| Product Number | 4855-3-25 |
| Synonyms | 4-(Trifluoroacetamido)-5-nitro-2-(trifluoromethyl)benzonitrile |
| Purity | 97 % |
| CAS | 1155800-48-8 |
| MDL Number | MFCD18074384 |
| Molecular Formula | C10H3F6N3O3 |
| Molecular Weight | 327.142 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 1 g | 195 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 4855-3-25
CAS: 1155800-48-8
Molecule Weight: 327.142
Formula: C10H3F6N3O3
PN: 4858-3-01
CAS: 1309602-22-9
Molecule Weight: 346.141
Formula: C10H4F6N2O5
PN: 4855-B-29
CAS: 156425-51-3
Molecule Weight: 381.028
Formula: C9H3BrF6N2O3
PN: 4854-7-00
CAS: 167415-21-6
Molecule Weight: 336.57
Formula: C9H3ClF6N2O3
PN: 4654-3-2F
CAS: 396-12-3
Molecule Weight: 248.161
Formula: C9H7F3N2O3
PN: 4848-3-43
CAS: 1155800-45-5
Molecule Weight: 282.145
Formula: C10H4F6N2O
PN: 4655-1-Z5
CAS: 29289-18-7
Molecule Weight: 205.173
Formula: C9H7N3O3
![N-[4-Bromo-2-nitro-5-(trifluoromethyl)phenyl]-acetamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABoLAAAaCwGxSdqKAAACZ3pUWHRtb2xTb3VyY2UAAHichZXbbuIwEIZfZeTrxbFzLiJULFWllXqQ2q60dyuTGIhE4soJp7ffcRIOgWxCQOOM/8/2eMZm8njINrCTukhVHhFOGQGZxypJ81VEfn89j0LyOJ3EKEJhXkRkXZbfY8va7/c0XstMHFROY5WRun98KNKWZu9QpVeWzRi3/ry+fFbMKM2LUuSxRKpIx0XlfFGxKKtV/GcKKxN6l+ZWLbcyvatH+2sz82X0UCTkEssc+2aIwjLdSFgqnYkSdjaj+GU/YCVzqUUpE1gc0e1QF2OfTl6fVLzNZF5i04yQxmLzWeptjI5MbWS8xcGw8espIhlHQJQqm2ktjmBaxi04CBuEA8IF4YHwQQQgQhAPIDjDH/ZzFHBUcJRw1HAUcVTxEPd/I80Cvo7fEqOAObzDG8yb56euzBs639E+m4fU0W3ma6FXyDDoejiM+OUVd96OiE19P3ChMbgDDBfIqeM4wcm0Je0+3Ej8nMyo8Z5te1gPvW4ADrUdfHNpEHBcxRFX4VPuM+PysUxQEHoXY1NUmzV5rpniNBVD3Nimu3E3qsbZjHBBa+T0blPOqhg83wkwkdY5k9PJQuXJVRPSJCILTqoUf8hlYTdZJqB0IjUeHDOAkV4DdhswNXEG7C7AuQPc/hncNmDqrR/w2oCpzjMw6wL8NmBquR8I2oCp/H4gbAPmnPTH8HAHmELqm8L0t1JXncIBht9t1SByk/D6oPcHw29yXl8MA4zbwbj9pcW9u7zwgVrhN7mv76kBJuhgggEm7GDCLsa6OpfW6TbG5t1NbV1d4xb+eU3/AZtG+TGmaJ0XAABBbElEQVR4Xu3dCbxV4/7H8dIcoQxJFJkauC6JTBfdDJlS4f4zhYRERGWe0yV/rlJugyRNpEldY4ZCCEUJt1mlkkoaTtOpfv/zW/33bq2ns/fZ+1l7nbPXXp/367VectZvr733s89Z373Wep5nlRIAACyUMn8AAEAqCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBIiYvLw86du3r7Ro0UIOO+ww2WuvvaRixYpSq1YtadWqlbz66quyefNm82GOUqVKxZeipFOLcOKTBSJk+PDhUr16dc/OvbClRo0aMmrUKPPhaYVCOrUIJz5ZICK6desW36GXK1dO2rdvL5MnT5ZVq1Y5Rxzz5s2TPn36SN26dRPu+NMJhXRqEU58skAEjBs3Lr4zP+CAA+Tbb781S+K2bNkiXbp0KXTHn04opFOLcOKTBXLc1q1b5dBDD3V25KVLl5aJEyeaJYV68sknzR+lFQrp1CKc+GSBHDdixIj4jvy8884zV6clnVBIpxbhxCcL5Lg2bdrEd+Taw8qPdEIhnVqEE58skOPcF8V/+uknc3Va0gmFdGoRTnyyQI6rWrVqfEe+du1ac3Va3KGQzoLcxCcL5LiyZcvGd+Tbtm0zV6fFDIZUF+QmPlkgxwV1BFKUdGoRTnyyQI475phj4jvybLgG8sMPP8j9998vJ510klSrVk0qVKggRx55pDOwcdGiRZ5aZLeifwsAhNp1110X35FnQy8s98/NZZ999pFp06Z56pG9iv4tABBq7nEg559/vrk6LYlCoTCJao877jh54oknnGlUFi9eLJs2bXKOSpo2berUnnnmmZ56ZK+ifwsAhJo5Ev3jjz82Swqlc2eZEoVCYdKpVUuWLHFqK1WqZK5ClkrtkwUQamPHjo3vzHU23unTp5slcRo49957b6E7/nRCIZ1atXz5cqdWp5VHOKT2yQIIPfdsvOXLl5cOHTrIp59+KqtXr3Zm412wYIFzn5AGDRok3PGnEwqp1mrX4tmzZ8vFF1/s1D799NNmCbJU8k8WQE4ZNmyYHHjggZ6de2HLwQcfLKNHjzYfnnIoqFRq3TU1a9aUnj17miXIYok/WQA5acOGDfLvf/9bmjdvLrVr15bKlSvH70jYsmVLGTx4sDOle2FSCYWYVGrdNTrgsUmTJvLll1+aZchSiT9ZACgG+fn5zviP3r17O+NCypQpk/KU8yhZBAiArPHuu+86RyM6yBDZjwABkDXy8vKcAKErbzgQIACyxvvvv+8EiF6bQfYjQAAUq4YNG0q/fv1k5syZ8ueffzoX9bUb7zPPPCP77ruvEyA6DgXZjwABUKzcPa8KW7Qnlp7KQvYjQAAUqxkzZkiXLl3kxBNPdKaaL1eunNSoUUMuvPBCGTp0qGzfvt18CLIUAQJE3KBBg+Txxx93JjUE0kGAABH2448/xk8d6eBCIB0ECBBhn332WTxAunfvbq4GkiJAgAgjQOAHAQJEGAECPwgQIMIIEPhBgAARRoDADwIEiDACBH4QIECEESDwgwABIowAgR8ECBBhBAj8IECACCNA4AcBAkQYAQI/CBAgwggQ+EGAABFGgMAPAgSIMAIEfhAgQIQRIPCDAAEijACBHwQIEGEECPwgQIAII0DgBwECRBgBAj8IECDCCBD4QYAAEUaAwA8CBIgwAgR+ECBAhBEg8IMAASKMAIEfBAgQYQQI/CBAgAgjQOAHAQJEGAECPwgQIMIIEPhBgAARRoDADwIEiDACBH4QIECEESDwgwABIowAgR8ECBBhBAj8IECACCNA4AcBAkQYAQI/CBAgwggQ+EGAABFGgMAPAgSIMAIEfhAgQIQRIPCDAAEi7IMPPogHyN///nfZuHGjWQIkRIAAETZ06NB4gOhSq1YtGTFihFkGFIoAASLMfQrLvZxxxhkybdo0sxzwIECACHMHyIknniilS5eO//8ee+whbdu2lRUrVpgPAxwECBBh5kX0qVOnSuPGjT1HI/vss4/06NFDtmzZYj4cEUeAABFmBkjMkCFDpGbNmp4gOeqoo2T8+PGuRyPqCBAgwhIFiNqwYYM89NBDUrFiRU+QnHvuufLTTz95ahFNBAgQUatXr5YWLVrEg+G6664zSxwLFy6Uyy+/3BMi5cqVk44dO8off/xhliNCCBAgYvLz86VXr15SrVo1TyjceeedZqnHpEmT5Pjjj/c8Zr/99pOXXnpJtm3bZpYjAggQIEJ04GD9+vU9IaBBctddd5mlhdKg6Nevn+y///6ebRx77LHy0UcfmeXIcQQIEAFz586V2rVre3b65cuXly5dusjatWvN8iKtWbNGOnXq5JzKcm9TT4nNnz/fLEeOIkCAHKbh0LVrVycs3Dv6KlWqyGuvvWaWp+2///2vNGvWzLPtChUqyP333y/r1683y5FjCBAgB23fvl0GDhwo1atX9+zc3QMFdWnZsmVGjhjeeecdOeaYYzzbrlGjhrz66quyY8cOsxw5ggABcox2zW3YsKFnZ161alXp2bOn/Pjjj3LBBRfsdsTwwAMP+D5i2Lp1qzz//POy7777erZ/8sknyxdffGGWIwcQIECOWLx4sbRu3dqz8y5btqy0b99eVq1a5al9++235eijj/bUHnzwwRk5Yli5cqXcfPPNUqZMmfi29cjnsWuukXW//mqWI8QIECDkdAr2xx57TCpXruwJhCZNmsjMmTPN8jg9YnjuuecKPWL48ssvzfK0ff/993LWWWc526xRsLQrWCbsuafseOIJkU2bzHKEEAEChNjw4cOdKdjdAVCnTh0ZM2aMWZrQ77//Lu3atdvtiOHaa6+VXzNwxDBy5Ei55rDD5IWC7c4rWESXgv8vWGGWImQIECCEdKp1nXLdHRzas0qnI7Gd9PC7776LHzHElj0LjhiefPLJggMGf0cM+QWPX1CwnYIN7gyQ2FLwfAVPbJYjJAgQIERWrVonHTt2k7JlK3mOFtq0aSPLli0zy6288cYbBQcIh3mCRP//zTffNEvTp0c011wjBS96V4gUHPkUHALpxROzGlmOAAFCYOvW7TJ48PfSuPGzcsghrWSvvY5wduynnnqqMwV7pukRxxNPPOEcgbiD5Oyzz3aubfimvbJOPtl7NLLvviLPPadv1qxGliJAgCw3efIv0qLF69KwYT9nOeqou+Qvf2klw4a9bpZm3JIlSwoOGK7xhIheK9FeVtrbyhft7fXqqyI1aniD5JhjtJuYWY0sRIAAWWrBgjVy221vx4NDl1NPfVl69/5c8vI2m+WB0nEcjRo18gSJ9t7ScR/am8sXHX9y//0iFSp4g6RZMx3qblYjixAgQJZZu3az9OgxRU4+eYAnPO69d6IsXbrOLC82Oj5Ex4noCHN3kOgIdB2J7puOiG/Rwhsi5cqJdOqkk2+Z1cgCBAiQJbZv3yEjR/4oTZoM9gRH69ajZNq0zFwgz4R169Y5c13pCHZ3kOicWDo3lm86q+9xx3mDZP/9Rfr10+mAzWqUIAIEyAJff71UrrzyTU9wNG06WMaM+dkJlmykc2i5b0ili87O+/Tdd8tGv0cMGhQvvSSy337eIDn+eJFPPjGrUUIIEKAE/frrWunc+X1PcJxyygB57rkvCr7p243nKG56HxC9H4gGSMWCpVXBMuKAA2RT//56WGWWp0fveNix485TWe4gufxyvVWiWY1iRoAAJSAvb6v07j3VuSjuDo877nhHfvnF57f3EqA3murTp480KThieLRgB/9NbEf/17/qrQzN8vTpPdjPO88bIpUqiXz4oVmJYkSAAMVIe65OmDBbzj9/iCc4WrZ8Q6ZMWWyWh86GgiOG7+64QzaWLevd2V9xRWaOGCZMEDnqqF3b1d5bKDEECFBMZsz4Ta69downOM4+e5AMGzZT8vN9nurJNnrEcO653hCpWFHkoYcKUmaDWZ0e7Tbcs6fIbbeJrFhhrkUxIkCAgK1fv0UefvhjT3A0atRfnnrqU1mzxt8cU1lv/HjvEYMuNWuKDBliViKECBAgYH36fO0Jj3btxsvs2d77c+Q0ndyxRw+Rvff2Bsmpp4oEMA0Lig8Bkmk6a+nLL4u0bLlzymqdfbRy5Z3/vuwyEe2ZUtjMpqtX7zxHnGzJ0GR5ucy9oy5KKrXuGr3gvXx54rv2JdreRx8tcAYFXnLJcPnwQ/+3jw0tPd10440ie+yxK0R0UsU2bTL/u237d4i0ECCZNG7czsNz97eswhat0Vq3O+/cvc5cTjnF+xjsJtFOvDCp1LprdHnssU/Mkrhk29NTVdk6nqPYTZsmcsYZ3t/tKlVEunffebTil5+/Q6SllPkDWHrxxV1TVMemX/jmGx22u3OuH/2j6dxZpHz5nTX6LUwfEzN37s4BUskW3QaSSrYTN6VSawaIXruYP/8Ps8yRyvbgMny4SK1a3p16nToiadwMazd+/w6RFgIkE7QveuywXKekTnZe99tvRapW3fXLq9M2IGPS2YmnUmsGiC468K8wqWwPho0bpeCwbufpJXeQNGkikuR2vIXi77DYESB+6UjbI4/c9Ys/dqxZsTvtmRKr1x4qfkfrIi6dnXgqte6ak07a9e9Zs3bvPprK9pDA4sUirVt7Q0THkrRvr3fRMqt3x99hiSBA/Bo9etcvoZ7XTdXf/rbrcboNZEQ6O/FUat01XbtOjP/71lsnmKUpbQ9F+OwzbUhvkOiRwsSJZqUXf4clggDxS3uVxH4BtWdHqrQ29ribbjLXwlI6O/FUat01eu1Dr4HE/v+rr5YkrIUPeiQwcKBI9eq7/kZ07qtk+DssEQSIX/Xr7/oFTOecrdbGHteggbkWltLZiadSa9bcf/+H8f/XUeU6NUmiWvi0dq3IffeJnHmm3pbRXOvF32GJIED8qlZt1y/gn3+aaxPT6a5jj9Mpq5ER7p14OksiZs3ChWs8RyETJ85PWItixN9hiSBA/HJPGpfOzW7y83c9TreBjDCDIdUlkcJqHnroo/jPdBLE2PiOwmpRTPg7LBEEiF9888kq6ezEU6ktrGbRoj89RyFjx/6csBbFhL/DEkGA+MW516ySzk48ldpENY888kn8582aDZUtW7YlrEUx4O+wRBAgfmWi90fbtuZaWEpnJ55KbaKaJUvWOvNbxdYNGTIjYS2KAX+HJYIA8Yv+51klnZ14KrXJah5/fFJ8XZMmg5PWImD8HZYIAsQvvWDnHgGbyuRsele1WD0jYDMqnZ14KrXJapYuXefcv9xdk6gWAePvsEQQIJmgo2Tdc/B8/bVZsYtO5ha74KeP4Z7OGZXOTjyV2qJqunWbvFt4JKpFwPg7LHYESKb06rVrFlCd6VNnAdUJ23QGUL2F5/Tp3llAtVYfg4xKZyeeSm1RNXp/kMaNdz8KQQnh77BYESCZlOp9CA4+OLXJ3pC2dHbiqdSmUtO9+2cESDbh77DYlDJ/AJ/0LmcDBuy861nt2junqa5Uaee/mzcX6ddv5xTWCEQ6O/FUalOpWbFig3O3wlRqUUz4OywWBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAEnk5W2V8eNnOzeSAuBFgATp559FzjtP5/421yAkevSY4ozruOCCIeYqIPIIkCDdfvuuUa+rV5trEQJ33/1+fHBgfj6T7QFuBEiQ2rXbFSBLl5prEQIECJAYARIkAiT0CBAgMQIkSARI6BEgQGIESJAIkNAjQIDECJAgESChR4AAiREgQSJAQo8AARIjQIJEgIQeAQIkRoAEiQAJPQIESIwACRIBEnoECJAYARIkAiT0CBAgMQIkSARI6BEgQGIESJAIkNAjQIDECJAgESChR4AAiREgQSJAQo8AARIjQAL0cZc+0rvmZc6y4Temcw8jAgRIjAAJULduk+M7n99/zzNXIwQIECAxAiRABEj4ESBAYgRIgAiQ8CNAgMQIkAARIOFHgACJESABIkDCjwABEiNAAkSAhB8BAiRGgASIAAk/AgRIjAAJEAESfgQIkBgBEiACJPw6dBgideve7yz5+dvM1UCkESABIkDCr02bR6R69abOsnVrvrkaiDQCJEAESPi1bNlaypXb21m2bt1qrgYijQAJEAESfs2bN5dSpUo5CwECeBEgASJAwo8AARIjQAJEgIQfAQIkRoAE6J///CweIH/8sclcjRAgQIDECJAA/fDDCmnV6g15/PFJ5iqEBAECJEaAAEkQIEBiBAiQBAECJEaAAEkQIEBiBEgWevvtObJ48VrzxygBBAiQGAGShU4/faBMmDDb/DFKAAECJEaAZCECJHsQIEBiBEgGxMZ66HLqqS/L8uXrzZI4d20iBEj2IECAxAiQDHCHgi6PPfaJWRJXWIDoNQ8NjNjSuPEAefLJyZ6fcU2kZBAgQGIESAaYAdKoUX+ZP/8Ps8xRWIDoUYu5DXN5663/uraC4kKAAIkRIBlg7ux16dz5fbPMUViAmDiFlT0IECAxAiQD3KFw0km7/j1r1gqzlAAJGQIESIwAyQB3KHTtOjH+71tvnWCWEiAhQ4AAiREgGeAOBb32oddAYv//1VdLEtYmQoBkDwIESIwAyQAzFO6//8P4/1977RjZsSNxLbIbAQIkRoBkgBkKCxeu8RyFTJw4P2EtsluTJk0IECABAiQDCguFhx76KP6zli3fkO3bdx6GFFaL7LN582bp1q2b7LHHHvEAadWqVcGXg4VmKRBZBEgRNmzYUvDNc7v5Y4/CQmHRoj89RyFjx/6csBbZ5c0335TDDz88HhzupWLFigVfDh4q+L3YYD4MiBwCJIH167fICy986YwKb9Hi9YJvpPlmSVyiUHjkkU/iP2/WbKhs2bItYS1K3owZM+Tss8/2BMaee+5Z8Pm3kCOOOMLz85o1a8prr71mbgKIFALEoKeaxo37Wc4997X4jl7Hdixblv78VkuWrJWTTx4QXzdkyIyEtSg5K1eulFtuuUXKlCnjCYmrr7664DPc2Ytuy5Yt0qNHD9lnn308NY0bN5apU6caWwSigQBxmT59uVx11WjPTv6cc151AiWZZKGg90OPrWvSZHDSWhQvvSj+r3/9S/bdd19PKDRq1EimTJliljtWrFghbdu29VwbKV26tLRp06bgS8YysxzIaQRIAT26cHe91UWPHJ555nNZu3azWb6bZKGwdOk6OeWUXUchyWpRfN59912pW7euJzgOOuggGTRokOxw97tOYNq0aXLGGWd4Hl+lShV56qmnnAvwQBREOkA2bcqXvn2/kdNOG+jZsbdv/5+EkyEWpqhQ6NZt8m7hkahWA0unQElhHwYLs2fPlgsvvNCz469QoYLcd999sm7dOrO8SCNGjJBatWp5tlenTh0ZPXq0WQrknMgGyLvvzi3YkQzz7NCbNx8hkyYtNEuLVFQo6P1B9GJ8UQGi11/0Nei6Nm3GysyZu8+lBTt//vmn3H333VKuXDnPzv6yyy6TefPmmeVp2bhxozz22GNSuXJlz7bPOeecgs9wplkO5IzIBciPP/4uN974lmdHfuaZr8igQd8V2V03kWShENO9+2cpBYj7OolevH/44Y/l99/zzFKkaPv27dK/f3854IADPDv3Y489Vj788EOz3JfFixdL69atPc9TtmzZgiPa9rJq1SqzHAi9yATIqlV5zgVt99gM/bf+TNf5kSwUYlas2LDbfT8KM2/eamnXbrynTgNu4MDpTjdgpG7y5Mny17/+1bND32+//aRPnz6Sn5+4W7Zfn3/+ecHn1tDzvFWrVpWePXsG+rxAccv5ANmxZatM7DdR/va3QZ6d8g03jHOORrLVBx/Ml4sv9p5iu+SS4QXfmndNi4LC/fLLL3LllVfudiRw++23y+rVq83yQOiRz8CBA6V69eqe11GvXj15//33zXIglHI7QMaNk01H15dBB10gF/zlGWcnrAP63nlnrlmZlfSIY8AA7e3jvch/880TZPZsTomYdHT4ww8/7IwWd++0mzZtWvBl4UezvFisXbtWunbtKuXLl/e8posvvljmzJljlgOhkpsBMmuWFOw1Ct5dKWeZsWcdebRee6fHlfa88kOvkwwe/L1cdtkIeeqpT83VgdDTX+65tXTR02/6/GvWbDLLI2nIkCFyyCGHeHbSRx55pLz11ltmaYmYO3euXHrppZ7Xp6HSuXNnJ2SAMMqtANHTEx06iJQtGw8PZ/nHPyRvyW9mddomT/7FCQ73Tjw/3+7Cu40ZM35zpod3B8nZZw+SYcNmFuvryCZff/21nHrqqZ4d89577y3PPPOMM3o820ycOFHq16/veb0HHnigvPzyy85pLyBMciNA9MJk794i1ap5g+OEE3Svb1anTceE6NgQ945bL4gPH/6DWRo4HR8yfvxsOe+8IZ7X06rVGzJlymKzPGfpqO/rr7/eGQUe2xHr6PAbb7xRfvvN/5eFIOmF9BdffLHg17WaJ0hOPPFE+fTT4jmqBTIh/AFS8I1OGjTwBkfBNzoZMECvZJrVadFBfToa3T2flS733Tcx6dxYxSEvb2vBTmjqbj27OnZ815kJOFfpUUX37t2dUd/une/pp58u3377rVme1fSCfoeCI2a9wO9+L//zP/9T8BkuMsuBrBPeANHBX82be4OjfHmRe+7RUWNmdVq2bdsub7wxa7e5q1q3HiXTpmXXfEc6YeM997zveZ06dcrzz3/pzCicS8aOHbvbrLiHHnpowZHgcLM0VGbNmiV///vfPe+rUqVK8uijjxZ8UfDXxRwIUvgCRKebuPfenWHhDo+LLtJ5KszqtE2d+qtcccVIzw65adPBzv08YjeFykb6uq+88s3dXveYMdn9ulPxww8/eO4MmKs72EQBOWzYMLMUyArhCRA9+f/KKyIHHeQNjrp1Rd57z6xOW2Hf5HX6kTB9k9egGDnyxwRHTkvN8qyno7dvu+22SJ3i0VN0//znPws9RffNN9+Y5UCJCk+APPywNziqVhV54YWdF9B9yMVrCXrtpkePKZ5rN/XqPSS33NKj4D39apZnHb3I3KtXr0IvMn/22WdmeU5avny500nAPW28/vuGG27I+k4CiI7wBEi7djuDo0wZkVtv1a+nZkV6Co5oJo+dntO9mbT32G23vS3HH/+8HH74jQU75FNkr732cwbbZestWT/44ANntLY7OKLczVW7KZ922mme9tBuyk8//XRWdlNGtIQnQPTCeMFOxBkk6NeUKfLb6efJs4f+Q05q2NcJjlweT/HRRz8WHGG1lcqVd007roPudPBdttCBdpdccolnR6kD7bp06RL4QLs1a9Y4dxXUqUd0YJ9+87/ooouc29uecsopcthhhzn/1f/Xn+t6rdN6fZw+PmhDhw4tdKDkuHHjzFKg2IQnQDJBb0969dXx02Af7XuC3FqvSyRGdG/ZslV69HjW+fbq3gnpIDz9lltSNBw0JMypPjRMgprqQ08PaXjqXQT1IrX7eW0X3Y5uT7er2w+Cdhh45JFHnA4E7ucuyalaEG3FHyCbNu08kmjZUgq+2onsuacUfDXe+e/LLhPp339nTSbp9h5/fOdzldp1HWXD3y+Q1T8tNKtzmp4/18F25i1Z9Vt1cd6SNdlkg3oaK9P0veno9OOPP363nX+iRdtIjz5ii7vNilr0efT5gmjTbJgsElDFGyB6uF2zpvdieGGL1mTq0PyNN0Rq1/Zu//DDRUaNMisjRQfdFXZLVh2kF/S5db0QXhzTnWtIjRkzxjmaMXtyxZYaNWpIixYtnDsS6ngSvVVtUTthXa91Wq+P08frdsxtx3bs+vz6OjJ9DUenqz/hhBM8z6cdD3r37p3RdgQSKb4AefFFKfiqu3MHXq6cSKdOItotUcd1rF+vN5kW6dx51/iOgm97zmNsTZ8u8re/eYNjr730/rIi3LM6TneC5mkcvSWr7vAyTbveFscNl3RHre/LvBivi54qa9asmTz33HPO+JJM0u3pdnX75ik5XfT16OvKZJDotgYMGLDbDbMaNGiQ8RtmAabiCRD9RdZAKPjFln331VFvZsUuOh2FdtHVWn3MRx+ZFcn9/rvITTft7K2l29BFg+vaa0WWhm8sRHHQc+s6KM88t66D9zKxk010y9dMbd/t9ddfLzQ49JTSCy+8ICtXrjQfEgh9Hn2+wk6Z6evT15lJesvee+65Z7fgat68ue9b9gKJBB8g+m3ryCN37czHjjUrdjd+/K76o45KbU6rrVtF/vd/RfbZx3vUccopIl99ZVajEHqEoIP03DsgPULQwXy2Rwj6jbtWrV29v3QJ4ghHd5LmdCB6badVq1YlPkeWPr++DvfEj7ro6830zn327NlOTzH382io3HvvvQUH++vMcsCX4ANk9OhdO/MzzjDXJuY+/aTbSOY//xE5+mhvcBx8sMjgwTtHsCMteo1CB+25d0J6bl0H96V6br24rrFsLfjioNt0Hz3pjrply5YyY8YMs7xE6evR1+UOEn3d+vr1fWTSe++9J3Xr1vW0/0EHHSSvvPJKwZ8EfxPIjOAD5MYbd+3UtYdVqrQ29jg9JZWIzosVq9OlQgWRBx/ceV0F1mx7SSXq5aVdXDPdI0mPmBo1auR5fXrK6KssP+LU12ee2tL3kenpWTTs9TSadlBwP9dJJ50kU6ZMMcuBtAUfIPXr79q5z5xprk1Ma2OP0+naE2nceFddq1YiCxaYFfAh2TgNHfwXo0cVPXr0KHSciQ62yzS9r/h+++0Xfx69vqLdZlM9Qipp+jr19bqvC+n7CeJ+6Xo95tZbb5UyZcp4Ppurr75alujYKMBS8AHivslTOtOs6+je2OMK/rAS+v57kdtuE/nkE3MNMkgH9SUaKa4XhHVUtHtdkCPdn3jiCc8RjnYJnj9/vlkWCvq63V2a9X3p+wuCnkI755xzPJ+TBtjjjz/udHQA0hV8gLhvL7ttm7k2Mf0mGXucbgNZobC5qtxLxYoVA5trS0+r6Tdp9/PddNNNsinTA0+Lmb5+fR/u96XvM5Pdfd1GjRolhx9+uOf59MvApEmTzFIgqeADJOgjEBS72Gy55pTjV1xxhSxcuNAszwh9zquuuir+XBUqVHAuCOcSfT/6vmLvUd9vUKfkNm/eLN26dfN0PrhMZ4IA0hB8gAR9DQQlRq9txHY+F154obk6Y7SH0qWXXhp/rj333FMm6q2Mc5C+L31/sfeq7zvTPbTc9CZWsed6UDufAGkIPkAy0QurbVtzLbKAjjmI7Xzuuusuc3XGXHfddfHn0R5FX3zxhVmSU/T9uXtO6fsPinbZjj2PdicG0hF8gBTHOBCUiOIIEP1WHHsOHYvyvXaaiAB9n+4bagV1dECAwI/gA0QvnLtHoqcySeKECbvqUx2JjmIXdID0LzgKjW1fL85/+umnZklO0/er7zvWBtoemUaAwI/gA0Tp+Wr3XFjJ7j+hkyrGLrzrY5gQLmsFGSB6j5LY2BPt2jpy5EizJBL0fce6LGt7ZPreLQQI/CieAFG9eu2ajVdn3NXZeHWOIh0xrl0+dfZc92y8WquPQdYKKkB0zqYjjjgivu1nn33WLIkUff+xttB2yeScVgQI/Ci+AFGp3g9E57FKZdJFlKigAkRHSMe2q4MXIZ5BnNo+mUKAwI/iDRClg74GDNh590G90ZPejbBSpZ3/bt5cpF8/nf/bfBSyUBABMmLEiPg2axZ82Siu6deznbaDtkesbbSdMoEAgR/FHyDIGZkOkPXr1xccfB7sbE/P+3/88cdmSaRpe8Suh2g7aXv5RYDADwIE1jIdIDqvVmx77dq1M1ejgLZLrI20vfwiQOAHAQJrmQyQn3/+Od7rSsc/cOqqcNousfEh2l7abn4QIPCDAIG1TAZIixYt4tvq06ePuRou2j6xttJ284MAgR8ECKxlKkB++umn+Ln9Bg0ayLZ0Zm2OIG0fbSdtL203bT9bBAj8IEBgLVMBoncrjG0nqHuI5Bptp1ibafvZIkDgBwECa5kIEL2Na7ly5ZxtHHbYYYFNX55rtJ20vbTdtP1sb4dLgMAPAgTWMhEgDzzwQHwbvXv3NlcjCW2vWNtpO9ogQOAHAQJrfgNkx44dUrt2befxenOqvLw8swRJaHvFbuql7ajtmS4CBH4QILDmN0AmT54cf3yQ97zIZe57pWh7posAgR8ECKz5DRD3oDi91zrSp+0Wa0ObwZcECPwgQGDNT4Bs375d9t9/f+exOi0HXXftaLvFpn/R9tR2TQcBAj8IEFjzEyDfffedr2/O2MV9JKftmg4CBH4QILDmJ0D+9a9/xR87fPhwczXSoO0Xa0tt13QQIPCDAIE1PwFy6aWXOo8rXbq0LF++3FyNNGj7aTtqe2q7poMAgR8ECKz5CZCqVas6j6tXr565Cha0HbU9tV3TQYDADwIE1mwDZOnSpfHH0X03M9zdebV9U0WAwA8CBNZsA0RvjBR7XLdu3czVsKDtGGvTdG7ERYDADwIE1mwDpG/fvvHHvfnmm+ZqWNB2jLWptm+qCBD4QYDAmm2AdOrUKf64mTNnmqthQdsx1qbavqkiQOAHAQJrtgHSunXr+OP+/PNPczUsaDvG2lTbN1UECPwgQGDNNkAuvvhi5zHa9TTdkdMonLZjrCuvtm+qCBD4QYDAmm2AnHXWWc5j9tprL3MVfND21HbV9k0VAQI/CBBYsw2QE0880XlMjRo1zFXwQdtT21XbN1UESDD63Vwq5SXMwv3qUaJsAyQ26K1OnTrmKvig7antms7gTAIkGGZIJFvCLNyvHiXKNkBiRyAHHXSQuQo+aHtyBJIdciUgipLb7w6Bsg0QroEEg2sg2YMAAYpgGyD0wso8emFlFwIEKIJtgDAOJPMYB5JdCBCgCLYBcvfdd8cfN2PGDHM1LGg7xtpU2zdVBEgwCBCgCLYB0q9fv/jjRo4caa6GBW3HWJtq+6aKAAkGAQIUwTZAPvnkk/jjnnzySXM1LGg7xtpU2zdVBEgw3AGSbAm78L8DlBjbAFm2bFn8cddcc425Gha0HWNtqu2bKgIkGGZQJFrCLvzvACXGNkDUfvvt5zzuqKOOMlfBgrajtqe2azoIkGDkUkgkk9vvDoHyEyAtWrSIP3bJkiXmaqRB2y/Wltqu6SBAgkGAAEXwEyAvvvhi/LGDBw82VyMN2n6xttR2TQcBEgwCBCiCnwCZNWtW/LHXX3+9uRpp0PaLtaW2azoIkGAQIEAR/ASIis0eq+ftt2zZYq5GCrTdYteTbGY3JkCCQYAARfAbIHfeeWf88WPHjjVXIwXabrE21PZMFwESDAIEKILfAPn222/jj2/ZsqW5GinQdou1obZnugiQYBAgQBH8BoiqX7++8/gKFSrIqlWrzNVIQttL203bT9vRBgESDAIEKEImAuTpp5+Ob+PRRx81VyMJba9Y22k72iBAgkGAAEXIRICsXr1aqlSp4myjWrVqsm7dOrMEhdB20vbSdtP203a0QYDADwIE1jIRIKpr167x7TzzzDPmahRC2ynWZtp+tggQ+EGAwFqmAuS3336TSpUqOds58MADuUdIEbR9tJ20vbTdtP1sESDwgwCBtUwFiOrYsWN8W3fccYe5Gi7aPrG20nbzgwDJjM+GtZc3Hq0nK+Z/aa7KaQQIrGUyQP744w854IADnG2VKVNGpk+fbpaggLaLto+2k7aXtpsfBIh/C6aPjl8w/3x4B3N1TiNAYC2TAaJeeeWV+PYaN27M/dIN2h7aLrE20vbyiwDxZ1v+ZhnxQJ2dAXJLaVk+73OzJKcRILCW6QDZsWOHnH766fFtPvHEE2ZJpGl7xNpG20nbyy8CxJ/v3ukeP/r4aEDq96LPFQQIrGU6QNSPP/4Yv6Cup2rSubteLtN2iJ260vbRdsoEAsRe3pql8sodeznhMfD2yrL+j8VmSc4jQGAtiABRL7/8cny7Bx98sKxYscIsiRR9/9oOsTbR9skUAsTeJ69cFz/6+HbCY+bqSCBAYC2oAFFXX311fNunnnqq5OXlmSWRoO9b33+sLbRdMokAsbNi4VTpf8seTngMu6+W5G/daJZEAgECa0EGyPr166VevXrx7V900UWSn59vluU0fb/6vmNtoO2h7ZJJBIiFHTtk7NON40cf87553ayIDAIE1oIMEPXLL794Tt1cd911GblwHAb6PvX9xt67toO2R6YRIOmb89WQeHi89eyZ5upIIUBgLegAUTNnzpSqVat6QiTXj0T0/bnDQ9+/tkMQCJD05G/eIEO71nTCQ09hrVw0zSyJFAIE1twB0rp1cF0YP/3003jPLF30tE6uXhPR9+U+baXvW99/UCZMmBB/rvbt25urYfh63IPxo4/Jg9uaqyOHAIG1r776Kr7zKV26tNxwww2+5mVKRnei++67b/z59MJyrvXO0vfjvmCu7zeo8NCjnF69eslee+0Vf7499tjDmRrF7+j2XLVu1UJ5uUNFJzwGddxbNq7Lrd8/GwQIrOlOKDapX2zZe++9nXtTBHGP8x9++MFzTUT/nSvjRPR9mO9N328QPvjgA08HBXPRe6y/9NJLsm3bNvOhkTax7+Xxo48Z7z9rro4kAgS+DR06VA455BDPTujII4+UcePGmaW+LVy40LPz08F1jz/+eGinPdHXra8/NkhQF31/+j4zbe7cuXLJJZd4Pqfy5ctL586dpWfPnrL//vt71h133HHy0UcfmZuJpKWzP4mHx+sPHSXb8zP/BSmMCBBkhJ67f+SRRzzXKnRp2rSpzJo1yyz3RbuyuseJ6KJzRIVtAkZ9ve65rXTR95Xprrpr166VLl26OGHhfi4Nkzlz5sTr1qxZI506dZJy5cp56lq0aCHz5893bTFaduzYLqOeOD4eIItmTDBLIosAQUZpV9Mrr7zSswMqW7as3H777dZ3zUtER2RXrlw5/jz6LV6nOs/2+4no69PX6T7q0PeRyRHmSo9uBg4cKNWrV/d8HnqEo6exEvnvf/8rzZo18zxG771+//33ZzzcwuCnyX3j4fF2z/PN1ZFGgCAQkydPlhNOOMGzE9JbsPbu3Tuj3XD16MY9AaMuel1G79iXbbfH1dejr8u8bqSvP9NHado9t2HDhp7n0e7Aeqoq1fZ/55135JhjjvFso0aNGvLqq69GZjzOlrw1MvieA5zwGNC+nPyxLDNzkOUKAgSB0W/AAwYMiN/nI7Y0aNBAPvzwQ7Pcl0GDBu32PBpYjz76qKxatcosL1b6/Po6Yvcwjy36evV1Z9KiRYucLtXu59EjQO2ia9MOW7duleeff97TA06Xk08+Wb744guzPOd8MbJT/Ohjyuv+bt6ViwgQBE5P2dxzzz27nYNv3ry5zJs3zyy3pt1P77zzTqlYsaLnefT0S8uWLWXs2LGB9A4rjD6PPp8+rz6/+/Xo69PXmcnushs3bpTHHnvMc0pPlyZNmmSkN9fKlSvl5ptv9px2067b11xzjfz6669meU5Ys/xn56hDw2Pw3fvL5rzMfV65ggBBsdGBh+5BcrpoqNx7770ZPd2kY1G6du0qVapU8TyXLtpF9frrr5fBgwfLkiVLzIf6otvT7er29XnM59bXo68r02Nlhg8fLrVq1fI8V506dWTMmDFmqW/ff/+9nHXWWZ7n2nPPPZ17lWzatMksD7V3ejWLH338OOklczWEAEEJeO+996Ru3bqendBBBx3k3GEvk+fW9aK9jkmpX7/+bjvz2HLUUUfJVVddJU899ZS8+eabMmPGjCIvFOt6rdN6fZw+Xrdjbju26PPr68h0J4Jvv/1WzjjjDM9zaUjplCRBH2mNHDlSDjvsMM9z6//rz3PBnOlvx8PjzcePkx3bGRNTGAIEJUIv5L7wwgueea50Oemkk2TKlClmuW+6s9XTRnoR2NzBJ1q0O6vuFGOL2b012aLPo8+nz5tpegRz4403OiPHY8+np5PatGkjy5YtM8sDo0ccTz75pHME4n7veoTy3XffmeWhkZ+/Ve648hi544JS0v2qUrL0Z8bCJEKAoETpufVbb73Vc25dFx0PkelTTDF6N78XX3zRuT5hXhy2XXQ7uj3dbqbuFmjSo4oePXo4o/3dz63Tn0ydOtUsLzZ6DUSvhWiIxV6Tfp7t2rVzPt+w6d3reTn64FJydoNS8vwDLczVcCFAkBX0lNA555zj2THqBWEdpa0XiIOk3+h1KpF///vfzkA6vYZx3nnnydlnny2NGjVyjj70v/r/+nNdr3Var4/L9DWNwowfP94Z3e9uHx39P2TIELO0xGivLO2dZQbrc8895/TmCoPff/89/qWixv4VZMmi6A6gTAUBgqwyatQoOfzwwz07odq1a8vrr0fzpj16NHPuued62kN7cT388MOyYcMGs7zE6TUsHSdinirU8SRvv/22WZ51tKdZ7DXrwEkkR4Ag62zevFm6devmmSlWlzPPPDN005XY0i6+Olpdx3C42+CKK64IZJ6sTNOOBroDNrsw6wh3HemejfS6TexUqgZgUZ0pQIAgiy1dutS5sZL73LpeOL7ppptybir3GJ0Bt0+fPrt1A/7rX/8qkyZNMsuzns6hpXNpud+LdkbQU4A691Y2cXdP1qMoFI0AQdbT+46Ykw7us88+8uyzz4bm3HoqdObbY4891vM+dbR6//79QzvbcIy+N53d1/3edPbffv36ZcW08dr9OPa69DpOJruT5zICBKGgf9Cvvfaa554Zuhx99NHOXfXCTEfjX3bZZZ73pd/S77777qyfGDIdGhR6nxHz6Or4448v0fu6aHfk2JgWPdqNwhQtmUKAIFT0vPSDDz6427n1888/X37++WezPKvp6Pv77rtvt/dy4YUXOqP2c5Ve39E7H5rjai6//PISub6jY1lir0G7IyN1BAhCacGCBdKqVSvPDkh3SJmeYyoIejSlkygW1lPp3XffNctz1k8//eR0i3a3gfYwe+ihh4qth5mOYYkNhNT/5uq8XkEhQBBqeurjL3/5i2cnpOfWdYxGNpxbN+npER1T4n69Ou5AZ7zNpes56dBTkOZUMDVr1nROWQbNfWMyPRJBeggQhJ4GRd++fQu9JevHH39slpcIHVVv3kVRu4zquIMwjtbONA1P7RShnSPcbaSdJ4IaZa9hHuvhp9dAcm0yyOJAgCBnaLfQu+66a7dz6zrFiJ7yKgm6U9KZas35onRUu85sCy/tnt22bdvA5/nS04juUfM6MSbSR4Ag5+jF9AsuuMCzw9YL1Q888ECxDg574403nFH07teh33TZWRVt2rRpzsBRd9vpwFKd/VgHmvql4zxi29XxH7BDgCBn6dQZ2s3XvRPSbsB6z44g+/nriOa//e1vu+389Bx7JnZ+UTJixIhC73UyevRoszRl+iUi1oFBTyNyJGiPAEFO03PrOpmfeW79lFNOkS+//NIs90Un4tMZaM279l177bX07vEh0d0WdfLNmTNnmuVF0q7TsW3oNSjYI0AQCUHu3IszpKJs8eLFzs273G2sn6feDiDV+73r1CqxcTfa+01/L2CPAEGkZPr0UkmdJouyzz//3LnxmLvN9cZkeoMyvVFZMu55ubTrNPwhQBBJeoG7sFuypnqBO1su1EeVzg2mt0CuXr265zOoV6+ec8vkwuh8XLE6HbQZ1XE3mUSAILJsuthmY1fhKFu7dq107dpVypcv7/k8Lr74YpkzZ068TscKuSdzDMO9ScKAAEHkpTLILwyDFaNs7ty5cumll3o+Gw2Vzp07OxNS6hT5sZ/rPUmQGQQI8P8STTNyww03FDoVebZOlxJlEydOlPr163s+K50SP9aDS48cs/WGVmFEgAAuiSY6jC1hmbAxyvRC+osvvijVqlXb7fO78sorzXL4QIAAhYhNte6+G6LOHBu2KeOjbPXq1dK6devdQuQf//iH/PLLL2Y5LBAgQBLuLr/02gkfc7r42FKpUiV55JFHJC8vz3wI0kCAAEk0b96cAAmp8ePHxz87vevh2LFj5YgjjvAEyaGHHirDhg0zH4oUESBAEgRIOG3ZssVzj5FJkybFf/70009LlSpVPEFy+umnyzfffGNsBUUhQIAkCJBw0nuLxD43vVWuafny5U7vOve08fpv/ZmuQ2oIECAJAiR8fvvtN9l7772dz0yvdSS7z7oedZx22mmeoxF9rB6l6NEKkiNAgCQIkPDRG1LFPjO9v3oqhg4dKocccognSI488kgZN26cWQoXAgRIggAJF70RVey0lN5XfcOGDWZJQtojS3tm6VGLO0iaNm0qs2bNMsshBAiQFAESLmeccUb88xoyZIi5OiU6RkTHirhDpGzZstKhQwdnbAl2IUCAJAiQ8Hj99dfjn1Xjxo19T6f/6aefygknnOAJEh3drqPci5o2PioIECAJAiQc9K6FsVvf6imsqVOnmiVWdNr4AQMGyIEHHugJkgYNGjjzbkUdAQIkQYCEg97yNvY5tWnTxlztm87oe8899+w2bbz+fsybN88sjwwCBEiCAMl+eqvb2Gy7enfJZcuWmSUZM3v2bLnooos8IaKh8tjD90rehnVmec4jQIAkCJDs554wsXv37ubqQOhdD+vWrRt/3no1S0nbCw+S6R+/olM6m+U5iwABkiBAspveHz02Y3KdOnWs7mtvSy+k633Yj65dVc5pUEo6nF9K+rQtJWOeOkmWz/vcLM9JBAiQBAGSvfQCd8OGDeOfz5gxY8ySYvHnH6tk4P/eKt1al5F+N5eKLx+9fJWs/2OxWZ5TCBAgCQIkew0cODD+2TRp0sRcXexWL5khE547xxMiA2+vLNMmPC75Wzea5TmBAAGSIECyk97wq3r16s7novevnzlzpllSYhZMHy3DHzjcEyTD7q8t87553SwNPQIESIIAyU5du3aNfy7t27c3V5e4bfmbZfo7T8krd+zlCZK3nj1TVi6ebpaHFgECJEGAZJ+5c+dKhQoVnM+katWqsnLlSrMka+StWSqfvHKd9LuldDxE+t+yh0we3FY2rlthlocOAQIkQYBkn0svvTT+mfTs2dNcnZVWLPhKxj7d2HM0MujOfWTG+8/K9m3h/b0iQIAkCJDsMvXzD6TW/qWkbJlSUq9evdDNSTXny9dkaNeaniB5/aGjZNGMCWZpKBAgQBIESPbYvi1fHm3bQC46sZSccHgp+fjD98ySUMjfvEG+HvegvNyhoidI3n7hPFmz/GezPKsRIEASBEj2+OHjXtLzhlJy72Wl5Pn7LjZXh866VQtlYt/LPSEyoH05mfJ6R9mc94dZ7uF+TFFLkILdOhByV7ZsKZXLlXMWAqTkbNqwSl7tVG3nTva28vLH8jlmSWgtnf2JjHrieM9Of3Cn/eTHyf+WHdu3meUOMySSLUEKdutAyN3Zpo38pXp1Z8knQErM58M7xHeIX47qbK4OPQ2Knyb3lcF37+/Z+b/5xF9k3coFZnmxBURRSvbZgSz3zw4dpEW9es6yLWQXbHPF6qU/yIBbyzo7y9c6V5ctm9aaJTljS94a+eKNu5xTWbGAmDr2frOMAAHCoM/dd8vNDRs6CwFSMv7z/N/jO8ufPxtgrs5Ja377r7zfp7mMfKxBoQMPCRAgBAiQkrXwu7HxHeXobifKjh3bzZJIIkCAECBASo5OBzLiwSN27ihvKS3L53xqlkQWAQKEAAFScr577+n4TvLD/v8wV0caAQKEAAFSMvLWLpdXOlZxdpA6Jfr61YvMkkhzB0iyJWjBPwMQYgRIyfjk1evjO8Fvxj9iro48MygSLUEL/hmAECNAit/vC792ZqzVHeCwew+V/C15ZknkFWdIJFOyzw5kOQKkmO3YIeOeOS2+c5z79XCzAkKAAKFAgBSvuVOHxXeMbz1zuhMo2B0BAoQAAVJ89FTV0HsPcXaKegpr5S/fmiX4fwQIEAIESPH55q2H4zvFSa/eYK6GCwEChAABUjzWr/pFBnao5OwQB3Xc2+nGi8QIECAECJDiMbH/lfEd4vfvPWOuhoEAAUKAAAnesjmTnalKdGc44qEjZXv+FrMEBgIECAECJFg6OeLoJ0+I7wwXfj/OLEEhCBAgBAiQYM3/dmR8R/iffzU1VyPLESBAEgRIsPSIQ8Pj5Q4V5Y+ls8zVyHIECJAEARK8ZbMnyZ+/zTZ/jBAgQIAkCBAgMQIESIIAARIjQIAkCJD0uXsIFbUg3PgEgSSGdu/uhMc9554rO5jYLyVmSCRbEG58gkASG9evl4lDh8qSOXPMVUiAgIgOPmEAGUWARAefMICMIkCig08YQEYRINHBJwwgowiQ6OATBpBRBEh08AkjcmLjOsyl/SmnSOfzzpNeHTvKNx98YD4MKXIHSLIF4ceniMgxgyPR8tI99zB40IIZFIkWhB+fIiLHHRJueWvXyveTJknXZs3i69979VVPDYpGSEQHnzAiJ1GAxEz/+OP4+kevuMJcjSIQINHBJ4zIKSpANhQcicTW33bqqeZqFIEAiQ4+YUROUQGip7Ji67tecIG5Os7cztJ586R3p07S6Zxz5NZGjYzq6CBAooNPGJFj7vhNeh0ktr5v167m6jj3dpbOny93nX12/P9vOekkszwyCJDo4BNG5CQKkLx162TG5Mly7/9fRO/UpIksX7jQU+Pm3s7z7dtL3y5d5LdffpEd27ebpZFCgEQHnzAix73jL2zR4BjxzDOyevly86Ee7sd0v+462R7x4IghQKKDTxiRYwZGYctT114rn48bZz7Uw13/1TvvmKsjiwCJDj5hRI57x++2dfNmWbZggYzu2VNuPflkZ33/++5LeGTh3s6qpUvN1ZFFgEQHnzAiJ1GAuI176aV4zQdDhpirHe7t5G/ZYq4Gch4BgshJJUB+W7QoXpNoMGEq2wFyGQGCyEllx6+ns2I1tzVubK52pLIdIJcRIIicVHb82h03VnPXOeeYqx2pbAfIZQQIIieVHf/YPn3iNT3vuMNc7UhlO0AuI0AQOYl2/Fu3bNnZC6tXr3gvLF1+/vprT11Mou0AUUGAIHLcO/5ki177mDxqlPnwOAIEUUeAIHLMoIgttzRqJHeedZY8dc01MuqFF2TF4sXmQz0IEEQdAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADAyv8BC3K48V+oXqAAAAAASUVORK5CYII=)
PN: 4854-B-12
CAS: 157554-76-2
Molecule Weight: 327.057
Formula: C9H6BrF3N2O3
Melting Point: 244-248 ℃
DOT/IATA/IMDG: UN 3439 - HC 6.1 - PG III
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory