l3Xr1plNkkKD4fnnnw8GReTr0nEtGijLli0zmwCuESBAHObNmyfXX3+942hEJ2586623kjJtfMhHH30kFStWdLwWXYBKT2UBiUaAAAnw5ZdfymmnnebYeZ911lnBFQW9pBfBL7vsMsdz60XzgQMHmtWBhCFAgATR8RM9e/aUMmXKOHbmt9xyS3CJ2kRas2ZN8PZbvQ038rn2339/ad++fdLXC0HmIUCABNMde9OmTXPdsbdr1y7uHbsGlQ74yy2o6tWrl/CgAvJCgAAe+eOPP+Tyyy937OSPOeYYee+998zqMRk/fryceuqpjm2effbZ8s0335jVAU8RIIDHRo0aJSeeeKJjp1+9enWZOnWqWT1XOqlh3bp1HdvQSRDffvttpllHShAgQBLo7bVdu3aV0qVLRwWA3l57991353l7rU6j3rp161xvF27RokVwGnYgVQgQIIlWrFghDRs2dAzwO/DAA6Vz586SnZ0drKdHFLqAky7kZB51XHPNNcGFn4BUI0CAFPjpp5/kggsucISDTjGiQVKlShXHY7rE7GeffWZuCkgZAgRIocGDB8uxxx7rCIvIopM2vvzyy76YtBGZhQABUkynWX/mmWcc06zrtPGNGzf23bTxyBwECGCJRYsWRV0b4XQVbEeAABaJXLxKVw4EbEaAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgEQIEfkKAABYhQOAnBAhgkcqVD5Dy5bOCZckSAgR2I0AAi1x55QFy8cVZwbJiBQECuxEggEUaNTpA/vvfrGBZvZoAgd0IEMAiTZseIA88kBUsBAhsR4AAFiFA4CcECGARAgR+QoAAFiFA4CcECGARAgR+QoAAFiFA4CcECGARAsQObwX6vzAlU2XuOwcsRIDYwQyIgkqmytx3DliIALGDGRAFlUyVue8csBABYgfCITb0DmARAsQOBEhs6B3AIgSIHQiQ2NA7gEUIEDsQILGhdwCLECB2IEBiQ+8AFiFA7BAZIAWVTJbZ7x6wDAFiBzMk8iuZLLPfPWAZAsQOZkjkVzJZZr97wDIEiB0IiNjQO4BFCBA7ECCxoXcAixAgdiBAYkPvABYhQOxAgMSG3gEsQoDYgQCJDb0DWIQAsQMBEht6B7DIY48dFA6Q9euXmQ8jSQiQ2NA7gEU+/LBVMDzeeKOu+RCSiACJDb0DWGbnzu3mn5BkBEhs6B0AMBAgsaF3AACuECAAAFcIEACAKwQIgIz274IfZePqBeafEQMCBEDGmvbps8EL5f0eLiHrls8yH0YBCBAAGWnjqr+l78P7h++2WjTjE7MKCkCAACn2118TZdCgxtKp09nSrNkh0qRJ0eD/tm9/srzwwoUyZEhT+fHHIbJ27WKzKeLwRa+bwuHxQbuTZDfjbwqNAAFSZNOmVfLaa1eHpy6JpSAxls7+Omqsx8IZH5tVEAO+kUAK7NixVTp0ON0REAUVxG/P7l0y/Nkzw+Ex5pUrzCqIEd9IIAXGjOkUFQyvvXaNTJ8+WtatWyK7du2Q7OxNsmrVfJk//weZOLGX9O17hzzxxLHmZuDCH9+8GQ6PPg8Wk7XL/jCrIEYECJACHTqcFg6P4cMfNx+GR7K3rJUBLcqGA2TSB4+aVVAIBAiQAg8/XCIcIHotBMkxaehj4fAY0PzQYKDAPQIESIFHHjkwHCCrGcSWFOuW/Rk8ZRUKkD8mvGFWQSERIEAKdOtWMxwgL754saxd+49ZBQk25tUrw+ExvOMZwYvpiA8BAqTAlCmDoi6iN268r3TvXktGjWorv/76kaxa9bfZBHHQQYKRt+0unfWVWQUuECBAigwb1jwqRMzSsuUR8s47DWTOnAlmUxSCDhD8oP3J4fAY1+tGswpcIkCAFPrzzy/kpZdqB49AzACJLK+/fq1s3rzGbI4YzPjixXB49H2ouGxYNd+sApcIEMACGzYsD05XokclL710mTRvXsYRIjrViQ5AROy2blwp/R87KBwgU0c+aVZBHAgQwFL//DNdBg1qEnV08vnn3cxqyMfE9+4Ph8fAVkfJjuxNZhXEgQABLDd2bOdwgDz33Lnmw8jDqsW/yNuB8A0FyJwf3jWrIE4ECGC5jRtXhgNEx48gNh93vygcHh91qSayZ49ZBXEiQADLbdiwIhwgOoIdBZv/09C9t+023kdWzP/BrIIEIEAAy+l6IKEAeeaZU82HYdi5Y6sMbnN8OEC+6nenWQUJQoAAKdC69THSu/fNMm7cCzJr1leydOnvwTuxdu7cHiyrVy+UnwK/onv0uDTqTqxRo9qZmwoaMaK1tG9fST799FnZsWOb+XBGmfZJx3B49HukpGxet8SsggQhQIAUiAyFWEvbthVl27aN5qZk3bqlUfXatCkfDJ9MtHntP8HQCAXItDGdzCpIIAIESAEzHAoqOthQgyI3u3fvlE6dznG00Tm2Fi/+1aye1r7qe0c4PN4PBOmuDD8a8xoBAqSALhz1yy8jZMSIJ+Tll+sEVyds2fJIeeih/QKluDz++GHStWsN+eCDR+Wvv741mzvoaatPPukojwR+fUeGSJMmRWTgwEayceO/ZpO0s2zupOAF81CAzP95mFkFCUaAAGlEZ/Xt1+9Ox9FIs2YHy/jxPYKrHaajPXv2SNemVaVDvSzpdX+WfBw4+oL3CBAgDc2bN0m6dDnPESTt258sv/02xqzueyOHviOXnp4l9S/Ikub/KSIrFmbWqbtUIUCANKW/yidN6h88NWYGyauvXiUrVsw2m/jSxo0bpdzRR8rRh2TJOeUD763TA2YVeIQAAdKc3rk1cuSTwWsrkSHy4IPFZOjQZrJlyzqzia888cQTkpWVFSxHHX6wrFmd/td7bEGAABni33/nyRtvXO84GmnRoqxMnNhbdvtwhb558+ZJ8eLFwwHSo0cPswo8RIAAGWbWrC+lQ4fTHEHy7LNn+W7xquuvvz4cHpUqVZIdO9LzJgFbESBABtKxIxMm9JTmzQ91BEnv3rfI6tULzCbWGT9+fDg8tIwZk343B9iOAAEymK5yqHNtNWlSNCpEHn54/+D67NnZm80mVti5c6ecfvrp4fC4+uqrzSpIAgIEgCxb9oe8/PLljqMRnbNr8uT3zOop17Nnz3B4FCtWTGbNmmVWQRIQIADCpk8fLe3anegIkq5dq8vff08xq6fEmjVr5NBDDw0HSLNmzcwqSBICBEAUnQ1Yl8599NHSUSHSuPE+8s47d+c5J1eyNG3aNBwehx12WOD1+Ps2ZD8jQADkSheyGjDg3qg12bU0anSgDB7cWbZvzzabeO7333+XokWLhgOkd+/eZhUkEQECIF8LF/4s3bpdEA6QunWz5LzzsqRGjRNk5MgRZnVP1alTJxweZ511luza5b+xK+mEAAEQk6lTB0vTpsfKJZdkycknZ0mpUjk78ksvvVRmzJhhVk+40aNHR922O2HCBLMKkowAARCz7Owt0rv3M1K+fImonXmRIkWkSZMmsnr1arNJQmzfvl1OPPHE8PPdcsstZhWkAAECoNAWL14k9evXjwoRLYcccoi88sorwXEaidStW7fwc+y///6yYMECswpSgAAB4Nq3334r5557riNITjnlFPn888/N6q4sX75cSpcuHd5227ZtzSpIEQIEQFx2794tffv2lcMPP9wRJNdee63MmTPHbFIoDRs2DG/vmGOOkc2b7Rwdn4kIEAAJsWHDBmnVqpXst99+USGi//3444/L+vXrzSYF+vnnn2XfffcNb2vgwIFmFaQQAQIgof766y/5z3/+4zga0SOUPn36BI9YYqELYl1wwQXh9tWrVw/+DfYgQAB4Yty4cVK5cmVHkJxzzjnBaycFef/998Nt9Chk6tSpZhWkGAECwDN6N9arr74avDvLDJLbbrtNFi5caDYJ2rJlixx77LHhunfffbdZBRYgQAB4TseHPPjgg1HTkGgpUaKEPP3008HAiKR/C9U58MADZenS1M6/hdwRIACSZubMmVK7dm3H0Ui5cuVk0KBBwTqLFi2SAw44IPxYly5djK3AFgQIgKQbOXKkVKhQwREkNWvWjJrv6oQTTpDs7ORP2ojYECAAUkKnJ9Gji1KlSjmCJFRGjEjuZI0oHAIEQEotW7ZM/vvf/8o+++wTFR5651XXrl2DQQM7ESAArPDUU085jkC0VKxYUUaNGmVWhwUIEAApp6PYjzjiiHBo6N1ZZpBcdtllwQWlYA8CBEDKtWzZMhwUOmZE78Rq165dcObdyBDR24Affvjh4LroSD0CBEBK6dQnkfNn6XTwITpte7169RxHI2XKlJHXX3894dPGo3AIEAApFTlvlk59klsofPPNN3L22Wc7guTUU0+V8ePHm9WRJAQIgJTRNUMiAyG/NUR0Esa3335bDjvsMEeQ1K1bV+bOnWs2gccIEAApoUcaegQRCgE9EonFunXrpEWLFlKsWLGoENHTYK1btw5ekEdyECAAUkInWYzc+Rd24anZs2fL1Vdf7Tga0bu53nnnnZinjYd7BAiApNPJFSNn6NUFp9waO3asVKpUyREkVatWle+//96sjgQiQAAknc7MG9rR60JT8Z522rFjh7z00kty8MEHO4LkjjvukMWLF5tNkAAECICk0hl5ixQpEt7B6yqFibJq1Sp54IEHoravRWf37dChg2zdutVsgjgQIACSKnI6d12d0ItrFdOnT5dLLrnEcTRy3HHHyZAhQ8zqcIkAAZA0Oo17aGeukyfGsrRtPIYPHy7ly5d3BEmtWrVk2rRpZnUUEgECICl0XY/INUBuvfVWs4ontm3bJp06dZKSJUtGhYjO9nvffffJ6lUrzSaIEQECICl07Y/QzlsnS9T5rpJpyZIl0qBBg6hp48uWypLLqxwkY4d0l927dphNUAACBIDndM0PXds8tOPWNc9TZfLkyVKtWjUpWiRLKh+TJXWrZsnj/8mSIW1PkkUzPjGrIx8ECADP6YJRofA49thjZcuWLWaVpNqzZ48Mff9duemSo+W+2lnS9c4seeuBnDLmlStk3bI/zSbIBQECwFNTp04NXm8IBcjgwYPNKimzbesmGTfoKen7UPFwgGjp82AxmfTBo5K9Za3ZBBEIEACe0V/61atXD4dHzZo1g3+zzYZV8+WLXjdFhYiWAc0PlT++eVP27N5lNoEQIAA8NHDgwKi7nn766SezilWWzv5ahnc8wxEk+rels74yq2c8AgSAJzZv3izHHHNMOEAaNmxoVrGSHm3oUYcefZhBMq7XjcGjFeQgQAB4QpekDYVHqVKlZPny5WYVq+n1D70OotdDIkNEr5dM/aiN7MjeZDbJOAQIgITTpWh1rEcoQLp27WpW8Q29I0vvzDKPRga2Okrm/PCuXugxm2QMAgRAwjX67y1SZN+c8KhYsaJs377drOI7Okbkg3YnOYLkoy7VZMX8H8zqGYEAAZBQf/76jVx6epacVi5npPeoUaPMKr6lo9VnjOsu/R87KDpIGu8jX/e7SzavW2I2SWsECICE2bNnt/RqeZY0uSJLbqqWJY81vNyskha2blwpEwfcJ2833jcqSPo9UlKmjekku3ZsM5ukJQIEQML8+e1bwR3pK/dkSdtbisrSBb+bVdLKqkXTZHT3Wo7TWu+3KS/zfx5mVs+V2bagYhO7Xg0A39q+ZZ0MePyw8I7u+yFNzSppa95PH8jgNsc7dvYfv3ixrP5nulk9itmmoGITu14NAN/6YVjz8E7u3eZlJHvzGrNKWtu5Y6tM+6Sj9Gt6QNQO/+0mRWTKh63M6mFmQBRUbGLXqwHgS+tWzI4aL/H716+bVTLGprWL5au+dzh2/HkNQLQ1HGLhv1cMwDpjX7s6vBMc1uE02b17p1kl4yyf972M7Fw12CdD2p0ou3Zmm1WCCBAAGWvxb2OjdoJL/hxvVsloqxb/Ejy9lRcCBEBG0nERQ9tXCu8Ax71xvVkFBSBAAGSkmeNfCu/8dI6oDSvnmlVQAAIEQMbZtvFf6d/s4PDOb8qI1mYVxCAyQAoqtrHvFQHwhW8HPhDesQ1seaTs2LbRrIIYmCGRX7GNfa8IgPV0cJyObwjt2GZPesesghiZIZFfsY19rwiA9XSEdWinpreq6hxYcMfmgCiI/14xgJSaP2343p1e432C4x3gHgECICPoLLM6UWBoh/dVn9vNKigkAgRARtCpykM7O53zSaftQHwIEABpTxdL0vUuQjs7nTgQ8SNAAKQ9XXEvtKMb/ORx+U7PgdgRIADS2sr5k4MXzEM7Ol3/AolBgABIX3v2yEddqoV3croCHxKHAAGQtub88G54B6drgOsyrkgcAgRAWtqRvUkGtj46vIOb+N79ZhXEiQABkJZ+/qRDeOfW/7GDZOvGlWYVZDACBECexr15QzhAZozrbj6MDEeAAMiTrqb3SY9L5btBTVimFg4ECADAFQIEAOAKAQIAcIUAATJE5O2isRSgIHxLgAxhBkRBBSgI3xIgQ5gBUVABCsK3BMgQhAMSjW8SkCEIECQa3yQgQxAgSDS+SUCGIECQaHyTgAxBgCDR+CYBGSIyQAoqQCz4pgAZwgyJ/AoQC74pQIYwQyK/AsSCbwqQIQgIJBrfJCBDECBINL5JQIYgQJBofJOADEGAINH4JgEZggBBovFNAjIEAYJE45sEZAgCBInGNwnIEAQIEo1vEpAhCBAkGt8kIEMQIEg0vkkAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFf+B3Uzu4ebt3BsAAAAAElFTkSuQmCC)
PN: 8666-B-X1
CAS: 1429321-81-2
Molecule Weight: 318.06
Formula: C7H3BrF3NO3S
TSCA: Not listed on TSCA inventory